Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Reka_Satomi_040323_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 19, 2021 |
Start Time | | 2021/11/19 16:00 |
End Time | | 2021/11/20 00:00 |
Key Words | | 2 |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -10.52 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.84 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 100.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Reka_Satomi_040323_3 |
Minimum Dst Value | | -5 |
SW Source | | WIND |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Cluster-2 for time period of this run.
![](data: 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tkR0d5VqbCQAAwF/Qk46p8ZOaiOqfwcFukylcXmmlp6+8eXNYa0sBACCAyc3NnT59+kR2rvqf//mfNWvWXL16VcYqetIxNX5SE9EAorg4yW2DFh4dAgCAdxB19eWXX07k7IpEWr3++uu/+93vZMrQk46p8ZOaiAYcro7wsfJKKz9/s9ZmAgBAgEESnyZzV8snXHrSMTV+UhPRgObEieeMxjBppWWorf1caxsBACAw0CrxQWAxUOMnNRENArq7a00m+UeHtxerNW54uF9rkwEAQHdAYGkLNX5SE9Gg4ebNYZttqUKZZbHMGRrq1dpkAADQERBY2kKNn9RENPjo7q4zmQxKZFZq6gKtjQUAAL0AgaUt1PhJTUSDmJs3h2trv7DZVpjNi83m2VIya2DgClN+aKi3uTm9rS2vr69FW8sBAGDi8T3xcYdgCAkJWbFiRVNTk4/HpScdU+MnNRGlivb20xIyK0K0s3xGxiqM+wAAoARVBBa73tfXl5SUNHPmTB+PS086psZPaiJKIYOD3Qq7anH6bMXl5T1fV3eks7MSkgsAEJRIJb7Bnp5zX31Ve/Cgo6vL0xomT55M/r7wwgvffvstu5Gsky1uj6vk22CCGj+piSi15ORs8FRm8Za0tIe1dgIAAFRDKvERdWUMDSUL0VjKa+jt7U1KSoqJiXGOjl84Ehsb+/PPP5P148ePMxvdHlfJt8EENX5SE1GaOXfukNizQg80ltUajQ5bAIDgQBWBxeWee+6pqqpivrLb7TNmzNi+fTv5S9aVHFfJt8GEfv3s7OxkJlHibiTy+S4XiYmJHtVGT0SBFJcumS2WGOViKyPjUa1NBgAA71H3EaHD4di1axe3sWrnzp2kwN69exUeV8m3wYR+/dy2bRuJJTcShw4dIqFtdxEbG0s+Kq+NnogChQwMdLS2Zruddvrq1WKtLQUAAG9Qt5M7A9MHi1BVVTVt2rSUlBTyl/dqIQQWg079rK2tnTFjxtDQEDcSRF1lZWUx62QlKipKeYX0RBR4h7zMSk6ei4FMAQCBhboCi2TknTt3zpo1yzn6A3XgoYceKigoIOtEY5GNDodDdC9/WBUo6NTPhISEY8eOOcdHIiQkZGRkhFknK+Sj8grpiSjwjsHB3vT0R8zmOJNJZjJEsoSlpi7t6KjQ2l4AAHCDuuNgTZ48maTmhoYGsn3Tpk1Hjhxhix04cIBsUXhcetKxHv3MycmJiIhg1rmR4EVl0qRJvB3vkMXfZoNgIjV1iYJ+WpHXr190jvYXLB/rTR959uwerW0HAIBRMJK7tujRz5kzZxYVFTHraMECGlJY+LJ3Iz6YzbN7e92PdwwAAP4DAktb9OinVOMTrw8Wb+ANt3WqbyighszMNd4Or2Xo6qrS2nwAAI1AYGmL3v0UvkVot9vxFiHQkOLi17wTWykpS8iSmprQ1VWjtRMAgOAHAktb9O4nLxKJiYkYBwvohLq6rzmjPER2dJRVVx8wmRSJLbLjtWu1WnsAAAhmILC0hRo/qYko0AOtrblKBpG/erVIa0sBAEELBJa2UOMnNREFusJuP2mxzHGrtGy2RVpbCgAINiCwtIUaP6mJKNAnLS1pJSXvXbmSLz92vM22RGtLAQBBAgSWtlDjJzURBfqnrk44KbX4oKY224pLl8w3bw5rbTIAIPBQd6DRkJCQFStW8GbF8eK49KRjavykJqIgUOjoKE1OXqDwDcS2tnyt7QUABBjqTpXT19eXlJQ0c+ZMH49LTzqmxk9qIgoCkVOntrnVWBZLrMPRobWlAICAQSrxDQ72nDv3VW3tQYejy9MamMmeY2NjmensGFpaWn7zm9/09vbKH1fJt8EENX5SE1EQuKSnr3BpqXB38yGG5uY+pbWxAAC9I5X4iLpi7iREYymvgeinpKQkZojvnJychx56iP3qhRde+OCDD9weV8m3wQQ1flITURBMFBa+oHgg0/D6+n9qba/HnDv3tc0Wn5W1rr29RGtbAAg2VBFYXO65556qqltTUxgMhqNHj5KVhoaGadOmORwOt8dV8m0wQY2f1EQUBBnXrzd5N3D82IimBqt1Xl3d11r7wae7++yZMx9zTdXaIgCCDXUfERIJtWvXLnaSupSUlAceeICsbNiwYd++fUqOq+TbYIIaP6mJKAhKKire90VmMYvZHNfRUaq1K86OjpLz5/8lNK+n57zWpgEQVKjbyZ2B6YPFMGvWrO3bt0+fPn1kZET5celJx9T4SU1EQdBjNLrpoeV2ycpazaxcuPDjBBvf1PSTlFUVFTsm2BgAght1BdbQ0NDOnTuJqGK3/PTTT6TA4cOHPTouPemYGj+piSigE5MpkiNWDG67yXMLnznz8YTZabHEyHbeXzcy4nBfCwBAAeqOgzV58uSEhISGhgb22+PHjzNPCT06Lj3pmBo/qYkoADy6u+vcNno5RztYdPX1tTCDmtrtBS0tWf4whug5eUsslkh/HBcACvF34lu5cuVPP/3k6XHpScfB7Cfv9QetzQFAS4hySklZ5O1TxbCSkndu3Gj3+ui1tV+azZGi6spk4m9EIxYAquDXxHf06FHuSA3Kj0tPOqbGT2oiCoAMVVX7xp4eumlJkl7CS0vf9vS4Viv/yWB29hN2+4nz5492dVXxNFZR0TZ2x3PnviooeD4/f9Pp03+6ccOu5rkAINjxX+KbPHnytGnTioqKvDguPemYGj+piSgAChka6vVBZgkf7cVJzZk4ONgj+lCSS3t7GffblJTFdvtJt3sJPTKbI1zGxKAZDABM9qwt1PhJTUQBUA5RJONbj3x9PzE1NZ5bf03NvszMtcJiycnzhMZYrXFu68/KWm02RxlHh5yIFk4cZLHM5ki0BX48cQAEAhBY2kKNn9REFAB/cPbsPrXauoyjIzLsFB7i6tUTntaTm/u0xRJFJFdLS6pz9FXKcd9KtagBQAkQWNpCjZ/URBQAv+J6sBjhi7oymcKlpE97e7HX1ba25vO2VFd/7oWD167VEjOGhvp9O08AaA8ElrZQ4yc1EQVg4unqqlaggcLGmp02ytfmeuFxAVP4woXjztHGLZH+WAqUnMFTRyoqdjD7WixRXp4LANTgxo32vr4WHyuBwNIWavykJqIAaEVZ2bsyvbjOnfuyqOj1goItdnuBF5WzNZvN4bW1B5XLLPnDZWaulNqxunq/t2eCCkpK3nK9kWq4ePEXrW0JNpqbk5kLvqzsPV/qUXeg0ZCQkBUrVjQ1Nfl4XHrSMTV+UhNRAHRFdfW+jIyVXozswOPmzeH29rKenjrm4+nTf+H1uGIX5kVC3pKSMr+5OYOt7cSJFxQ0gIU2Nv7LNUR+ZE7Ok7xvL1z45caNDqs1liRCq3Vud3e1jw4GFkND/ePPVVhvL6aSVI2cnCfY69aXetSdKqevry8pKWnmzJk+HpeedEyNn9REFACq6O+386SP1Trb99chvVoi+/oua30+Joiams8EuhYPVVXj5MmXmLNqsy31pR6pxNcz2PPVua8O1h7scnR5WgM72bPMUN4QWAzU+ElNRAGgjcbGf+XlbWAz/YkTLw0P93syG6NflvT01d3d57Q+N35hZMQh6rLWdgUPJSVvMqc0NXWxL/VIJT6irkKNoWQhGkt5Db29vUlJSTExMbwyX3/99bJly5QcV8m3wQQ1flITUQDopK7uH2lpD+fnP8u+ouh6wBfuVgkVFGzmVaWiOMvOXj/hZ8LvnDmzR9TZgYE2rU0LBsgFzI4AbDaH+1KVKgKLyz333FNVVcUtYLPZZs2a1dfXp+S4Sr4NJqjxk5qIAgB4jIw4Tp368/jnhmGXLllldklOvj1vY1nZdrM5Kjl5bnd3jXN08uxqblWlpdvlB8T38SmPHhga6m9pSWc6vSUnx6Wm3j459fWHuc66yhgaGo5mZq5iN5rNEVp7EEgUFf2Jcz49fhOWi7qPCB0Ox65du7gtWLW1tb/97W+bm5sVHlfJt8EENX5SE1EAgCp0dp45f/5YT0+9wvJlZTuEUy6Opcno8+eP+tVat5w48QfjrUeoWzza8fJli8CdsLGVSCfnBU+ZhWgyjPuqENe06Oo8eFW3kzsD2wfLbrc/8MADhYWFnh6XnnSsRz8zMjLi4uJIFKdMmbJx40YSRfarpKSku1wkJiZ6VCc9EQUA6AFRncG0gU08BQVbuGaYzR60i5hMkuPKnjr1J+doj+xXlDwt9X1UJxro7W3inbf29uLe3kbvalNXYA0NDe3cuXPWrFnMx6ioqKNHxX82QGAx6NHP+Ph4m802MjIyMDCwdetWIraY7YcOHYqJiWl3ERsbSz4qr5OeiAIAdIKozrh40aS8Boeji+gSH9t+Bgauilpy44ZdtLyrD7uiXmhdXWeZXXiNLhKHa/fFC0ooKHhOeOqs1ujz5//lhcxSdxysyZMnJyQkNDQ0CL/CW4Si6N1PIrMmTZrErBN1lZWVxayTFSKflddDT0QBAPpBtL+8kh3z8zfy9mpsPO6dDVlZ66RET0rKwgsXjjc2/ovd0tPToERaCR3Jy3vaZIpMTV1qNt/ukWazJaAF6+TJlyyWmMzM1UoKp6bGS53t9PQVnh4aI7lri979tFqtbAtWSEgI0VvMOlkhH5XXQ09EAQB6Izd3nFpKSXHz7r3ZLPXyY7jD0eHp0bk1SNesSE4VFHAHaA2TOmJh4fPJyXGFhS/dvDlcWPiycbRr/FyHu/7UQUly8kL2jGVmuldIFss89vTyzr9HD3YZILC0Rdd+VlZWPvjgg+zA/LyosC1bLHfIMkFGAwCAgOZmEzdZDg9LTiYtOhI9dzl5cpvU7p2dlSdP/pE7yc+1a+c47UkPO11NTV6oq9On/+gcP6yr2RypxHGisfr6WvyhrgYG7KdOvZqfv7mx8d8VFZ9cumSsrNzN6BKTiaiZNaof0VNcA/27abysr/+Wsdliibl27bzJxA7QwH/qSpwaHOzxyAAILG3Rr585OTn3339/eXk5uwUtWACAwMVqjWOTJTuZNFEJycmLTKYwm23FjRsdQnWVnS31gM/Q1pbPVu6avY77bZhL2TRzN3Z13ZrPJzt7jVtFJTVJC/vU79y5r5R4XVT0Z8baK1fyfDt/t7l8OUOJKPSitU9FiKYUmkQsdzVnjiqqmprPGhr+wf3WZlvCuUKihbt7+pgVAktbdOrn8ePHp02bVlpayt3I64MlHE9WBnoiCgDQJ7wB0K9dOyc/DqrFcquJiEglk0l8AAhGS6WkLBHbzhudi/9Ej/fCGre/1Jkzu9Xy2mK51YqTl/eUwl3cdu1X2Af/xIk/qOSEZ3R0lLANUV4vaWlLeaF0TfjofqJlLp4kvpu9vRfOn//h/Pmjra25PT0NnnrN5Ve/+pVKVgU2evRz//79U6dOra7mT57KvEVot9vxFiEAIBDJz1f6eE44wuTp06/6krBrag4I7Rka6k1NTbBY5tTXf+cnl63WW52KrNY5UmWI9CSKinn+xY4lJtXlqKUlXaHLGRke9wr3neHhflER7FGwiJbKydnAceTWqK1Xr572yJj//d//vXLlipKS5859WVs7bunru+TVCXD+8MMPJEHLFKAnHevRT5nuU4mJiRgHCwAQuChLsQaiOUR3J9u5r+kJF6tVZMSE4mLPbpgqkpv7FNcS0XaplJR5jKZsacniFs7JefLkyT/19o7L9Nx++iZTuKutKIxVMHl5T+XnP8usZ2Y+NlFe3kZ48lNSFlZW/s1DQRx2+XKacHt2tmcdyzZs2PD666+7LXb16imeuiLLhQvevLVK1NX//d//ZWZmypShJx1T4yc1EQUA6Jmami8EiTO8r+8CKxFOnHheST1W6wJhAu7vb3ZyGoHGNMcmP/skR1XVXq4xtbVfCMsoaIt6xOHoYObq4aoQiSPuGdtruZ+du019/T+lRmRlxq/i9q4TPhpOTp7L/Ziauri3l1wSoT8bQ39vDI0zhq7juHz9ejPzCFKqnxzL1atXf/e738m//qUiv/rVr2JjY202m7xV9KRjavykJqIAAJ2Tnr6Kk2ujfaztxo2OoqI3S0reHRrq5W4vLX07M/PxS5fMPtbvI7yeZydPvsJst9tPZmevIx+Hhvo9bN25tVRU/FX0iHV1h1mZMjE+njv3tZgoXHn5cmp//+0ndKmpS4iYZh5c5uffHluf6C3naGe1aO6+169fIitfuKZkZpYjrq9IyYqK3WxJUsyXNzQbGr4zmyUfX5rNHgw2KUVnZ+VYbbcmrqYnHVPjJzURBQDon8HB7urqr5qbLVobMhGcP/8D22bDPKzkdlQiWdw7gSV1uPb2orFmIcleX+pCZBPPNiXDitbWfm61zs3IeJRcDM7RN7ceZ3fPzv794GAPEYhvcATWAddXAwNtwsFI09JW2GxLGhqOeG75uHrS0xPGb5Ec6kw53JdnGxtHp9ahJx1T4yc1EQUAAL1RXPyXMYH1hnNUTKyWUU42W7zbXuGNjf+SOlZfX8uYdFM0Upfv8Gzz7pns9eu3x9S4enV0BuWhof4Py99jBda/bjV3yfXA89Hy/n6765XVyLET6MGr+kLKynaKtYpF0JOOqfGTmogCAIDeqK7+O5NfmfmhRWcQ4qoE1xDwr+Tnb+ntbeJ2vVIymjnZ12vBwaOrq4bTqrSqsnJXZeVHvH76lZUfcGTfMR+PyMN40cioq5WyZ4xdPBqZglWizNLSYuNtT0tb6rXlZrPIOF7MQk86psZPaiIKAAB648KF40xyLSx8gSuAhAvRXsLdU1LmM1+1tSkarZTtUT4w0OaL2RJGjrOQoyRUeKDGo2ew55H05URghbn6YynRWB0dZQor7+goZvcaGGhlt4+MODIyHrVaYwsLPR5IbHi4Pzf3SXkL6UnH1PhJTUQBAEBvXLpkZpJrevqKxsafZLJvYaGilyjlYVvIbLblN254MJ57Xt4GIs5stgTnaKvbASkji4vfZndhN1qtPj1Q40Gk1a6KXUmnts4Ze0T4ikCJitqWk7NO4SHY0f+Fz1LZPnPKDS4re9dimaNEAtKTjqnxk5qIAgCA3mhrKxjL5VHcWfbYHu5E1hQUPH/+/PcyA7grh5fRy8p2sF8VFDyXkrKQbKmv/+eZM3sqKt6vrv6c+So5eTZHvkRKDbvALCUlSWSXxsbv2S1VVZ/4bjnLwdqDoZwe7mRZzxd5fyH2Cw2TGdCVx7lzXxlvPQp8mPcVExflbxGePr1N9CyZTIbS0rfPnt3L6ToWRk86psZPaiIKAAB6o729TJh9iahyurRXc3OqzOzXXiB8rU9+Ien/2rV6qW+5Q5tyl5MnX+F2OR8YUHPqw90Vu3kCaxXn0Bcu/IcZirak5M3s7CcaG38qKBgdXvU5Y+gaY2hua66SQ5SWvsvUlpvLn8WopSWVaFDRMT56h3rjkuMYkyJMER2uCR/ZfvHcJSUljt2LGayfGVGCnnRMjZ/URBQAoAd6BntaSEaRGJCdNm7caBcm4FOn/uinw3V0nPVIYLk0lmSn7Pr6w06XRrTbC6RrcN/73iOezn+aETFhgkeEom1UNTUHN46VDFPWGywv79Yg+/n5/NcerdbZbAsWuYa3nt5KtFS0MfrJ7Cd5si/M1WeOdzZSU+Pr6r6ROi496ZgaP6mJKABAKyo6K0ge4mUgNueFmcNCTeM2GoyGk/aTWlvtRw43HN52ats7pe/8o/4fPwtEib+PfuOG3VOZJbpw67x0ySpaRkZPeMeClAVjCiZ0iylsffKcz7PXmM0GIn36+1uE5Xt66iI5l1aTxLTQxR3FWS1Z/a72QpttMWN8QcFzvGJMH6xPjKGsGTIL0VhscLOy1nZ2Vsq7Rk86psZPaiIKAPAT9gF7rDWWq5nc5h4vFlLtvrP7hEcfvjl8tOHoZ2c/a7/RPvG+y+AYcSxPWx5linq58GXu9nBTONevcGPo57cVSRgzuuYEkJw8j6uELJY5Z87stVhiU1IWtrbmGY3CYaXGbeH232IQHXpela5jXDblb+K1YBlMYaszV++t2iss3D/Uvzh58bizPTZsOsOS1CW8y6y+5/Yj0fLynbwKm5uT/5i2wpOLNvS4YtFMTzqmxk9qIgoAOH31NMk3S1KWlLaXqlJhfGq8P7SUj8v6nPWqeOcpRFHltebNTZ4blxxnvET0iIE1aY7r6dVbZW9J2Zx37mu3LRwTDE8qlZe/N/bQUHLKbV4fr4yMR1W3qrKzMswkruD/Vvk3p0twt/S1dDm6uKKfuyTYErod3WXtZasyV4kW+M+Y/RcvGnlHLyx8OVz22ku7nMbbsmT0yeACJa7Rk46D2U/ePJRamwMAXVy+fjm9Of1C7wV2C0nMJCX0DPb49bgr01fK65KNuRuV1ENSSLQl2mv1Q2QHUXhzTXP9LbMWJi+8OnDVr6eUZbSxyjUsk9dLmNgwV9py6tS4N+CUDJ3FfVBoNkep3nxFeLnw5bELSXAaTaq1njKjww8O9vKOnp6+TFh4tmU2c+iz3WdJmb9V/G1cZEc71b2ixDV60jE1flITUQD8DfnpLHW/jkuJE2785cIvNd01bQNtT+aM9pBdrWCaNiU2fFn95Z6KPa39raxu+7HpR1+STbgx/Er/FfLXl0rirHH9Q0pfiHuj5A2DyTCWn8Kk+m8pX+Jt8czJ+X3O77nbI8wRrxW9ttS2VHSvlwpfijZFR5mithVuIztGmiJFT86HVR+qktdjLDEbcjf4fg0QLl2/RIQI0bJkId59Xvv5V7VffVD5QaWHjWTcmXlUMcx3/nDiD76faiXLYmPYe2XvPZ37dJQlit240DLn9nrKwvM950Vf1+h2dHMviaKznypxjZ50TI2f1EQUAN8pbi/ekr/l3dJ32S1EeSxKXqTWPV3Ju3VEMNV315+0n0xtTl2bvZZkZaI/FlgX+CiAfF88Td6ecqzxGDfVsQvJZJ9Vf0ZO3Ya8DdqeAeVLXHLcp1Wfrs5YLSraXit+7aMzHxW1FxF9/PyJ55/Nf7b5erPCs9TY0yh/6IrOCuXnfHCw22qdYzZHnT0r0sNp4iESOf1y+tZTW2PMMcrP9hJL9I/G0H9LF9hnDP1OtElMdhmWbZ8jv53YkpHmcPI7qm18E+D20u2R5khGhxEd/GzBs/SkY2r8pCaiALjlsezHYs2x8bb4LQVbOgTjXBd3FHOTekVXhep5d27KXKbl5pm8Z4iQejTzUWb766dfDzerpp8WJi/kOuJLVSQxHKg5oEmwpDh07pDqcfF0YbPmh5Uf9g/1L0kZ15N6e9l2bm5WUuGyjGVseUaTRRgjeofGPcCq6qrKac1xW9X85PkTFwzF7K3eOy953uOZjxOh/N8L/+UavCh1Uc6VnFeLXmX7tPHeEpBfyE+R0tJ32G5kwgJzOY9BlyiuNtrdhNk3hvtFdyTGk2/X56wXfkVPOqbGT2oiCgAPS7OFyCkmHa60reRJDV6fGG6H5QlK0hI9eX1Z/lL0F6mzcaL1xJM5TypsGFievlznA1nVdtVGmkUah/wdnV3luzw1dXPBZiVHjDXFVndX867SCEvEP879Q6o3t9RSd63OH+fcO4gu5Jnn4//aupx1qZdTd5bv3Jy3+T9N/yGHKC5+g9FPJSWJhfbC0WKm0HBj2DGxcSW2KjtKTXuJvF9tbScipC4eiV819KRjavykJqKAZqzNVnakJXL7VtgaRHY8Un/Eo5t7pCkyuTmZd/SXC1+eY53zh7EJYok08Yd4kl+I1xUdHjwbYjlQc4CbD1Iup/gYi4kn60qWwWxgTgLJu1xpaLlkiU+JX25bfurqKd5eTA+2LtcQ21LY++05V3IiLZHhpvCk0iSvLXwy98lwY7i6V0VcctyrJ1/9oOID0Wo35G749Oyn3M5tpBiR17sqRQQi20ctamyKmA5HB7vvqvRVc61zyRl4puAZKQc7bnT82PCj6Nhmql/nwkNUVX3CiKcTJ25P0sztXjZ+fXSYK26dxLs3S97kHai3t1E+pqdPv/6Gh8bTk46p8ZOaiAJq2ZyrqIVAuBw9f1RJsYTUBN7DGiW032j3wiSidQwmA/sTf551Xv21elLVrvJd+6v3s4Kge7B7Wfoykg4352/uV2OuFfbVd9+rAjIQIcL0y4m1xrLd/L1Ylqcv59XcL/HESsklx9si8zJHhGuSHx7cZtFoU7RMzV4ss42hK9KXz0ueF+rSiB+d+UhowMWLxrEWrNsimKuu7PaC06cTmY/p6Y+Qb//d+O85yXNItVcGrjDlt5dtZw+6WGwEBx4pKQuMrkHO5O3/vuH70ZcQXev0pGNq/KQmooBCHst8zNP7dbhFrnErxhhDUuBPjT9xN3ptnqfPsB7PflzFkwP0z+rM1aJXwhzrHCJlRNSGdXa4KTw+NV60tkfTH/Vd0IS6OkXJ/QeZxo3kuSV/i8JqeXrLYDasy1nnbpfQA8bQvj6RAdy5XL16immjyst7mtnS13eFFVgdHW4e9nGprT3IjLna3l4sX9JsHp0S+2mOta+ceoVn/yMuMUd+no22qZsgsIIOeiIKghvyAz29Ob3QXhhtjg43hhMt4vaGbjAaLl6/SPbdc2YPs+XRzNFxEUV/WJM6eb25vz///d/P/p2Z0tU7yO1VSeLx99t5QM/8tfyvS1KXvHTypbkpt0YOY3sHMmOakyvzi9ovFHaJe69UpJe36suOsh3pl9NfL3pd+S6LUxcT89ZkrZltnr00deknVZ+wNpsvmb9r+C6vLa+ovWhz/rjW6Hey1xLF43a0LSKGGC2Vnb2W2VJd/Zl3w09cuPBfqTFIebD1f5S/5a+lfz3bdZbZ3ny9mfzjJ9gShDNP05OOqfGTmoiC4MOjV7XJwrb2y8M8bhgnxUwG+VeyvaOxtzEhLYE5xLK0ZXvP7iV55ZMzn3C7PW07tU3144IApbyzPLU5VZUZgWq7arOvZLeMb/shv1K4b5jyf2MI3t2bY51T2F4YaY6MMEb49EAzg/9AU4rdlbvZvaLMUdzRemXo62s23ppreSGzJS9v49io9J6N71pZuZvZsaLifZli2dlPsALr6tXTCiunJx1T4yc1EQXBgfWSdW3W2jdL3oyzigzdKbUQvaK8qanb0c19/vJ+udyd1EfeKHmDOcqB6nHNYyTzGS8aT14N5gmPgf5xjDhmm2eTf4ed5TvXZ/NHFuB175N/+6+hp+GZgmeY9b+f/Xv/UH98ajz5jeTR/1d5R/ktbZc8R/leN260j823OJvZkpa2jNmSkqJoEpvbBozNF1Ra+rZMMe9mY6QnHavm55133qlWVf6AnoiCwGL45nBOa85j2Y9FW6N9Gcj7UM0hrV1xQ3F7MR4CAv1z6fol7n/WsQvHeAUquypF/weJRFNxUA/yw+Ng7cFid12g+HuNfyCYlfXY2JTVb3tUDyuw8vJuzSvV3V3NdPCyWG6NjHXlSiZ7OJvNAwFHTzqGwAJAM+KSPWidEi6x1tgwY1ikMbLmWo3WrgAQPJRcLVmQsiDKHPV2yduiBbj/hqTYUttSL16w9Qes4nG43oS12eKZj+fOefYDrKHhe2bHtLRHmC3JyfN4I2mZTLdnvCbyS3nl9KRjCCwAtEH+HSXh4o/eUQAAL1idtZr5r2Q6resHk8nAKJ5WV9dyVgA1Nf3oUT2XLv3CaZ1aOjLiMJlERiv1roMXPelYNT/JKbtTjEmTJql1CEJSUtJdLhITEz01T0UzAPCaz85+Jj/QYpgxLL8t/5cLvzyd+zSzxWA0VHbh4RoAwA1mM9uqFMYVSV1dVR7V09aWJyWnhEtl5W6PKqcnHQdSC9ahQ4diYmLaXcTGxpKPyvelJ6JAz0RaREaEIorqP43/OVR7KM4a97DtYZ08awAABBwcgRVqtc72bowGws2bw8oF1tCQZ2P80pOOA0lgEXWVlZXFrJOVqKgo5fvSE1GgE57MfVLhsz+dz3YHAAgU0tOXc57c3Voxi4077xarNVZMToWdPv0aM7jomIyL9bRmetKxan6q+yhQlJCQkJGREWadrJCPyvelJ6JAcw7XH1aiq8KN4W0DbVobCwAIHoaH+4WqiDs1oUe4ul5Fc7RU3OBgN9ne29tkMjFvFEYrH52BhZ50HEh+8qIilHR3yDKBloLg592ydyPMEWHGsHBTeIQx4vXTrzPbH81wP01HhMmbH5QAAOCWmpqDPIF1+XKaLxUSmdXX1+JQb4JOetKxyn42NTXde++93A7vKrZsoQUL6IT5yfNFu1K5lVaRxsjUy6lamw8ACFquXavjCawRnXVCoCcdq+znfffd9/XXX7MySF14fbDIR+X70hNRoC65bblzrHO8G6fqjyf/qLX5AAC6IHKKJ7C0togPPelYZT/JifOTunKOvUVot9vxFiGYAOYmz/V6CFB0XQcAaAVXXaWlLdPaHD70pGOV/fz1r389MDCgbp1cEhMTMQ4W8B8Xr19cl71Ofpwq7sLsxZs1ebZlNm/yMgAAmDD03HzlpCkdq+znnj17NmzYMDQ0pG61vkNPRIFyjtQd2Vq4Na81j/kYbg5X3kAVa4nlDq2+Pmd9hCliZeZKjLcOANCWsrL3mHkD2ZkEdQU96VhlP/09krvX0BNRoATlWspgNNgu27S2FwAAggR60jE1flITUSBD4ulE5W1UYcawK/1XtDYZAACCCnrSMTV+UhNRIKRnsOeVwleUN1kdOXekysOpuwAAACiBnnRMjZ/URBTwaL/RLqWlwo3hPGm1OX8zOlEBAID/oCcdU+MnNREFXBwjDqlmqvSWdKZMQVvBLxd/aelv0dZUAACgAXrSMTV+UhNRmjl6/ihXQu0/u18orSJMEa0DrVpbCgAAlEJPOqbGT2oiSi0LUxbKd66KNkeXXC3R2kwAAKAaetIxNX5SE1E6ibXGyqurhakLtbYRAAAARemYGj+piSglnLSfDDcpHcsqxhKDrusAAErIfuKJWzc/g2G4X3ezStCTjqnxk5qIBj2rM1fLyyn7DTuRUwlpCWGmsDBj2J6qPVqbDAAAE8e4O6LBoLU5fOhJx9T4SU1Eg5hlGcvcDg2qtY0AAKAlPfX1vFujo6tLa6PGQU86psZPaiIalLxd+ra8tFqUsqh7sFtrMwEAQGOKExN5N8imH3/U2qhx0JOOg9nPO8ajtTnAG4quFoWaxEXVx1Ufa20dAADoiNovvxTeLIvfeENru8ZBTzqmxk9qIhoc5Lbm8oZZ5y4FbQVaGwgAALrDMmcOe6cc7YPqWsl+7DGt7RoHPemYGj+piWjg4hhxuH0x8NOzn2ptJgAA6BTzmKgiS+qiRcxK8rx5vtRZe/BgxqpVxW++qZaR9KRjavykJqIByrrsdW56WaUu0tpGAADQNabwcFZUFSUl3WrK8uFFwrpvvrn9qDEpidnYf+UKuzFl7lxP66QnHVPjJzURDRTW561XOIrVprxNWhsLAAABAHvj7K6pufjLL+zHEYfDuwpNkZHc+3Hu+vVkY/ry5dyNnlZOTzqmxk9qIqp/vqn7Rl5RhRvDE4sStTYTAAB0RPEbb2SvW9f473/LlGHvozeHh4f6+9mPbfn53h1UeIcueu013pbOsjKP6qQnHVPjJzUR1Tlx1jj5gawu91/W2kYAANAXRCExt0lzVJRUGUdXF++ZoHGsS1b13//uxUErP/xQyWOG/C1bPKqWnnRMjZ/URFS3DN8cJvpJ5t90bc5arW0EAAA9UvXxx+zNUqrM1VOnmALW6Ghmi23hQmZL4SuveHFQ6+zZSgSWOTzco2rpScfU+ElNRPVJeUe5yCuB1XglEAAA3FN/5Ah77xzsFh9UuX6sQzr72mDq4sXMFsucOV4clO0ybzQY0h95hHcLt0RHu9V8otCTjqnxk5qI6pBYayxPWhmMhv5h3U1BCgAA+qTZYmHvoKlLloj2K8996qlbBRbdeuc6e/36W3uFeTONGHvEs3v3Osf3x0pfurQ5PZ39SMxTXi096ZgaP6mJqK74sfFHYcPVsvRlWtsFAACBRNm773Lvo7lPPslsd3R1tZeV9V+5QtaTY2OZb9Pi45lv67/99na7V2+vR0fsrKpi9+2pqyNbus6cMcfEmCIjLx4/Tj4O9vSwBbLXrVNeMz3pmBo/qYmofng4/WGhuvr4DOa3AQAAzyh96y3e3dQUGmpbsYL9yJ0kJ//ZZ5m9RhwOduOpV19VfjiueJJ5Asg+Q2R7fSmBnnRMjZ/URFQnhJn4/dkNRgPmYwYATBhnPvkkb8uWlsxMrQ1RgRbO8zi3S5OrhYlBiU4S0l1To2THnCee8KJyetIxNX5SE1E9IPyPf6vkLa2NAgDQQvWnn467AxkMN4eHtTbKJ2q/+EK5wLrR3s7uaI2LY7crPwkNP/zA7pX56KOSxb77ji3WXlKisHJ60rEe/czIyIiLi5s8efKUKVM2btxot9vZr5KSku5ykZjo2UCU9ERUc3j/62HGsN4hz579AwCCj+H+fsvYsOCm8PCWlBT/HcvImZLv9jO1sDDbI49ca2zsqqtLmTt3dGN4eNGf/+zdIQba2iwxMcSRivffV9d4Hp2VlbUHD6YtXWoc664ur65SxzpgMVyrr2e/yli1ittZvuSdd6QOWvG3vzFlSMjkzWNrK3rtNYUe0ZOO9ehnfHy8zWYbGRkZGBjYunUrEVvM9kOHDsXExLS7iI2NJR+V10lPRLWFN9JVrDVWa4sAALogZd48nhTo5/x4Vhe3KoS3pC9f7ukhbg9hEBp6KTXVH14wmGNiuKZaoqJkHCEikghZXg1yamyR+ByvJW++yRTIcc2NIwN7HlIWLFDoET3pWO9+Epk1adIkZp2oq6ysLGadrERJD2grhJ6IasWClAW8/90ltiVaGwUA0AvC7F66fbufjsVmfZ46kVncKgkuAx0dvN395IhTcN7yNm7kKapmiyVj1ark+fNrv/lGtAYr01wnsVQfOCDc5dS2bcy3J198Ud48W3w8q/wUekRPOta7n1arlW3BCgkJIXqLWScr5KPyeuiJ6ATTP9y/IX+D8L92ZeZKrU0DAOiFrupqkXajFSv8caybw8PsIYb6+8999ZVCjcXWMOJwNHz3XfXnn0sNbZC3eTNv34smkz984b3NZzIY8p955tZ6aGhfS4uSiZaHOZMSijR6iY3DXvzGG8y3VR+7ee/77L59nqpMetKxrv2srKx88MEHm5qamI+8qLAtWyx3yDJBRtPEqqxVov+yURYPGhcBAEGPbfly9g6RMn/+realiAh/HIvIjlv1C6RD/saNRJcYw8NPvfwy+TjY3c19mNhw5AhTLHlsAHSyZK5eLTyEWTCHjDkmxq++sEv9P//JrNgSEpTXk845/6PL+Eeows7vpe+8w3x1gfNCoihtJ06w9Qy0tSkxhp50rAs/RTVQTk7O/fffX15ezm5BC5ZOeCr3KalfQ2HGsD1Ve7Q2EACgL8xj3dtHnzr98Y/CNo+ixEQiZcp371bSJCNP15kzJlflyfPnuy3Mbe5i7ZFq2WLhdsCSkSm+03/lCvfUGV2tVu1FRc2pqUOeDBzad/kyt5LixETuGKRteXm88lV79jANZu3FxfI1D3Gaxxq++06JMfSkY536efz48WnTppWWlnI38vpgxXjyi4GeiPqDd0vfVdLC/kTuE1pbCgDQHbaHH2bvEwXPPstt8zBFRppciZzdwsyjd62ujvlocbVyNX7/ff4f/nDxv/9Vcrjm5GRm34yVijoqGCMi2KNX7tnTb7fz7m2NP/3E32Xsq9tz0YSG1n7xhYcnxj1E36gl4xzd3VmrV5PTW7l7N7OFrbNM8CJk4UsvMV91Vla6rdk0dgLL/vpXJZbQk4716Of+/funTp1aXV3N2868RWi32/EW4YRR213rVleFGcPsN/z1NhAAIKDprq3l3jDq/vEPp+x7bWS5QSSOxGuAFgUjhjd8/z1TOOcJRT/52IduRtezM+4QUMLFOmdO55kz7MfeixfZ9VQFDWaeMtDWZuK0YKU//LCKlbNT6+Rt3sxuJAKur6WFHT2rNTvbbT1Za9cyhWuUSUx60rEe/ZTpPpWYmIhxsCaGDkeHW2kVbgpPKk3S2lIAqGaov99eWJj+yCPsv2bN5597Uc+VzEy2hryxuVZ8J3PNGu5tgxlEQPQRm8LFrcg489FHTMmsNWsUGmnkNKEVCDqwSy0m19NDM2fcBB/PlZBrtbXc5j3RDulekzs2Dnv244+zG9MSErg+9l644LaeivffZwqf/fRTJcelJx1T4yc1EVWF7sFuOV1lDM9r5T+zBwBMPKns+JO8xWAgUqZ6/37e9pzf/55XQ/Vnn4nrGE/6UMvAbYBxdN+eLMtrgUWWNFnb2DfgcjdsUGhke1GR8CjyI04ZXUMkcA9n9MPIXm0FBdwjJo+9U68KrOVZa9eyG3k+KukSV3/kCFO4GgJrPNT4SU1EfWf45rDwXvKn03/S2i4AwDi8Uye2JbcHqMvdskWmZM6TT6poZDYnixNOvfqqW1NNrgeFJrGvssbXxoWYzZQp/stfvLDztvtPPGGW1Vi5LrXKHQSBSLoBuz1n3bq0lSvtJ054fdJYKnfv5h7xamGh73WyNP744y3BOjbOar/gpUUl9VSwRhoMSh4p0pOOqfGTmoh6AVFUzxY8azAZRO8ij2U9prWBAAQVZ//+91v/XuHhfZcuuS3f19LCnV2OMHDlinfqytMldelSXzztbWhgq7pktfK+HXE4iGuDPT1tBQVnPv744s8/n/rzn7lH76mv55bn2XZRYgQB29ggC2f371duKjt2ObtcTk4m2y/bbJV79nRVV187d477LdMZX9Qwdsl/5hnimtlgIEqxwKunrvnPPsutkJwuLyqRgtuDvmLXroZjx05t3TrOBVcTnVtOvvLKOGHqTpfTk46p8ZOaiHpKmClM/N7gWt4ueVtrAwEIKkzj37o3ukYTEL4aVul6T164nNiyxcJ5641NhN1nzxKlQna0jvVc9niJiWnLz3dKzTPj6gmUu369dd48UiA5Lk7JMAHcnmEKx19gG41E+1rxrBK1wTRWwzmJkc2l4NYs+nix69w5cvJNBsOJF17gbk9dtEjJGRZOYiPDtfPnc596ijcIu6OryyOP5OlrbpY32KSsBav99Gneju2yLW30pGNq/KQmosr5uOpj+fvBiwVuJkkAAHgEt8OycGkvKrp++XLxW29ZBCJMZhHOo9ff2sq+OW+dPZvdLjNDX39zM1uMNzSUZPaVmAa44oMP2AK3yytrC1ECzwzhWAysm5dtNo9qPsOK2rAwqTHcRSEnXFGwSLWcXmjyZKxYIazBI3fccqO93a3BCquSubDL3n2XV5iedEyNn9REVAn9w/28WZl5S6Qx8ty1c1qbCUAAQ2SKhR3v22DoKCszeTgDsZKlwDUiuXIaf/yRfQOfWUTn4Bvq7VUyXzKjQiref98cEWGOiyt47jmzhDRMX7ZMndPqdNrz83mVc3uVtWRlsdu9aO/pPHOm4ccflbw6JyR/bJbAFM5A8ELJIt+S19fSwoyHLmyJtKg9WDw5kJSd5vBwYurp115TWBW52lOlvBaoNHrSMTV+UhNRt6zIWCH8J4g2RvcOefCLDQAgj7w0MUVEdNXUKJFQ2U8+SVJy8oIF/K/CwwdaW/3tRRpnjFDR3Nl47JgSL+ynTqloFVFyvPovHT9OcjxPlKh4RE/JXLXqVt/8yEhe7JgJgkatjY5mtpz+061XiEYfv7q2NPzwA0+vFL/1Fq8fnu+ItmCZo6OvFhV5V2Hd11+LRp+ndOlJx9T4SU1E5YmyRAkv/8PnDmttFwB6obuqSsno1fKkxMfLqA0L5+Ha6E9/6aEWfJ83xncyVq4cJw3dDV4gXK6q8T4dj+LXX3dzXINB9YN6TcHzz/OEKc9a5/i3EVMXLcp89NHb53yssVB1Tv/5zynz5+dt2nQ5NVUVAVfE6ybvWoj7zLddVVU5TzxBTzqmxk9qIirD5vzNvAt/bspcrY0CQEdkPfYY88+RITbFr0I6KypkEj+3UxQLkVk5Tz9tjo5OXriw9osvKj75xNP+QxNJ2rJlytVV8lx/3WTkuxCVeDgYtb/hDeDJWwbG9+KyxsScePllngILOLjjazAd/C2uRjt60jE1flITUSkO1hzk/kOHGcNKOkq0NgoAdTjNeVH82vh3+z1iXNqLiLh+8aJM4dHRFlx9e0+//jq78XJGxjh5sWiRk1EkYWHGyMhLZrPXtukKo+hQ7AZD9tq1Dd9+SwoM9vQ0fPfdhf/8xx9TILPUffONqF5J8Zuq8wUl3dpYFZ46/sGi1rZ7A6+3H+s+PemYGj+piagoc5LnjFNXJtXe6AFAc5LZvuSuxTJnjnf11B0+LJKqJSaY4/VYN0dG1n/7rXB3JWMZBCKthYVcNxt++EErS9iJcZglTdXZ+tRF4asDjFTlfjSp9w7mRNJ99qyod/SkY2r8pCaiPIZvDgtHuuoeVPqqMAA6p0FM1oiWPH/06K0RpMLDG44eFRYwj3U65i0m149vkrlHRZUnbwI2SoyEGRw0fvddyuLF2evXB6uI9BPVX35pjYtLTUgg5y2DM06YzJIpGIoiUOD2JIPAClroiSiXTbmbhP+seDIIggapEZtKt2/nFqv68EPx1BUWZomMtM6ff9lqHbDblSsnJcupP2F2KeCGEYcjRfh+qPB6fucdrS31nuTxY6VCYAUJd4xHa3MmFNH5BA1GA9mutWkAqIZ4TyDX0n1udCC3TLHRGt0utV99dSk5WUlJ0+zZJoENyfPnKx9PEoCh3t7Sd98t/etfR18kFDSRJs+b19vUpLWNPlGclASBFczQE1HCd/XfCVNBQprc/PMAaELnmTPmiAiTa+oVJb2hZX7uE1XE1Tq+jOrJvBI/4nDIF2sce85Yc/DgrbwYGXnt/Hn/njIQ1GSvW8e9xmzx8VpbpBpFf/lL/rPPdpSW0pOOqfGTmoiKjnR16qqao/wB4AtESLUXF7dkZdnGv+1f8/nnMntxRwkSLsxYANcvXpSXRClz5zo6OsyyZbLXrhUevffChfrvv2+22fz6ThwAhLJ33mGvxsrdu7U2R33oScfU+ElBRHuHeoXpYlm6ajNUAKAKybyXt8cWS1SUaPnGH380Sz8KHF04Q0qWcJITdykcPzsvl8upqcmLF5sMhpTFi4n8Ut9hADzkSnZ2zrp1hS++6NH80IECDemYgRo/gz2iRxuOCrPK8aZgfokJBCIVf/ubjFTiFT67b59F4s0+rrq6Ybdz9zKPf8XdEhs7gf4BANwQ9OmYhRo/gzqiy9OW89IO+rMDfWKUmAz49hIWlv7IIxfMZqkBEbIef9ztURqPHctcs6b4rbf0MNUMAIBLcKdjLtT4GaQRHX1b0MRPQZvzNmttFwDi8JqXyGKOiXEjuTjaixklHAAQuARrOhZCjZ/BGFHRsRj+e+G/WtsFgCTcdqms1asvGo2jL+sJVJdwqT9yRGvbAQAqEJTpWBRq/Ay6iDpGHLwUFGYMs9+wu98TAI1wdHXd7hoVHd0zNmngjfZ26/jpbm63b0VFVX74YaCPAwQAYAm+dCwFNX4GXUR5iWhh6kKtLQJAjrbs7NTFi9lr9rLNJlqs88wZpkErcKcHAQDIEHzpWApq/AyuiIYZx00v+Gz+s1pbBIAbTMw8gGP9rrQ2BwCgDUGWjmWgxs9giWj3YDev7eqlgpe0NgoAN/RducK9bK0YOgEAWgmadOwWavwMiohuzt3MU1dPZD+htVEAuGd0MhnOlZuyYIHWFgEAtCE40rESqPEz8CNq77fz1NWilEVaGwWAIur/+U/uxVv44otaWwQA0IYgSMcK0a+fnZ2d06dP50UiKSnpLheJiYke1RYEES1rL+Oqq4fTH9baIgCUUnfkCFdgtZeXa20RAEAbgiAdK0S/fm7btm3Xrl3cSBw6dCgmJqbdRWxsLPmovLYgiGj/cH+4KZxkp3BjOIZjAIEFb8abG+3tWlsEANCGIEjHCtGpn7W1tTNmzBgaGuJGgqirrKwsZp2sRElMDSsKPREFQG8UPv88V11JTeoMAKABetKxTv1MSEg4duyYc3wkQkJCRkZGmHWyQj4qr5CeiAKgK4b7+7nqqigxsfvsWa2NAgBoBj3pWI9+5uTkREREMOvcSPCiMmnSJN6Od8jib7MBAFyGentNggmbtTYKAKAx9KRjXfjJ00AzZ84sKipiv2KLoQULgIDgelOTUFqRpS0/X2vTAAAaQ0861qOfUo1PvD5YMZ4MBk1PRAGYMDrLy62xsbcllMEgqquYJXvdOq3tBQBoDz3pWO9+Ct8itNvtdL5FCIB+SFmwQEpICRdTaGhafLzWJgMAdAE96VjvfvIikZiYSO04WABoS39rqyk8XLmuGl0iIy8cP6614QAAHUFPOqbGzwCJ6Hvl7zETOb9d8rbWtgBwi+z16z3TVQZD9YEDw/39WhsOANAdgZKOfYcaPwMhopf7L7M5KsbiQQ8zAPzBYHe3bflyOSEVFlb/7bdamwkACCQCIh2rAjV+BkJEublrfup8rc0B9FL54YeWuXNlGqiyN27sOnNGazMBAIFHQKRjVaDGT91HlHkyyC6X+y5rbRGgFJkmq4xVq0YcDq0NBAAEMPpPx2pBjZ/6jujs5NncPLarYpfWFoEg4Upurnl8z3RTVBS7bp09u72s7ObwMClZ+cEHJmlplZaQoLUrAIBgQOfpWEWo8VPHEX0m/xluKluTtUZri0Aw0H76tMI+6WkrVlgiIqS+bUlL09oVAEDwoOd0rC7U+KnXiBa0FXCzGfq2Ax+5OTwsM9qn8sU6Z861mhqtvQEABBu6TceqQ42fuozo8M1hXlrT2iIQ2JS+/bbv0soYHo7BqwAAfkKf6dgfUOOnLiPKy2zdg91aWwQCmKp9+8R7pq9cyZbpqqs7nZRUd/gwWa/cvZtX0hwWpp35AAAq0Gc69gfU+Km/iPJeG/y2AeMJAY8Z7O6WbIiKiDi7b5/87tebmm7rsOXLJ8ZmAADN6DAd+wlq/NRZRGOTY7nJ8JXCV7S2CAQYV3JzZfpatWRmam0gAACIoLd07D+o8VNPEf285nNuMnwi9wmtLQI6pTU7u/H4cXbOmRGHI3P1auu8eebZs2U6UfXU12trNgAASKGrdOxXqPFTNxGt6KzgJsN5yfO0tgjoi4smk1G0aUr+3cCwsJSlSwueew4zAAIA9Ix+0rG/CWY/7xiP1ubcYlxWNOG1QXCbtvx8b176Mxj6L2PcfwBAYKCfdOxvqPFTBxG92HuRlxvre/Aoh3Yqdu82SQ/y6XbR2nwAAPAMPaTjiYEaPwEAAACgA7RWBBMELX46aVLNDLT566TPZdr8ddLnMm3+OulzmTZ/nTS5TIufTpqCykCbv076XKbNXyd9LtPmr5M+l2nz10mTy7T46aQpqAy0+eukz2Xa/HXS5zJt/jrpc5k2f500uUyLn06agspAm79O+lymzV8nfS7T5q+TPpdp89dJk8u0+OmkKajUghAHPQhx0IMQBz30hJgWP500BZVaEOKgByEOehDioIeeENPip5OmoFILQhz0IMRBD0Ic9NATYlr8dNIUVGpBiIMehDjoQYiDHnpCTIufTpqCSi0IcdCDEAc9CHHQQ0+IafETAAAAAGDCgMACAAAAAFAZCCwAAAAAAJWBwAIAAAAAUBkILAAAAAAAlYHAAgAAAABQGQgsAAAAAACVCWCBdccYvO2VlZXz5s0LCQmZOnXq4cOHRfdNSkq6y0ViYqKS7UATREPc1NQUHx8f4oKsNDQ0iO6LEOufjIyMuLi4yZMnT5kyZePGjXa7nf1KSZgQYv0jFWKZ0HNBiAMCX8IU3CEOYIHFwMu+1dXVM2bMsFqtIyMj5J/2xRdfFO5y6NChmJiYdhexsbHko/x2oC28EM+cOXPnzp1DLnbs2DFr1izhLghxQED0sc1mI/+qAwMDW7duJRmX2a4kTAhxQCAVYqntXBDigMCXMAV9iINNYG3YsEGq1YotSSKXlZXFrJOVqKgo+e1AW3ghvvPOO7kfyY9gYUmEOOAguXbSpEnMukyYEOLAhRtime0IcWDhRZjoCXGwCaxf//rXBw4cuO+++0jeXbVqVWdnp7BkSEgI+Zdm1skK+Si/HWgLL8QrV67csWPHiIvt27eTj8KSCHHAYbVa2WYMmTAhxIELN8Qy2xHiwMKLMNET4mATWOTjpk2bHA7HwMDAM888s3btWre7sD+epLYDbeHFpbm5efr06UzfLLLS2trqdheEWOdUVlY++OCDTU1NzEclYUKIAwteiN1udyLEAYIvYQr6EAebwCJSl0grZp3ILO7zI26Z4FbNQQYvxPPmzduxYwfbB0v0NzFCHEDk5OTcf//95eXl7BYlYUKIAwhhiOW3MyDEAYEvYQr6EAebwIqNjeUKLNHA8J7vko/y24G2yP+aEf1xgxAHCsePH582bVppaSl3o5IwIcSBgmiIZbazIMQBgS9hCvoQB5vAOnz48DPPPDPgYtOmTevXrxeWZN5QsNvtom8uCLcDbeGFeNasWdu3b2f7YHHfIkSIA4v9+/dPnTq1urqat10mTAhxYCEVYqntToQ40PAiTPSEOIAF1h3jYbfv2LHj7rvvnjx58po1a0Q7uRMSExNFx9iQ2g40QTTEdXV1zAg6BLJCPnLLs+sIsf65QwD7lVSYEOLAQirEMqFHiAMOT8NET4gDWGABAAAAAOgTCCwAAAAAAJWBwAIAAAAAUBkILAAAAAAAlYHAAgAAAIA3eDplu0x54RsPokgVU7K7jxPMewoEFgAAAAC8wdMp293O8+1WYMkXk9/dlwnmvQACCwAAAAC+onDKdtHyLH4VWL5Y6wUQWAAAAADwFYVTtouWZ5kwgeWptV4AgQUAAAAAn/B0ynapeb4nRmB5McG8F0BgAQAAAMB7PJ2yXWaeb57WkenSLmqJkt29m2DeCyCwAAAAAOAlnk7ZLj/Pt79bsLyeYN4LILAAAAAA4A2eTtkuM883g18FlhcTzPsCBBYAAAAAvMHTKdvl5/kW3S5/RI9299RaH4HAAgAAAABQGQgsAAAAAACVgcACAAAAAFAZCCwAAAAAAJWBwAIAAAAAUBkILAAAAAAAlYHAAgAAAABQGQgsAAAAAACVgcACAAAAAFAZCCwAAAAAAJWBwAIAAAAAUBkILAAAAAAAlYHAAgAAAABQGQgsAAAAAACVgcACAAAAAFAZCCwAAAAAAJWBwAIAAAAAUBkILAAAAAAAlYHAAgAAAABQGQgsAAAAAACVgcACAAAAAFAZCCwAAAAAAJWBwAIAAAAAUBkILAAAAAAAlYHAAgAAAABQGQgsAAAAAACV+f+CANKCTTQBAwAAAABJRU5ErkJggg==)
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