Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit248-12-20020205_193300_20020206_001700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/05 |
Start Time | | 2002/02/05 19:33 |
End Time | | 2002/02/06 00:15 |
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 | | 14.28 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.80 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 214.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit248-12-20020205_193300_20020206_001700-constBx0 |
Minimum Dst Value | | -82 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIERlYyAxMyAxNDowOTowNiBFU1QgMjAxN/8V9tcAAAHOdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNDgtMTItMjAwMjAyMDVfMTkzMzAwXzIwMDIwMjA2XzAwMTcwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdlb3RhaWwgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDItMDVUMTk6MzM6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTAyLTA2VDAwOjE1OjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzA5LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MTAuNDg5NzQ5OTk5NSwgIm1heCI6MTkuMDA5MjUwMDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfTsVl7UAAAAEZ0FNQQAAr8g3BYrpAAA/eklEQVR4nO3df3wU9Z0/8EAChCRiwC0EDBggIPQCRo1egIARA4RKa+qlNtSAscSD2tjm7miNEiC2UdM+go+c5jQeoRfvYo3Kw+bRBs31kSPXS2vqI5bQi5pisBFXb9G1Roztekbl+37k/bj5rp/dnZ3d/cyPnXk9/+CxGWZnPvP+7MznPTOf+UzCeQAAAACQKsHsAgAAAADYDRIsAAAAAMmQYAEAAABIhgQLAAAAQDIkWAAAAACSIcECAAAAkAwJFgAAAIBkSLAAAAAAJEOCBQAAACAZEiwAAAAAyZBgAQAAAEiGBAsAAABAMiRYAAAAAJIhwQIAAACQDAkWAAAAgGRIsAAAAAAkQ4IFAAAAIBkSLAAAAADJkGABAAAASIYECwAAAEAyJFgAAAAAkiHBAgAAAJAMCRYAAACAZEiwAAAAACRDggUAAAAgGRIsAAAAAMmQYAEAAABIhgQLAAAAQDIkWAAAAACSIcECAAAAkMyeCVZCgj23CwBAV3ocPJ9//vlly5aFXbIeq7ZxW2DjTbMNe9ZQqF8efpEAACr0OEgWFBQ888wzpqzafsd8ZYskbpr9omQR9gxrpKdKzz333MaNG5OTk+fPn79r1653333X/3+9Xu/ChQv9v/Laa69t27YtfRJ9oD9VVsS0ry7sbJ999tn3v/99WvXs2bNramroT/XpkS4n0vkTPi9UKNRjMjY2tnPnzjlz5rhcroMHDyrTjx07tmHDhhkzZlBhbrnllrNnz6pPjzQ4cR15cvLkyc2bN6empi5YsODIkSMqGxVFZILWlFDds2bNkhh5PYQq/5QpU+bNm1dWVuZ2u1W+HkX5PR7P7bffnpWVNW3aNPpWcXEx/VyDFkaYSB+++MUv+q+CPq9cuTJomzo8PHzjjTfSLjN9+vS8vLynn36ap7///vtUzmXLls2cOZPWfsMNN/T09IQtc2Bhop4hEP1IPvroo9hXHQW9UweVuo5UpEVV/y0ZAGlZWPYMUKTHiE2bNj377LPj4+Nvv/327t27r7/+ev//pf3nvvvu8//KmjVr9u3bNzbprrvuoj8lri7sbC0tLVdcccUfJ9GHw4cPq0+PdDmRzh/dbiZ8q6Kigpq6s5Nuuummn/zkJzz92muvpXNfivMHH3xwzz33UP6hPj3S4MR15E+dOkWpf3t7+3vvvXfmzJnt27erbFTUkVGp3wceeGDv3r0SI6+HwASLP3z66advvfXWP/zDPxQUFKh8PdLyv/nmm5dccgkt9pVXXvnLX/5CWfIvfvGLLVu2BC2MMJE+UKr085//XPmvn/3sZzQlMMF69dVXKTtsbGykeqfc5be//e3f/M3f8H/Rum677Taa4X//93/feeedJ5988pprrlEvc9DCRD1D1F+JuwRLva4jhQTLfuIsQHQo+e53vztvEn1QzoqopulYn5mZSWel/OePfvSjuXPn0undt7/9bTrQKLOd//wpeOAqqMFOTU1V/qQ9Z+nSpT6fz3/mlJQUmo0/nzt3jv5UL7bKD1FYnZbZKJ+jZpg/04d169apT490OZHOLyXBuuiiiyir4M+UYwVt8yjzCBpq/+mxBCcoK0eeMqrm5maNGxJ14UPVL+1WixcvpjYmxuWziYmJ/fv3L1q0KD09nfIGnqiyvz/yyCPUtiUnJ+fn5w8NDfH0np6eyy+/nCbSf3EmFLizC5vz/vvvz5w5kz7s2bNHSevJkSNHaIp6+YNG5pvf/CaddAXdxlBf8S/bU0895b8K2rqnn346sPDf+MY36uvrg66CNoc2KlQB/FeqcpA8HyL46gfPSL8SeNwOWq2hfgb+6GSDUkzallmzZn31q1/1er1aNkd9pfQDoAXS/BSoKOqaMvgf/vCHWVlZs2fPvvXWWz/88MOIohR2i4LGM/DX7h/hsMsMVebA3TNwXVpa5/Xr1z/xxBNKgen0YP78+Vp+rnEqzhIsquOioiL3pGuvvfbAgQM8narwhhtuoPNR5U+a7c1J9KGurk6ZLnwI1NnZWVhYqPz5pS996fHHHxe+UlpaSqumn8XY2FhtbS39qV5s7avTMhvtG8qOQWeo9ItXnx7pciKdn7bO5XJRipOTk/OP//iPn3zySdjNOR8swaJl8mfKtAILQ7v6/fffH3i1T5geS3CCsnLk6UBGewQdoeiIuXPnTvo1qmxI1IUP9eulDIYOwbEvn1G6QNt7+vTp9957r7q6mieq7O8lJSWjo6NU+/fcc4+SkVAojh49Skd2OnDv2rUraPn92xKPx3PnnXfyBR7KMDZs2PDkk0/S546ODvr88ccfq5c/aGSoDNSMBd3GUF/xPy5RqZYtW/ab3/yG/uzt7aXPNCXwwEVVH6pnwtatW2+66aZf//rXf/nLX0IV47yGg6RK8EMtM9KvBB63g1ZrqMX6W7169fHjx2mT6bBcVVVVWVmpfXOCrpQO7BTJtyZt3rw5iro+dOjQdddd98c//pF+0uXl5X//938fUZTCbpH6b0n50z/CYZcZqsxBd09hXVpa5+7u7pUrV9JPmv+LdtKGhoZQAbSBOEuwlixZ8vLLL/NnOtVYunQpf6YqfP3115XZ6E9ltpdeesl/NuGD4MSJE3RSruwzv/zlL6+++mruEuH/Fb4yzMk7fVB+vqFoXF0owmxTp07lQz+hD4mJierTI11OdPNTqzYwMECHJ2X3UyfEZMeOHTfffPPbk+jsPCkpSZiZ0Nn2yMiI+vSogxOUxSNPH+ggyEErKyurqKhQ2ZaoCx/010uHyOXLl7/yyiuxL59lZ2crFw8UKvs75Ub8+c9//jNfgiILFy588MEH33jjDZXyJ3wenanTIYL/6+zZsxT2mpoa+lfp1RfpL4d+uv6ZTeAVhcCvCP/76KOPfuUrXzk/ebPvn//5nwNn4LX4fL6gBTh37hw1dZdddllycjIFcO/evUGvEIQ9SKoEP9S2R/qVwON20GoNtdhQKAKZmZnaNyfUSoeHh/kzfTHoJqjX9YoVK/7whz/wZ/o5UUsRtiQRbZHGBMs/wmGXGarMQXdPYV0aW+errrqKr1m8+uqrVACKedDi2UOcJVh0yFAOK/SB/uTPVIVC59xQswkf/NH54qJFi1544QVlyqpVq/r6+gK/Qnn6XXfdpfTBoj+Vefx3MP/yaFld0K8HzhbdpQLty4lufnbmzBmNF4eEzfzTn/5EeRW1dnRqfu+992ZkZAjz0+Hg4MGD69evV58u8QqW9SNP0/0v+7lcLpXNkXsFq6Oj48tf/nIsyxd+7f67tkJlfw9awt/97nclJSUXXXTRsmXLlPt6oWbm8uzbt0/pwEfotJtmUO5RqpQ/FPrpBp4yKSudNm2acIeLtotyOP/ZaIb58+f/9Kc/pX+V+0fCclSuYCnokEiZ0y233BK0l2fYg6TG4PuL9CuBx23hf9UX64/O7qge6QDCPyolD450c/znV2pK6CKiUK9rytX8U3mlljWWJOwWaUyw/CMcdplayhxqXRpb587OzksvvfSTTz7Zvn07nQ4FboKdxFmCpTH39z85ow+Bs/ENaX/UYCxYsODFF18UliPg6fQrjLEPVtDVBQo6WxSdXSJaThTzK9xuNx361TeKqRym/+mf/omSrcDpFOqg/dX8p8vqgxUXkS8oKPDvuKaeYMntg5Wbm/vrX/9ayvIZpUQRXcFSKSEdzbu6upQcXdjZhZlpR1YuWpw8eZJOqZ955pmLL75YuSYa6S+HEpqamhphorLSlStX/va3v/X/r/7+/qysLGG2+++/PykpSbl7Etim0g5y3333qZeE0UngBRdcEDg97EEyVPADD56KKK5gaflTyxUsmvjYY4/ReRq13PRvYMQi/S1puYKlXteURoyOjgZ+S2Ngw25R0CKp/9rDLjNUmYPunsK6NEaYds9Vq1Z973vfo5+90vPPruIswaLTTeUuL2XitbW1PD1wJ9m8eTN3L6APgTe5v/CFL/jf3Th06NCiRYuU3Sko/1XQMZdWzVew7r777rDHXKF4WlanMtsjjzwS9LGmUNMjXU6k85eVldHuRLsKhZRq54477lDfrqAxufnmm6lOKZ5PPPHEwoULlcvUO3bsoMV+/PHHb7zxRlVVlXIuHmp6pMEJKl4if+TIEeW+KtWCf4+oQFFHJvA4fuzYsbVr18paPrv33nsLCwtfe+01/04e2vd3/kBBoEM8/RQpwaI8lScKO7v/d9999939+/fn5+efn+zMR8f9X/3qV/T55z//+eWXX853f1TKH7SFe/3112nVypNltDm/+MUvlDnp5IHW8p//+Z/nJvX29ubk5Pz4xz9WWeD5YG3qq6++ShnkAw88QJH56KOPXnjhBeUpwmuuuebJJ5+khJv2Dirz7t27t27dGnSZ6gfJUMEX4ulPY32FCmCoP0Mt1h9F42c/+xmFgn5CFIrAiEX6W6L5lT5YW7ZsiaKum5qaaI30X/SD/O///u+vf/3r6iURAht2i4IWSeXXrmWZococdPcU1qW99uk0kia2trb6T1Q55Y5fcbZJPp+P2m9+ToE+KBckA3cSfkBm9uzZ3/rWt/wfZ+AP1JKlp6f7/7wE4+Pjwqr9V0FHt+Li4gsn0U54+vTpUAUOegFMy+pUZqMzAEr/eRSuO++803/AoaDTI11OpPM/9dRTq1evnjFjBp2y0D4WqmuIekwoV6BDVUpKyqZNm06cOKHMzAufPn06ZV3UVNBZl/r0SIOjpYSWjfz5yVtaLpeLfueUcap3co8iMkFr6vzklbPOzs7Yl++PsgE6V8nMzKRtobyBJ2rf3/kDZed0Cp6cnEzp0fHjx3miys4+Z86cr3zlK7z/7ty5kzs8MSoDJ6zq8Qm6LWfOnPnmN79Jv+ekpKSLLrroq1/96vPPP69E41/+5V/y8vL46EEfHnvssbALTAjWplLbRkumUtFecNVVVynjYP3Hf/wHTacwUhwWL1787W9/W9k7hGWqHyRDBV+Ipz+N9RVqe0P9GWqx/ijpp6qfNm0anaI8+OCDgRGL9LdEM/zt3/4tBYdC9IMf/ICWHHQTVOr6008/pZKsWLGCjo2UVSu7jMbAht2ioFEN/LVHFKVQZQ66ewrr0l779FtdtmzZxMRE0MjbiQ03CQAA1NmyPdPJ73//e0pVzS6FXj755BPhoSK9ffnLX/7pT39q5BrNgn0MAMBxkGCFVV1d7fF4Xn/99euuu+7v/u7vzC6OXgYGBpSnBfX26aefPvroo6tWrVJGarA37GOgi8C7XRY8oMdFISNly40C6fCrCKupqSkzM3Pu3Lm33XabjUcTSEtLe/jhh41ZF/3qsrKyKKUzZnWmwz4GAAAAIBkSLAAAAADJkGABAAAASIYECwAAAEAyJFgAAAAAkiHBAgAAAJDMKQlW0GfXAQAAQBazm3prsXM4UPEAAADGQDsrcEo4UPEAAAD6QTsrcEo4UPEAAAD6QTsrcEo4UPEAAAD6QTsrcEo4UPEAAAD6QTsrcEo4UPEAAAD6QTsrcEo4UPEWND4+bnYRAABADrSzAqeEAxVvKT6f77LLLktLS+vu7ja7LAAAIAHaWYFTwoGKt5TBwUEenGz9+vVmlwUAACRAOytwSjhQ8ZaiJFhXXnml2WUBAAAJ0M4KnBIOVLyllJSUKCPsu91us4sDAACxQjsrcEo4UPHW0dvbS9WRnp5eWFhIH1pbW80uEQAAxArtrMAp4UDFWwfnVXV1dW1tbfShqKjI7BIBAECs0M4KnBIOVLxF9PT08OWrsbExr9ebNAnjNQAAxDu0swKnhAMVbxG5ublUF01NTfxnUVER/dne3m5uqQAAIEZoZwVOCQcq3go6OzupIjIyMnw+H0+hTIumlJWVmVswAACIEdpZgVPCgYo33cTExIoVK6giWlpalIlut5umpKWlKSkXAADEI7SzAguFQ3lu33/ia6+9tm3btvRJ9IH+jHrhMsoI0eMu7dnZ2ZRp+U/nm4ZdXV1mFQwAAGKHdlZguXAINbRmzZp9+/aNTbrrrrvoTymLBYNRUkWpFdUCpVnCf9XX19P0yspKUwoGAABSoJ0VWC4cQg2lpKR88MEH/PncuXP0p5TFgsG4r1Vubq5w+YoMDQ3Rf7lcLlMKBgAAUqCdFVguHEINlZaWHjhw4P333x8bG6utraU/pSwWjOTz+TIyMqgKOjs7g87AF7f6+voMLhgAAMiCdlZguXAINfTmm29ecskl3DeLPrz11lvq31Whc8EhpIaGBop/Xl5eqBn27t1LM1RXVxtZKgAAkAjtrMBy4RBqqKio6K677lL6YEU96jcq3ixUcenp6RT/3t7eUPP09fVx/3cDywUAADKhnRVYLhxCDc2cORN9sOJaXV0dBb+wsFB9Nr6HODg4aEypAABALrSzAsuFI/ApwtraWr6Cdffdd69bty7UnBEtFozh8XjS0tIo+P39/epzVlZW0mz19fXGFAwAAORCOyuwUDiCdpl69dVXi4uLL5y0devW06dP+88f0cIlFxc0qK6upsiXlJSEnbO7u5sfMzSgVAAAIB3aWYFTwoGKN57b7U5OTtZ448/n8/G1rtHRUf2LBgAAkqGdFTglHKh4g3m93rKyMgp7RUWFxq+Ul5f7vwcaAADiCNpZgVPCgYo30uDg4IwZMyjmiYmJIyMjGr/V3t6upTs8AABYENpZgVPCgYo3EqdK5JprrtH+rfHx8eTk5KSkJK/Xq1vRAABAF2hnBU4JByreSGfPnqU8iWL+0ksvRfTFoqIi+lZra6tOBQMAAJ2gnRU4JRyoeCM1NjZSwIuLiyP9IqVWGp86BAAAS0E7K3BKOFDxRuJ3C3Z1dUX6RY/HQ19MTk4eHx/Xo2AAAKATtLMCp4QDFW8YHtEqMzNzYmIiiq8XFBSovBYaAACsCe2swCnhQMUbpqSkhKLd0NAQ3df5zdDl5eVySwUAALpCOytwSjhQ8cZwu91JSUnJyckejye6JYyMjFBlpaenR3cBDAAATIF2VuCUcKDijVFTU0OhLisri2UhOTk5tJCenh5ZpQIAAL2hnRU4JRyoeANMTExkZGRQqPv6+mJZTm1tLS2kqqpKVsEAAEBvaGcFTgkHKt4AHR0dFOecnJwYlzMwMMDd5KWUCgAADIB2VuCUcKDiDcAPALa0tMS+KMquaFH9/f2xLwoAAAyAdlbglHCg4vU2NDREQU5LS5MyhFV1dTUtrba2NvZFAQCAAdDOCpwSDlS83qqqqiR2nOrp6aGlrVixQsrSAABAb2hnBU4JBypeV+Pj42lpaRTkoaEhKQucmJhISUmhBe7evbu3t3d4eDjoG6DxWmgAAItAOyuwczgSPs/s4thZc3MzRbiwsFDiMqdOnZoQICsrKy8vr7i4uKKiYu3atTRlzZo1KhkYAAAYA+2swCnhQMXrikeuOnr0qMRl7t69e8aMGX/9139NeVt2dnZ6enpgvqWegW3fvj0tLW3jxo0SSwUAAEGhnRU4JRyoeP309fVReDMyMvQee52WPzo62t/f39XV1dbWtnPnzkWLFq1duzZsBvbSSy/pWjAAAEA7K3BKOFDx+ikrK7PIE39CBlZZWTlt2jQqW2lpKV68AwCgK7SzAqeEAxWvE4/HkzTJ7XabXZYgBgcHufd9dXW12WUBALAztLMCp4QDFa+ThoYGvkRkdkFC6uvr4xzLCtfYAADsCu2swCnhQMXrYWJigodc7+7uNrssao4ePZqUlETlbGpqMrssAAD2hHZW4JRwoOL10NnZGS/Dgba3t3OH946ODrPLAgBgQ2hnBU4JBypeD8XFxXF0WYjKSaVNSkqivNDssgAA2A3aWYFTwoGKl25kZISimpycPDY2ZnZZtKqpqUmYfGFiX1+f2WUBALAVtLMCp4QDFS/d3r17KaqVlZVmFyQy/M5EyrFkvdUHAADOo50N4JRwoOLl8vl8PLDnwMCA2WWJzMTERGlpKY+MOjw8bHZxAABsAu2swCnhQMXL1dbWRiHNz883uyDRoByrqKiIyp+dne3xeMwuDgCAHaCdFTglHKh4ufLy8iiklGaZXZAojY+PFxQU8COQcdSHDADAstDOCpwSDlS8RMePH6d4XnDBBT6fz+yyRM/r9WZnZ9OGzJ49+8033zS7OAAA8Q3trMAp4UDFyzI+Pn7xxRfzmFLx3ofp4MGDvCHl5eVmlwUAIL6hnRU4JRyoeFn41c5kxowZXq/X7OLEZGRkhEeiX7lypdllAQCIb2hnBRYKR8L/EaafPHly8+bNqampCxYsOHLkSNQLj7mAcL62tpbHOHj66aft0T18YmLC5XLRRg0ODppdFgCH8vl8d99992233Rbv52wOh3ZWYLlwCDV06tSphQsXtre3v/fee2fOnNm+fbuUxUIU+G0zSUlJFn/zYKR4ZKy9e/eaXRAAh+Knkgkd7UdHR80uDkQJ7azAcuEQaogyqubmZumLhUj19fXx+5JbWlrMLotktGm0XZmZmWYXBMCJxsfHr7jiCuUORkZGRm9vr9mFgmignRVYLhxCDc2bN2///v3z58+fM2fOzp07o36iHhUfi5GRETrqUQyrqqrMLosusrKyaOtwWAcwmDLw79y5c+lUh19vSudyra2tZhcNIoZ2VmC5cAg1lJiYWF5e/vaksrKyiooK9e+q0LngtkXnlytWrKAA0rGPjoZmF0cX3Lcs7l77AxDv6PDu/1oFOsLwC0PJnj177HrAsSu0swLLhUOooVmzZr3zzjv8mXIsl8slZbGgkTLoeU5ODmVaZhdHL3Rwp22kX1dcj+wFEF+qq6uDvny9vb09OTmZ/quwsBDd3uMI2lmB5cIh1FBBQQHlVfz57NmzSLAMRieRfH5p+56nubm5tKWdnZ1mFwTAERoaGvhuYNBb8wMDA9wtISsrC+9ljxdoZwWWC4dQQ0eOHLn55puVW4S33nprqDkjWixo0dTURHGjU8n+/n6zy6K7xsZG2tjS0lKzCwJgf83NzZxdHT16NNQ8Ho8nPz+fL3HhzCcuoJ0VWCgcobpMHThwwOVyzZ49e8eOHf6d3OMuwTp58uSWLVsee+wxswuiSVdXFz822NHRYXZZjOB2uzmbtPGdUIAoHDt27Jprrvn3f/93WQukpErjI8k+n6+iooJbhLq6OlkFAJ1YoZ21FKeEw/SKn5iYmDt3LhVj6tSp1n+7MB1S6azRaQc17m0Wv2+wBtBDamoq7RezZs2S0uW8p6eHs6vGxkaNX6E5+St0CKWvx14G0Inp7azVOCUcpld8fX09n4dNmTLl9OnT5hZG3R133MFFddob+lpbW2mrKc0yuyAAFnLBBRfwASH2G+h9fX185lZdXR3RF1taWpSbG4WFhbSr4kqzBZnezlqNU8JhbsXzKJ3ksssus37iwn1L4+JKm1y0vcnJyVRNbrdb4mJ9Pl9vby+eT4R45PF46GiQkpISXWLkb3h4mF9LpT7aTlATExMrV66kfXP69OmcZtGuWlZW1tXVhaEcrAMJlsAp4TCx4qnZ5jcK19TUjI6O8uPHln3z3cjISGJi4pQpUx566CGzy2KCkpISqp2mpiaJy7zuuutomfSvxGUCGINfYrNt2zblXQ719fVRLOf3v/89n7mVlpZGnRKNT6Ii8d18RkkbpX0DAwN0pO3u7ka+ZSIkWAKnhMPEiuc2u6CggPd8HkavsLDQrPKo43EZojjFtIfOzk7a/Ly8PFkLpPZg5syZtMz09HRZywQwDPcx51MOpXN6pK8va29vp3M2+uKaNWtkXcp1u90NDQ05OTlKpsUXt/AgsImQYAmcEg6zKp6fRqbGVRlHik6z6E+a2NXVZUqRVHg8Hr5HNjIyYnZZzEFHf74VIisCZWVlfPRPTEzksarB+rxe74033njdddc57S55IH6LlHLFnftCqQ+vIGhtbZ0xYwbvBcePH5deQipbdXU1Xx7ju5mWvT9ge0iwBE4JhykVT/s53xAUBnHh8aXo3MtqV7N5YGWHnwJWVlZSEGpra2NfFL+BhzI2vopZXFwc+zLBAIcOHeLWeu3atWaXxUz8hgPKXfwnqg8QKny9sLCQIzl//vw77rhDv6LSsZSOq5xmUdnk3uUHjZBgCZwSDuMrXnmF3549e4T/omNBdnY2/ZelXmjKXbyt3D/MGD09PRQEqqAYl9Pe3s7H+u7ubq/Xy5ct6bOUQoKu/Lv4aB9NwH74elVZWZkwXXnFTaghiOkQV19fz8cTl8tl2Fh6Pp+Py8bnM3jNjsGQYAmcEg7jK577LuTm5gbtc0BHHD41tM7DZXV1dVSkkpISswtiPn4oIZbx65UewcpQinzZkvI2q122BAH3krzwwgt//OMfa7xUY1elpaWhzgP53rfykmZ/tOMoXaPoMGj8bdauri5+XJGKh3GzjIQES+CUcBhc8Zw/0Rmeylu0+C0QFhnJU+kZJrx11Zn4JDjqJ9JHRkb4VkVVVZUykfIqvqLp5Csi1sdjoSlJFd/kpdqUO3JHvOBjQtD3kNLvedu2bfS/dDbi8Xh44vj4OP3m+dSCziVMTEypvpTLkJQx46zGGEiwBE4Jh5EVT+0rd5RWvwNIRx9OwpTDk4n4TXyWfbbRYIODg3xrI4rjsnJruLi4WPh6d3c3P/FghRqHQMog48po/lSD3E7T6ZDTGmneC7KyskLNQD/1goICmod+8F6vt6uriy/9UgwppzH92jzVV0NDA1doXl6e7V9XbwVIsAROCYdhFU97Ne3MQTsuBOK+z4GdtAxGh0K+4uLYWyGBOEmK9P6C0h7n5OQEHWmaT/orKyslFROkGR4e5vMi4fkGSh34STrT91ODcWd29d/q2NgY7ync3YozUUt14uzv7+fqo8r9t3/7t87OTnTM0g8SLIFTwmFYxfPdJdqltbzJYWRkhEd4N/cBfu4elJuba2IZrIZfbRTpmPs8ihhlq6FOl5UaHxgYkFBKkMTj8XAzHPS8iCqLEwhHvaeyuLg4QcO73il0PNIb+dGPfmTB63yUBSqjpZBLL73U7BLZFhIsgfxw+Hw+OgVcunQpHZLo3wMHDnz00UfS1xIpYyqe7wFF1Hxyk2xi13I6IHLTIowl4XCUCfFZr/Y7HZyn0s9evXc896EuKCiQUUyQgM6FuEMkVUqo6uYBzalyLXV5Rj/KgHBabmd/5zvfoTkvv/xyAwoWtdbW1sTERL5Hb8Es0B6QYAnkh+OOO+7YuHHj0NAQ7aL077XXXvvd735X+loiZUDF9/T0pKSkRNqLmY5f3JPUrNtz3HLg8lUg7l/S3t6uZeauri7u7RH2jJ/Op/mGrGHProM6flYuOztbPZngAdLobMQJ95i4h2hOTo7G+eOih9ODDz5IG0XNk9kFsS0kWAL54Zg3b57/Ezf0maZIX0uk9K54Or7waMWpqamRfpfHR5D4ehbtlBG5HHXvQyMehV/LxUU6keDTfY3PhPKjapmZmaZ3BAa+oEgnOWFv0yvdKwMfX7AfPijF8mpnC+IXV+OlVfpBgiVAgiUBHZqVFzWsW7cu0q8rfcyNv6TBr97D4ExBeb1e7i+lcsWC4vav//qvs2fPjrTDFjfVFhmkw7GEQRnCoqMZ76pSBvq3Mr58a8HXecWIu+Q75D6v8ZBgCXS5RVhUVPTyyy9T3kD/0mezbhEmfJ5Oa+nr6+OrFxs2bKAMKbprEnyfjhIdgy9p5Obmhh1Owsm4n68yWKhidHSUJpaWlvLtXUJnERHVHf1suE9PXNxbsaXAQRki+pb9kg/F+Pg4n1poeVInvnCfV7xIRydIsAS6dHLft2/fkiVLqPGgf/fv32/jTu5Hjx7l7Ira2lguAtF3eexjI/d8vnxlqdHkrYZfd8MvpKPGhiJGB2i+qargnrMVFRWRLry8vDzUY2ugt1CDMmjBg8alpqYeO3ZMj7KZjh/Wyc/PN7sg8vEQ0HhfhU6QYAmcEg49Kr61tZXPZaurq2O/xcYHtZSUFO2vqY8Rv4cVJ3Mqzp49O3XqVIrS6tWrua5Zeno6pdQtLS2jo6MjIyOUh0Vxru92u/nhf4yebzDa1zjyUWe3PJ6ZXa/+8lgztrwNim5YukKCJXBKOKRXPI/CR+rr62Utc9myZbxMA54o5KeEXC4XLl+p4Bc/M0qwCgoK6urq+vv7ZXVZ49G2cnNzVRZITcLhw4dXrVpFKR0qK3aUEk2fPp3r9OTJk9Et5Pjx47yEoqIiucWzAu45YNdhh9ENSz9IsATywzE0NLRu3Tpl6Dld+z9pJ7cMfIZHLW5g75xY/PCHP+RwLVmyRO+3qfCA4+hkrY7ynq997WvLly9/5JFH9OiPQgkTD0KmXAihKXTob2tro98Y1RG/s1bR3d0tvQzOMTw8zFdteee98sorY0mUv/Wtb9FyKPGVWEIr8Hq93DvQrtk8umHpxwptvaXID0d+fv4999zz5z//WfqSYyGr4umIzKPm0AFI+r08WvgTTzzBLW5mZqZ+w7vzW8bS09ONf9E9CLhTSGpq6qZNm3JycvxvRCq3I7/4xS/yT85+nY6NQXtWfX093xaknDXqh1GEZXL6OzIyIqWQFsE/yOLiYrMLohd0w9IPEiyB/HDQUezDDz+UvtgYSal4at74wk9aWpp+/WYo6eFnpDMyMtTHBI8avwOxpqZGj4VDpJQxPhilWZTENzQ0dHV18Ygn1JbzPHjBThRoJ+InSBImn0WQeFLBQ4/arK8SX+Chn5/ZBdELumHpBwmWQH44LrnkEgs+eR57xT///PP8+Bg1dUNDQ1JKFQplctyLljK5SHtCHDx48LLLLrv99tvrQuC3gkybNk3vu5CgEd9sorr+zW9+E+rKCt+VttnAj3qj/aiqqoovCtLOK71TEXfRoyXLXay5+Cin06mdRaAblk6QYAnkh+Phhx8uKSmxWuMde8Vzx1g67zHmjsDExAS/oJSaB433IunUnPKqBG0uuugivTcBNKK67uzs9B+eNxDf1XW5XBgSVqOurq7MzEzeg2pqavToUaTcJbRNU03nxk64uoNuWDpBgiWQE46wzbmUtcRYwli+zq/+TZgc70pWkbRQetM3NzerzEYHejpYKB2ip0yZQjluqCtYmzdvnjdv3uHDhw3bCpCC73NZfHxL2lNM7yh24sSJVatW8b6Qn5+va/ZjsxENeMRj2/dPQjcsnVihrbcUp4QjxornM541a9YY3ys87HgQdLBQhr4sLCzs7+9H13Vb4l+ClQcm5XZr1qxZ5v4C+UyDTjMeeOABvS/48Yj8mZmZuq7FMHzVXO7D0RaEblg6QYIlkB8OOq5JX2bsYql42huTk5OTkpLMelyIjnfKiKb+03t7e/mVdmTFihWdnZ2mFA+M4Xa7E6z9LCF3bSFbt241a/RUfj8BWb58uTFr5BuR9hgtlp+l0O/5ZetANyw9IMESyA/HxRdf/D//8z/SFxujWCqe7wIYfHNQcPToUc6xqOk6efLk0NCQMpY0HRNbW1vRNccJ+CFWa44e3t/fT2WbOol/mTk5OXRuYGQ6qIwrVllZqfKKbrls8/wB5VV8PDG7IEZANyw9IMESyA/HAw88cOONN77++uufffaZ9IVHLeqKHxsb4+FzTD/XoVPklJQUbrr4/Xfp6el1dXV2HQ8QAnEXmcLCQrMLEgSPLUI/SLfbXVtbq4w9Qb/SqqoqYy6K1NTU0Brz8vKMPN/g5w9scJeQso2EqN6qGY/QDUsPSLAE8sNhs07u1GBYZz988MEHOZ5Tp06lRstqj2qC3sbHxzndV3/k0HjKi8OV3leU4lAbxlkXKyoqOnr0aNjUZ2RkpLu7O4oMiXK4pEnGDzHAnSB7enoMXq9cPDweJfFmF8QI6IalByu09ZbilHBEV/HUWtAeaKkOFvfee+/Xvva1l156yeyCgDnKy8tVnngwBSVDnGEE7Rw9NDS0Z8+etLQ0TrPmzJmzZcuWAwcOBH3Ede/evXwrPIqBLvk1OLQuGdsUmdraWr4vafyqw3r22WfvvPPOsI8dUCVyHVlwFEOdoBuWdEiwBE4JR3QV39jYaNk7MuBM3d3d/EyD2QX5/5qbmxMmx9tUuexEDTzNxv3BtViyZElEF7Ha29sTJscJM+UBRsuOUjYwMMDxXLRokXrmxF3oLPW70hu6YUmHBEtgoXCo3E/0er0LFy6MpfKi+K7P5+N+JHZ9qzzEI6u9NocSGi6PlodYaVfifby8vDzUOG30X7NmzUqI5LESpQyUZsW2NdHLzc214F3CX/3qV8pxlUKkcijjQUBMuf5nFnTDkg4JlsBy4QhaQ7fffvt9991ncILFXT7puBn1SgH0YKnH1vjumParvAOTws7Dt6s0biNfiigoKNBYBj3U19dz4mhiGQJx37hFixZt2bIlYXLI4lCPoPINVukvsLcydMOSDgmWwHLhCKyhV155ZenSpT6fL8YE67bbbtN++2BiYoKf98bgUmA11rkhxUPEJejw6rq+vj7ujBW2txllY9y33dzRm/hlD5QXWuqpXh44tKGhgX4q/IglX6YSfjlUZq5Hp41RjG5YciHBElguHIE19KUvfenxxx8P+l8RLZasXLlS46g8/Dw8Ll+BNVnktTkVFRUJug0ur4z9pvKeKEoUeKxdyh70KENE+C6hdU7JAp85bW9v5ymFhYX+44TxrVsHHu7QDUsuJFgCy4VDqKFf/vKXV199NQ+pFbby1LvN8viHBQUFYXMs5akohzyxDHHHCq/NofN+vnSk3xsOWlpaElTfd84zZGVlWWF0e+5UYJ27hNzxX7hzOjAwwP3VKGhDQ0M8kS9uWSFJNRi6YcmFBEtguXAINbRq1SpliIQYr2CdPHmSjyxhcyzuuKD+VBSAiazw2pzi4mIDuoJxKkk5VmAHbY/Hw6OoWOSikRUqxV+ocf8pbvn5+XxDk0PHf3Z3d5tRTDOhG5ZcSLAElguHUEOBF6JiWezw8LCWHIsv9VvzhSQAzNzX5vT09HDLZECvHe7UT9mA0NOLhwTbtm2b3gXQjgdWNfFhRoXX6+Xri0FfGeTz+fj2LuGxx6yTFxoM3bAkQoIlsFw4VGooMPeKYrFhcyxlTGpLdVYFEJj72hw+CYliONDocGdt2iuVnuzcbYjSAksNjMl3Ca1wy0lLSRobG7mXG1m1apVhZbMUdMOSCAmWwELhCHulSkqCdT5cjsWPK2N/A4sz8bU5nNtlZWUZdhIyMTHBbzfPzMz0eDz0J194sNSI9uf/77qRFa4GabyW9pOf/ISPt3/1V39lTMGsBt2wJEKCJXBKOISKD5Vj8Wmxy+XC5SuwPlNem0O7Bg/IbvAjILSfctJAqdXevXv5gwV7SZp765ZFNGbETTfdtGDBAqsNkWoYdMOSCAmWwCnhCKz4oDkWHxzr6uoMLyBAxEx5bQ73Ojflkf6xsTG+cMWsmRNQapUw+WZrE8tgzVFPLQvdsGRBgiVwSjiCVryQY/H4jcb02wWInfGvzfF6vfzgnlnvj/J4PNxtKCsry5QChKXeu1ygU6POGYMDnwqMDrphyYIES+CUcISqeCXHuvLKK6+++uoERw4GA/HL4Nfm8OqKi4uNWV1QX/jCF0wvg7qSkhItdwm3bt1Ks23YsEHu2q0z0H+8QDcsWZBgCZwSDpWKpxyLD9lk2rRpdIpsZMEAYmFAa0p7xNDQUG9v7759+6ZOnZqYmKgMUGkK2uSmpiYr76dBR/j0R5tQVlY2ZcoUPuzQOV55eXlbW5uUjeIOalVVVbEvyiEi6oaFtFUFEiyBU8KhXvFPP/00H+nWr19vWJEApJDy2hxqYxobG+n3v2vXroqKiqKiotzcXO7MLqAEC4+AqFN5wJOqiZ9T5khShJWzO0a1SRlSd3c3B5lO/yKNNteaMj4zaKGxGxZVx4IFC+bOnWv8o7txAQmWwCnhCFvxDz/8cGlp6dmzZ40pD4AsUbw2h9psakva2tqqq6spl3K5XIGJlIL+l5ofSgtWrVpFf15xxRX6bYtt8F1CpVsPBZyizakwXyyhLEq5XkXNNs1ZXFyclpamhJ1SNH5h19KlS7VfNeHnoC3bQc2yNHbDuvXWW7l2vv71rxtTsPiCBEvglHCg4sGutLyhhVrolpaWG2644cYbb6RmXhleUkFN/oUXXkgfVq9eTalAd3f3wMBA4BieIyMjuEWiBY9XXFBQMDY2Rhkwd/RMmBzHi1rxUI/RUB5GGVJNTQ2/wZpNnTpVS395VllZSV+pra2VtymOELYbFlUBnYErlbJ8+XIjixcv0M4KnBIOVDzYWKixlyhDoryKGoZZs2YJGRWlWTSd2v6uri6+30Gte39/P/InKSiYfJcwJSWFA56bm9ve3q49vNSiHzp0iF9Rr/F+H62UL0aa20kuHql3wzp69CgHlmag0w9Ol4UXN8F5tLMBnBIOVDzYGA+tvnbt2vOTHYA6Ozv37NnDN5j8L4TQv1u3bh0YGEAnKgMofdiLi4ujHrKrrq4uYXKoMy1VxpfNTBmizAaCdsPyv3C1bds2PhXBYwShoJ0VOCUcqHiwsZdfflm5LuV/+49OuKl5aGlpGZ3U1dWFC1SG4QabMt1YFqK8FEjL8DH8xsbGxsZY1uhYgd2whAtXynQMhBEK2lmBU8KBigcbo8xJSaoowSooKKirq8P9PnNR8EdGRmJfDtUjj1yq/oybie+mtAf/blhBL1z545edd3Z2mlFS60I7K3BKOFDxYGPUltfW1m7atOnxxx83/TXDIB2P70qNukrGzINvFRYWGlkwO+FuWBdeeGGoC1f+Ghsb1TvFOxPaWYFTwoGKB4A4RUlzVlaW+u0/K7xkOt75D/wW9MKVgl/ZlJycrP0BTydAOytwSjhQ8QAQv3p6ehImB+MYHh4O/F9+ASLa+xitXLmSs6v7778/7MzFxcU0Z0tLiwEFixdoZwVOCQcqHgDiWkVFRaibgE1NTbhjFbv/+q//WrFixXe+8x0tM/M92fz8fL1LFUfQzgqcEg5UPADEtbGxMR6Bqbm5WfivgoICmt7R0WFKwZzJ5/PxyPtSHmWwB7SzAjuHQxhZ0eziAADE5OjRo9z52r97EDXwNJEaewxvZjCMmy9AOytwSjhQ8QBgAzx8wLZt25Qp9fX1NKW8vNzEUjkT3vwoQDsrcEo4UPEAYANutzs9Pd3/hiCPRBr1YPEQC37wkDItswtiCWhnBU4JByoeAOyB34zkcrm8Xi9GFTdXbW0txb+ystLsglgC2lmBU8KBigcA2ygsLOTbgvxevOrqarNL5FDoAOcP7azAKeFAxQOAbYyOjvIjbPxvX1+f2SVyrvz8fDzCydDOCpwSDlQ8ANgJv62FzJ8/3+yyOFpzczPVQnFxsdkFMR/aWYFTwoGKBwA7mZiYWLx4MedYAwMDZhfHubxeb3JyclJSksfjMbssJkM7K3BKOFDxAGAzDz30ECdYQd+fA4YpKSmhWmhqajK7ICZDOytwSjhQ8QBgPz09PYODg2aXwuk6OzupicnNzTW7ICZDOytwSjhQ8QAAoAefz+dyuaiVcXiyi3ZW4JRwoOIBAEAnVVVV1Mrs3bvX7IKYCe2swCnhQMUDAIBO+vv7qZXJzMx08oivaGcFTgkHKh4AAPSTnZ1NDU13d7fZBTEN2lmBU8KBigcAAP3grdtoZwVOCQcqHgAA9ON2u6mhSU5OHh8fN7ss5kA7K3BKOFDxAACgK35HZFtbm/psY2NjxpTHYGhnBRYKR8L/8Z/43HPPbdy4kc4J5s+fv2vXrnfffTfqhcsoIwAAQHCtra3U1lx55ZWB/+XxeIaGhnp7e1esWJGYmHjo0CHji6c3tLMCy4VDqKFNmzY9++yz4+Pjb7/99u7du6+//nopiwUAAJDr9OnTfJmAmqqKioqioqLc3NzMzMyEACkpKRYfNGtiYsLtdkf0FbSzAsuFQ6WGPvjgg9TUVOmLBQAAiN3AwEBgLsVcLteKFSsKCwvz8vLS0tJoSlJSkmXfrkOpFeeFDz30kPZvoZ0VWC4cKjXU2dlJv07piwUAAJDi8OHDxcXFtbW1bW1t3d3dlHKNjo4K8/h8vurqak68aGav12tGST9XnsHBQSowlaqoqIhHpWeLFi3Svhy0swLLhSNUDZ04cWLx4sWnTp1S/64KfcoLAAAQsa6uLk5lMjIyenp6DF57Y2Pj9ddfX1pampOTk5SUJDSX6enpy5cv5+k0p8Zlop0VWC4cQWuot7eX8ugXXnhB7mIBAADM4na7i4qKOKepqakxbBT49vZ2IaOiNIuSrYaGBkr7lK5X/BJrSrOoCdayWLSzAsuFI7CGOjo6FixY8OKLL8pdLAAAgLkoqaK0hq8V5eXlBd5PlG54eFi5CVhVVTUwMODz+ULNXFtby9fYtHR4RzsrsFw4hBo6dOjQokWL6AcRds6IFgsAAGAR/f39WVlZ1E6lpaV1dHTot6K+vr709HRa0VVXXaXlphDlf3yNLT8/P+wFNrSzAguFI2iXqcCuVMoguUiwAADAHsbGxsrKyriZ27Bhg8a7chHp6uriBxhLS0tVrloJvF4vJ3979uxRnxPtrMAp4UDFAwCAxbW2tiYmJnKalZGRUV5e3tbW5vF4Yl9yR0cH34isrKyMtLPXwMBAcnJyQrhB6tHOCpwSDlQ8AABYX05ODnctFzqh7927t7u7W/uVJ39NTU28HFpIdKWi1Cph8k2LKuOjop0VOCUcqHgAALC+0dFRyodGRkaGh4fpQ3FxMd/XY5TirFu3rqCg4NFHH9W4wJqaGv5ujOOaVlZW0kKysrJCDdyFdlbglHCg4gEAIB75fL7e3l7Kk/Ly8vwva1Gm1draqvRLDjQxMbFnzx6+Htbe3h5jMWhpXADK+YLeZEQ7K3BKOFDxAAAQ77xe7ze+8Q1q0aZMmaJc0yorK+vq6hKSHvqztLSUn0zs7OyUsna3252RkUHLrK2tDfxftLMCp4QDFQ8AAPYwODhImVZbW5syTmnC5OsOq6urBwYGaIbx8fGCggLOrvr6+iSuuqenh/uHUUon/BfaWYFTwoGKBwAA+3G73Q0NDdw1ni1ZsmTmzJn0Yd68eUFHkYxRY2Mjp24jIyP+09HOCpwSDlQ8AADY2ODgYHV1Nd/CY4cPH9ZpXXzzkdb1hz/8QZmIdlbglHCg4gEAwPYmJiZaWlrmzZuXl5en0v89RrTkGTNmUMOamZmpTEQ7K3BKOFDxAAAAslx66aXUsE6fPl0ZmgvtrMAp4UDFAwAAyOL1epcvX05ta3NzM09BOytwSjhQ8QAAABJ1dnZS25qdnc0jRKCdFTglHKh4AAAAiSivouyKmlceZwvtrMAp4UDFAwAAyNXc3EzNa35+/nm0swGcEg5UPAAAgFw+n8/lclEL29fXh3ZW4JRwoOIBAACkq6uroxa2pKQE7azAKeFAxQMAAEjn8XiSk5N5aFOzy2Itdg5HwueZXRwAAAAb2rNnD9rZQE4JByoeAABAD7/73e+QYAVySjhQ8QAAAHrgZwnRzgqcEg5UPAAAgB76+vq4G5bZBbEWp4QDFQ8AAKATj8eDdlbglHCg4gEAAPSDdlbglHCg4gEAAPSDdlbglHCg4gEAAPSDdlbglHCg4gEAAPSDdlbglHCg4gEAAPSDdlbglHCg4gEAAPSDdlbglHAkAAAAgJ7MbuqtBeGIkjG/JAPWYpsNMWYt2BCrrcU2G2LMWrAhVluLbTbEsLXEEYQjSrb5vdpmQ4xZCzbEamuxzYYYsxZsiNXWYpsNMWwtcQThiJJtfq+22RBj1oINsdpabLMhxqwFG2K1tdhmQwxbSxxBOKJkm9+rbTbEmLVgQ6y2FttsiDFrwYZYbS222RDD1hJHEA5Lw+/ValAjVoMasSBUitWgRkyBoFsa9gqrQY1YDWrEglApVoMaMQWCbmnYK6wGNWI1qBELQqVYDWrEFAi6pWGvsBrUiNWgRiwIlWI1qBFTIOiWhr3CalAjVoMasSBUitWgRkyBoAMAAABIhgQLAAAAQDIkWAAAAACSIcECAAAAkAwJFgAAAIBkSLAAAAAAJEOCBQAAACAZEizjPPfccxs3bkxOTp4/f/6uXbveffddnv7ZZ599//vfT09Pnz17dk1NDf0Z+N1Q82j5LoQSqkbOTw4bw0J9FzWih1A1olJTCtSITkIF/9ixYxs2bJgxYwZNv+WWW86ePRv4XVSKHmKJKmrESEiwjLNp06Znn312fHz87bff3r179/XXX8/TW1parrjiij9Oog+HDx8O/G6oebR8F0IJVSMKlQQLNaKHUDUStqbOo0Z0Eyr411577TPPPDM2NvbBBx/cc889lIQFfheVoodYoooaMRISLHPQISk1NZU/r1mzho5f/Jk+rFu3TplNaeBDzaPyXYiIf40oAhMs1IhhgtZI4HTUiJFCVQqlXykpKcqfqBRdRRFV1IgpkGCZo7Ozs7CwkD/PmjXL6/Xy53feeSc9PV2ZTdkrQs2j8l2IiH+NKFQSLNSI3oLWSOB01IiRglbKhx9+eP/99/tfVkSl6CqKqKJGTIEEywQnTpxYvHjxqVOn+M+pU6d+/PHH/Jk+JCYmBn4l1DxavgthCTWiULlFiBrRVagaCTX9PGpEf0GDz10V586dOzIyEvgVVIoeYokqasRISLCM1tvbu2jRohdeeEGZouXUAacd+gmsEYVKgoUa0U+oGlGpqfOoEZ2pBP/cuXMHDx5cv3594H+hUvQQS1RRI0ZCgmWojo6OBQsWvPjii/4Ttdz8xo1znQStEYVKgoUa0UmoGlGvqfOoET2FDT7lWEH7ZqFS9BBLVFEjRkKCZZxDhw7RKeDw8LAw/ZFHHgn1+IbSwIeaR+W7EFaoGlGo9MFCjeghVI2o1BRqRG+hgr9jx45XXnnl448/fuONN6qqqoL2wUKl6CGKqKJGTIEEyzgJAcbHx89PDkDyve99L33SnXfe6T8AibJXhJpH5bsQVqgaCfwv/6/wB9SIHkLViHpN8QfUiE5CBf+pp55avXr19OnTFy5cuHv37j/96U/+X+EPqBQ9RBFV1IgpkGABAAAASIYECwAAAEAyJFgAAAAAkiHBAgAAAJAMCRYAAEDcCPX67Uhf5KzlHer6fZ2cPHly8+bNqampCxYsOHLkiJTgWAoSLAAAgLgR6vXbkb7IWcs71PX7+qlTpxYuXNje3v7ee++dOXNm+/btsuJjHUiwAAAA4pL/67djGUQ01Gu89fs6ZVTNzc3hti++IcECAACIS/6v347lNTih3q2u39fnzZu3f//++fPnz5kzZ+fOnWNjY+G2Nf4gwQIAAIg/wuu3o36Rs8o71PX7On0oLy9/e1JZWVlFRYW2jY4nSLAAAADiTODrt6O7ghW4HOENFjp9nabTn/yZciyXyxVVGCwNCRYAAEA8Cfr67Sj6YIV9jbd+Xy8oKKC8ij+fPXsWCRYAAACYKdTrtyN9kXPYt93r+vUjR47cfPPNyi3CW2+9NaIgxAUkWAAAAHEj1Ou3I32Rs8o71P3p9HVy4MABl8s1e/bsHTt2oJM7AAAAAISHBAsAAABAMiRYAAAAAJIhwQIAAACQDAkWAAAAgGRIsAAAAAAkQ4IFAAAAIBkSLAAAAADJkGABAAAASIYECwAAAEAyJFgAAAAAkiHBAgAAAJAMCRYAAACAZEiwAAAAACRDggUAAAAgGRIsAAAAAMmQYAEAAABIhgQLAAAAQDIkWAAAAACSIcECAAAAkAwJFgAAAIBkSLAAAAAAJEOCBQAAACAZEiwAAAAAyZBgAQAAAEiGBAsAAABAsv8HeNeiMWGe0CIAAAAASUVORK5CYII=)
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