Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2016-10-TP-01_090123_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2016/10/12 00:00 |
End Time | | 2016/10/16 00:00 |
Key Words | | Storm |
Model | | SWMF |
Model Version | | v20230424 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -11.05 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.15 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-01_2016-10-TP-01_090123_1 |
Minimum Dst Value | | -110 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIFNlcCAyNyAwMTo0NDozNCBVVEMgMjAyM9LP/OQAAAG2dEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiU1dNRi0wMV8yMDE2LTEwLVRQLTAxXzA5MDEyM18xOiBTV01GIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTIgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMTYtMTAtMTJUMDA6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDE2LTEwLTE2VDAwOjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzA5LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6LTAuOTIxMTg4MDAwNSwgIm1heCI6MjcuNTgyNjI4MDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfX+biVkAAAAEZ0FNQQAAr8g3BYrpAAA3MklEQVR4nO3dfZAV1Zn48ZGZYRiGYUSGF8fJiASCShRJIr6ERUR8QZawA5JQqLMTFk0IUYPUrJsJvgGbZcMa4iqiEYFk3UCIZmRdiyCrIlHQ1YUlLCCFFNRmSiiwoKip1JQ1Rc3v+U1Xzh5Pv9y+9/a9/fb9/DF1753uPqef093n6feSbgAAAASqJOwKAAAAJA0JFgAAQMBIsAAAAAJGggUAABAwEiwAAICAkWABAAAEjAQLAAAgYCRYAAAAASPBAgAACBgJFgAAQMBIsAAAAAJGggUAABAwEiwAAICAkWABAAAEjAQLAAAgYCRYAAAAASPBAgAACBgJFgAAQMBIsAAAAAJGggUAABAwEiwAAICAkWABAAAEjAQLAAAgYCRYAAAAASPBAgAACBgJFgAAQMBIsAAAAAJGggUAABAwEiwAAICAkWABAAAEjAQLQBqVlAS/9duxY0d9fX3GKRei6EJME0A+WCcBpFEhMpJrr712+/btoRRNghUggolAsBhF19mzZxcuXNjQ0FBeXl5dXT1z5sx33nlHfhw8ePC5c+fUYHPmzFGf5fehQ4eePn1aNhBjxowxJjh27Fi14Sj5PLc6LF68uKpHa2ur/nvGEZU333xz0qRJFRUVMgtz5849efJkzhPft2/f5MmTKysr6+vr169f71ai2+huxdlHNCKjPkvRs2fP1mfBZxH+w+U2EWlTaWgJ44ABA5YsWZJzoW7NIb9PnDjR+r2pqemTTz7xrmRWcxSFJdlxFvIcwE4CGEjROSh0TnDixIn77rtPVj1pRFnYpk6dunXrVvVfWTfll8oeU6ZMka96xRzbyHGpcCs9q4XZGDHfOfeNtAwGFojoku3UokWLrK7us88+e/nll6ULlM+zZs2Sz9Yw8ntpaWlnZ6f1VX5vbGzs7lnVZWd627ZtampbtmyRX/RuKWMF1qxZM2HChE97SNHy1RjAz0RksyvVkP5SKinbU9kg5jbxgwcPDh8+XOZCJiVbUtnWe5drjJ6xOI9x9S5BtuPSEziOFUi43CYiSc+8efOkuSWM995779q1a3Mr1K05br31Vukvu7q65F8rV64cN25cxqr6nKPuCCzJuVU+hyn7HCV2CZZkV5IJLV++XBaz7p7GklaQZcn676FDhyQblmWvq4csnJI6Hz582LtibkuFB58Ls8coBUWCBQMLRHTJjp2+f6/Ipm3atGnW51dffVW6JflrfZXfX3vtte6eVV1+1DdY48eP37x5c1bdkvTc6nyHfJApGANku0GR2ZGZym3izc3NHket7IzRMxbnMa7+9U9/+pPbUYpAwuU2ESlUJR/yQfUl+RSqN4ch5yMxjsWFuyTLAE888YR0+TJTshSpMKoR5Zf58+dbRwHlgzWA91GxbEeRX5566inJQmQera+SjlgHb8aOHbt3716PyRra29slxa+srJRxJUdRh228Z8ejUEluJCwSHAnRihUrHOdXpiMxdIuwjP7kk0/qv8hX+dGomMFtqfCQ7cJsbxGjITIGU7S2tg4YMEDiM2fOnI6ODvX7Qw89VFNTU11dLRN0LMujIVQdZMHetGmTmqakm3V1dXopiDUSrOiSTnTu3Lk7d+40NkPyVVZCa1dSVv5Zs2bJqi6fZesgv1sDWyv5qFGjPvzwQ/kgE5HP3dqGw09nL9sdVbR8kK/GANkmWNKhqswg24nLtmz16tWyVZItnczy6dOnvcsyRs9YnMe4PhOsQMLlNhE9wZIeUf2eT6F6cygyEekd1cEJbz4TrHCXZBmgsbHxbA/5YBWhj9jS0jJ9+nQ1gHzNOOVsR5Hfm5qaVMcpX6W3lhmXeZTERR0vdJusbvTo0VYku7q6ZF7seYxH3RwLlYnIYFI3GV6yDcdZqK2t9VjjJP8w/iuTkhXWOyZuS4WHbBdm+yhGQ2QM5mOPPSbBlKDJAPPmzVMHzh955BFJyOR3WRntS5TFoyFUHXbs2HHFFVeoURYsWCA5rs9oIPpIsKJLtlmLFy+W1c+66mjRokVqKybrqrXbdOutt1pXJsln2WgaG3rJSKTT6u45HmCdVNK7Je999G7b9sJxB9H/7Eg9ZXN27Nix3CYuX/VzZPr1On4qn7E4P+N6nyIMJFxuE7nrrrtkrjt7yAf1e86FGs2hBhb6+Z2sausm3CVZfvzf//1f67PMr+ToRuXlFxUH+SCzn3Hush1FfrfySPVVpcv6oRe3ybqRcaurq/3Pjluh7e3t1mf54DgLxnJlPyzkMUqJjfW7x1LhJquF2XEUoyF0jsGUiqmFR3auVNYoOwD24oyyPBpCr8O11167ceNG+XDkyJGGhgbZxDlWD3FEghUPsn7Kzo3aRdu/f7/sgMoW4bLLLpOv8lc+y6ZKXVtqreryo2wgNm/eLH/14wHdLpsqYwsY4BEs2VEbOXKkOiuRw8RlAP0QjjqM5Naz2kd3LM5xdPtXixSqX+ReiHC5TUT6HilaKiBb7VWrVqkNfW6F2ptDkYnIPvT111+fsao+58hQnCXZo5L23DTjADlM03t4t69+dgN27tw5YcIEaWhr2bNOdeUwO27DO86C/RiVPqQsjbLvof+ro6Mj4xEsnbFU+FypLR4Ls30U46ufYOrsA/gvy60htm7dai38zc3N1s4GEoMEK070Da50S+vXr587d273n9fMr371q+q/ah2WzrKqqkpdP+G/W+q2Xd8jX40BfPavbW1tsme2Z8+efCY+ceJEx3NkbozRMxbnMa7P2QwkXH7qKe3e1NSUc6GOzWHwPsLnMXGfirkkl/g4gqUP4PMIVlaj+Eyw3CarkxTz1Vdf7erqks/y1x4Hn3XTh1dHsGREx1mQ1rGfulJD5nYNll3GpS6Hhdk78hmDKQM43pzo8wiWz4Vk7NixS5YsGTZsWLYXpSHiSLCiS/bnZPNhZRWffvppS0uL3n1KPyQrv3UT1saNG2tra/W9n4wbej9bPesONdm+5HNb3KpVq6SeBw8ezHPi0gerc2Tz5s1TGYYbY/SMxXmM67OHCCRcbhOR/Xv5Uba/W7Zskf11dQov20LdmmP+/PlHjhzp7jkN2tra6p2AesyR4zyGuySX9FyD1dHD8Ros6yIkmXEZYPr06erspORzJ06ccJym2yh5Jlhuk9UNGDDAuqdSGv2uu+6yx8Fn3fThZ86cacVn1qxZjrMgiYKkCz/+8Y+tgMhyuHXrVjXkoUOHJOFYu3atdReqfJCvGe8i9F4qHPlcmHVGIxpTyBjM5cuXT5s2zUpAZY5U1mhdgyVj6ddgGWX5X0hk4ZcfjZt4ct57QXTQhNH1zjvvyPausrKytLRUtm7SBer7UqdPn5YdPutc/ieffCKf9WP4gSRY3T2XHns/Y8nxSL7HkPrA2U582bJl1u08s2fP9rhcI9viHKfg8dVD/uFym4hsfK0L/CdPnqw/ZCjbQt2aQ7q6MWPGyFeJsNsjhfzMkePchbskywArVqywlhzrMj5jROnj77vvvooeksiqAVauXCm/OE7fbZSMtfX+6jZZnWTYw4cPl0g2NDRIhmGPg8+66cNLi0vYJUQSKLfDSJJkSPQGDx4sRVuPrdqxY4f67/79+yXhsAo1FlG3Rc57qbAH0P/CrDMa0RgmYzC7e3KsYcOGyTCyguh3/EnCJCuduovQXpb/hUTWPussoTHLbtFAXNCEAJKMjsq/I0eOSDIRdi3Cp661Kg7JVtUD4ZAkbHoAJBkJVkYtLS0dHR2nT592Oy+ZKpJlqgv1imDjxo36kxqQJGx6EIwKJ2FXKrpiEa5YVDKjONa5yFatWjV48ODKykr9QaypJXF47rnnilOWLJwNDQ3WM96QPCRYAAAAASPBAgAACBgJFgAAQMBIsAAAAAJGggUAABAwEiwAAICApSXBsj/zFwAABCjsrj5a0hIOGh4AgMKhnzWkJRw0PAAAhUM/a0hLOGh4AAAKh37WkORwcG4YAIDioJ81pCUcNDwAAIVDP2tISzhoeAAACod+1pCWcOTW8Js3b/73f//3wCsDAEDCkGAZ0hKOHBq+srLSunhr0KBBhagSAACJQYJlSEs4cmh4LpAHAMAn+kpDWsKRbcP37dtXT7Bqa2sLVDEAABKABMuQ5HDk/JiGXr162d8AUFdXV7iqAgAQayRYhrSEI6uG5y1LAABkhV7SEMVwvPnmm5MmTaqoqKiurp47d+7Jkyet3/NJd0iwAAAoHHpJQxTDMXXq1G3btp07d66zs3PhwoWSbFm/59N4uSVY5513np5gdXR05FwBAAASjATLEPVwSJpVXl5ufS5OgjVixAiVUW3YsOGZZ55RXxcsWJBzBQAASDASLEPUw7Flyxb9CFZNTY3kW6NGjVq2bFlW0/HZ8NXV1fohq66urm7tgBYPxAIAwBEJliHS4di3b9/o0aOPHTtm/H7o0KEpU6a0tLQYv7tdO+X/CirHUdTXPn365D9TAAAkDwmWIbrh2LFjx8iRI/fu3ev437Nnz1ZVVfmfmp+Gf+mll/TsSj81aSktLfVfIgAA6UGCZYhoONra2hoaGvbs2eM2QCESrGuuuUZPsNSRM8mrrF/OO+88/yUCAJAeJFiGKIZj1apV9fX1Bw8eNH5vbm4+fPiwfGhvb29sbJw/f77/afpp+NraWsdTivpT3f2XCABAetBFGqIYDrfLp9ra2saMGVPS81D1lpaWzs7OrKaZcZjy8nLHBGv48OEkWAAAeKCLNKQlHI4Nf88993zlK19RZwB1//Zv/6YGu+OOO0iwAADwQBdpSEs47A3fv39/e17leDH7a6+9pv7Fs0YBALAjwTIkORyO5xkV4yntOuNxDF1dXepf999/fxHnAACAeCDBMqQlHFklWDfddJN9dMvQoUOLVWUAAGKDBMuQlnAYDX/8+HF7XnVeD8cUSg1TVlZWrCoDABAbJFiGtITDaHjHA1eSdXmM7naqEQAA0D8a0hIOveF/+9vfOiZYHqP36tWLBAsAADf0j4a0hENv+AULFmSbYNXV1ZFgAQDghv7RkORwuOVPxgNFp0yZMmLEiF//+tcek/qrv/orEiwAANzQPxrSEg694fXsyuf7dp566ikSLAAA3NA/GtISDrcEy+fo7e3tapQzZ84Upo4AAMQVCZYhLeFQDd/R0ZFDgtWtpWV33XVXYeoIAEBckWAZ0hIO1fAXXHCBSpW+973vZTUFS0VFRWHqCABAXJFgGdISDmn4vn37Gpe9L1u2LKspWM4777zC1RMAgDgiwTIkORwlmRw5csT/1PRX6xSuzgAAxBGdoyEt4bBnV9keiOrduzcJFgAAjugcDWkJhz3BkoQpqykMHTpUjXvw4EHvgd96661evXqVlpYeOHAgj1oDABAPJFiGtITDnmC99957WU1BfxRW3759/ReXR60BAIgH+jtDWsJhZFdlZWX5T0R88YtftA+mX62Vw7lIAABihwTLkJZwGIlRVVVVDhMxMie3A1T2YU6dOpX3HAAAEF0kWIa0hMPIeKqrq3OYyCWXXGJPnpqbm73LEuPGjQtiJgAAiCgSLEOSw2FPdJSLL744qGkaZwB/97vfOZYYwPwAABBV9HSGtITDynIqKiqsDy+99FJu03n77bftyVOfPn3UAFdddZVjgvX0008HNCsAAEQOCZYhiuF48803J02aJMlQdXX13LlzT548qf61ePHiqh6tra1ZTdPKch599NGgKllWVuZ4gEr/vV+/fupztk+FAAAgRkiwDFEMx9SpU7dt23bu3LnOzs6FCxdKsmX9vmbNmgkTJnzaY+LEifLV/zStLOc73/lOgPV0fLa7kXVxlhAAkAZ0c4aoh0PSrPLycuuzZFfbt2+3PsuH8ePH+5+OleLccMMNAdbt+uuvV8nThRdeqBdU8udrs3jBDgAgDejmDFEPx5YtW9QRrMrKSsm3rM/yQb76n46V4mT1dueMTpw4oR+g6ujokFxQfT3//PNlmJtvvln90tbWFmDpAABEBwmWIdLh2Ldv3+jRo48dO2Z9NRpPHdlSSjy99dZbXV1dwdbQo7hnn33WGIbLsAAASUWCZYhuOHbs2DFy5Mi9e/eqX/I8ghVw/Xr07dvXLcHSi+YsIQAg2ejjDBENR1tbW0NDw549e/QfjWuw5Kv/CRao4d99913H7Gr16tVqGP0yLB7pDgBIJBIsQxTDsWrVqvr6+oMHDxq/W3cRnjx5Mre7CAOt4/+pra01sivj0aNNTU3qX/379y9QNQAACBEJliGK4fA43dba2przc7CCrub/eeKJJ/Tavvjii/bSOUsIAEgwOjhDWsJRhIa/9NJLhw8ffubMGcfSSbAAAAlGB2dISzjCbfiLLrpIJVg/+MEPQqwJAACFQIJlSHI43M4zFl9HR4fbFVoAACQACZYhLeEIveEjkuoBAFAI9G6GtIQj9IbnnTkAgASjdzOkJRyhN/yMGTNUgnX8+PFwKwMAQLBC72ejJi3hCL3hT506pRKsCy64INzKAAAQrND72ahJSzii0PD6ZVgvv/xy2NUBACAwUehnIyXJ4YjOXYTRrA8AAEGhXzOkJRxRaPgbb7xRT7D+53/+J+waAQAQjCj0s5GSlnBEpOH1ewl79eoVdnUAAAhGRPrZ6EhLOKLT8PpBrK6urrCrAwBAAKLTz0ZEWsIRnYbXD2KVlZWFXR0AAAIQnX42ItISjug0vP68hhLenAMASITo9LMRkeRwRPauPf0gVqQqBgBAbujODGkJR6QafvPmzXqC9dprr4VdIwAA8hKpfjYK0hKOqDX80qVLVYJVU1MTdnUAAMhL1PrZ0KUlHBFseM4SAgASg77MkJZwRLDh9Suxwq4LAAB5oS8zpCUcEWz46upqlWBt2rQp7OoAAJC7CPaz4UpLOCLY8Dt27FAJVp8+fcKuDgAAuYtgPxuuJIcjso9pUCJePQAAfKIjM6QlHNFseC7DAgAkAx2ZIaLhcEw78jkiFc2G79evHwkWACAB6MgMkQ6HPcEKalIRsWzZMpVgLV26NOzqAACQo2j2syGKdDgSn2B1dXWpBKtv375hVwcAgBxFs58NUaTDYU+wampqysvLR40atWzZsnwmFR0qweKtzwCA+IpsPxuWSIfDrbUOHTo0ZcqUlpYW+/AeCl/fXHCdOwAgAejFDJEOh0drnT17tqqqKpBJhatPnz4kWACAuKMXMxQ8HM3NzdYjy2tqaubOnZvVuGlIsBYtWqQSrHfffTfs6gAAkIvI9rNhKWw4Zs6cOX369I6ODvksf6dNmzZnzhz/oxutJbna4cOH5UN7e3tjY+P8+fNznlR06Ne5jxw5MuzqAACQi8j2s2EpbDjKy8s/++wz9VU+V1RU+BnR8fKptra2MWPGyNe6urqWlpbOzk7/NYlyw6vZLCsrC7suAADkIsr9bCgKGw5Jp/Q0SBKsysrKgpboJsoNH/0r8QEA8EYXZihsOBobGydPnnz27NnunqumJk2adNdddxW0RDdRbnhuJAQAxB1dmKHg4Zg3b15VVVVpaWl1dXVWV03lLxaPaRA1NTXRryQAAB7owgxpCUeUG/7qq68mwQIAxBpdmCEt4Yhyw69fv14lWHv27Am7OgAAZC3K/WwoChuOY8eODR48WIJe+mfl5eUFLdFNxBteJVi33HJL2HUBACBrEe9ni6+w4Rg6dOjatWvPnTtX0FL8iHjDqwSruro67LoAAJC1iPezxVfYcEi4o5BddUe+4VWCxSufAQBxFPF+tvgKG46ampqsHgcarLjcRdjNo7AAADFH/2UobDhWrlzZ3Nzc1dVV0FL8iHjDl5WVkWABAOKL/ssQfDhKPXGRu6MhQ4aQYAEA4ov+y5CWcES84ZcuXaoSrDvvvDPs6gAAkJ2I97PFV9hwlJaWFnT6/kW/4bnOHQAQX9HvZ4ussOGorq7+7LPPClqET9FveK5zBwDEF52XobDhWL58eXNz85/+9KeCluJH9Btef+XziRMnwq4OgP9TWlpqrZs/+clPwq4LEFHR72eLrOCnCEO8yD1Gj2kQc+fOVVWtq6sLuzoA/r+qqqp4bUmAsLB2GNISjlg0PJdhAVFTYhN2jYCIYu0wpCUcsWh4NuJApOgn7lk3AW+sHYa0hCMWDd+rVy824kAUOKZWlo8//jjs2gFRRM9lSEs4YtHw/fv3VxvxEF8xBKRc37593bKrEp5UB7iIRT9bTGkJRywa/uGHH+YyLCB0RkZlHM3iHhTAUSz62WJKcjjieOVE7CoMhOj3v//97t27g51mR0eHkV1Zv6tfKioqgi0RSAa6LUNawhGXhtf3lcOuCxBpamU5//zzA5zsT37yE7UOTp48Wf3O0WXAG92WIaLhcEsyFi9eXNWjtbU12wkGV7sCmjJlCgkW4EeBDvfqOzn6pZDs/ADeWDUMkQ6H0Vpr1qyZMGHCpz0mTpwoX3OeVGTt2rVLbcRfeumlsKsDRIXKb6qrq9va2j744AM9werq6gqklMsuu8wtb9PvQXn//fcDKQ5Ikrj0s0UT6XAYrSXZ1fbt263P8mH8+PE5TyrK1Ea8vr7+kh7cUQiUfN7o0aP1r0uWLAm8FONU4PPPP6/+NXDgwECKA5IkRv1scUQ6HEZrVVZWnjt3zvosH+RrzpOKshIbrvlAyrW3t9tXCvuaUlZWlk8pl19+uT61//zP/zQGYJUEPMSony2OSIfDaC3jq/21hvYNrq7g1Q1IrCsPFMKYMWO8126lqqoqtyJmzZqlT+eGG26wD8MqCXhgvTBEOhwlqTyC1bt3b3u38corr4RdLyAcXV1dPrMrS69evXIoxZiI4zB9+vRRA4wYMSK/2QKSJkb9bHFEOhwlntdgydecJxVx9j6DUxJIrdLS0qwSrBxW9i984Qv66FdccYXjYIcOHcozjQMSLF79bBFEOhwlTncRnjx5MsF3EVoC6TOAZNDXAnuyNWTIkG7bKpPV4SXjCJn3g9pZJQE3rBSGiIbDLbdobW1N9nOwLFOnTrUnWC+++GLY9QJCoK8F8+fPN9aL0aNHdzu9m1l+Wbdu3YoVKzLehKu/ZD3jhqK8vJwEC3DESmFISzji2/Bqa96/f/+w6wIU2+OPP65WgUmTJp05c8ZIpL7xjW/IYDt37rTvk1j69OnjMf1t27bpA0+bNs27PhdddJEa+MYbb9y4cWOQcwvEWXz72QJJSzji2/D61v/UqVNhVweFcvTo0bfeekv+hl2RCJk+fbq+/FtPEzUOOD333HNqeMcbREq0d+moA11f//rXjV9K/F3peN111xkTL8B8A7HE6mBIcjiSsR3UZ8H+ZAokhmrlEydOhF2XSDBeuqyvwh57HfopPN2SJUvGjRun/3JeD/0XPVdz88wzzyRjwwIEjtXBkJZwxLfh2ZqnhGri5cuXh12XSHjxxRf1JV+/a2/EiBEea0QOdx2W9Fw+76dW9nOUv/vd7zZs2CDpYGBzDsQTPZQhLeGIb8M/8MADxn42j2xInqNHj6r2/f73vx92dSJBPz+Y1TKvP0zBP//n392msG3btpxmFEiI+PazBZKWcMS64S+88EJjUx52jRCw/fv3q8Z9/PHHw65OJDQ0NOS8wGebXWWVwLlNJM8X9QBxR99kSEs4Yt3w9hexeT+qB7Gze/du1bhTp04NuzqRoB+4zXZcj1zqkksusYZRZxKzPSTs+BrE3OoJJAmrgCEt4Yh7w7MpT7aPPvpIb9wjR46EXaOQfe9738tnadfvNLzhhhvUV7dHtGfF7V5F1kqkHKuAIcnhSNK2z74pf++998KuFALwi1/84qGHHtq0aZPeuJMnTw67XmEyDhHl8FKaVatWqdGPHz8ebPWamprcEizrQRJAOsW9nw1cWsIR94a3b8q51D0B1JlB49lOl112WdhVC439OQsZH8XuaN26dY8++uiuXbsCr6H9+RHKxIkTAy8OiIu497OBS0s44t7w//Iv/1JWVlZRUaFvzcOuVEKoR0fedNNNRS762WefdeynL7300iLXJCL69+9vhGLAgAFhV8qBW4LFbg/SjF7JkJZwJKbh9bMnTU1NYVcnCULMWX/1q1859tPeb3dJMCMOf//3fx92jZw98sgjbpe6h101IDQs/4a0hCMxDa+fnmB3OX/G6Z4iX0Ozdu1ax046h6uOEqCmpkYPwg9/+MOwa+Rl1KhRJFiAjuXfkJZwJKnh2ZoHpa2tzbj4KeO7foP19NNPk2Ap+jGhIjdEDh544AESLEDH8m9ISziS1PD5PB8IOnvv6PN9KUFZtmyZYydd5GpEhJr9WByaPXHihGPb8SpJpBZdkiHJ4UjqnuXtt9+uZmrDhg1hVyfGQj8C8Zd/+ZeOdYhFhhE4NftVVVVh18UXx7Z7+umnw64XEI4k9bOBSEs4ktTw+mVDtbW1YVcnro4fPx5igjVt2jSPB4InaXH1T837yJEjw66LL44N961vfSvsegHhSOeGy0NawpGwhk/5oY5APPLII/ohkyJnNo59c9++ffXPxalJROhvY1y3bl3Y1fHFsRFT+4gNIGH9bP7SEo6ENXzKD3UEQn/hif5s7o6ODv8TkYEHDhzYr1+/t99+2/9YXV1d9o75ueeeO3XqlP7LPffcU15efsEFF8jv2c9fzNxxxx2xW6QdE6zKysqw6wWEI0Yrb3GkJRwJa3j1ntqEzVcx6Wfo9NdpL1++3P9E1GPHszqU2NjYaPTK6qp2xz67JMJPhArK+eefH7tFmkdhAToWfkNawpGwhv/a177G1jxPKoBWbqS+XnPNNTlMJKuGsHfJv/3tb61/DR482C3HymruYkd/XkbYdfFLf6sP9/YCLPyGJIcjwf3Trl271Hz9/Oc/D7s6saQCWF1drX+tr6/PYSI5J1jGv+655x63BKv4b/Ippjiuqrfddpu+FMWu/kCwWPgNaQlH8hpebc3PP//8sOsSSyqAY8aM0b9mdQ2NGiurU4RqLPsDRZ966im3BKt3797+i4gX/fBVjB6yeurUKevAVVlZ2bZt29QsDBo0KOyqASFIXj+bpziFw+hvsh23QLUKS25dOyz65eT3339/t+16moqKCj/TySEtqKurU2Pt2bPH+O/rr7/ulmAl+OppfTavv/76sKuTo5y3TkXwxx5h1wIJF8ElP1xxCkc+jZe8ho/y1jz6Hn74YRW9P/zhD92fv2/AZ1TffffdrBKsqVOnGmmcfRjj3Yi6rM5dxsiDDz6YjIU5snPRp08fq1ay+PXu3VsWdeuoLRCsqC35oYtTOEiwdPpTBsKuS/zob+q1ftGfQWXp7Oz0nsi4ceP896n2BM5tFLcE68tf/nIOcxp9+jz++Mc/Drs6uevfv380V0m3JSqyB79lN2PAgAE1NTVZPTNFp6/O6XzxVCiituSHLk7hkMaTVa68vFx6x2XLlmU7boFqFZYlS5aoLciOHTvCrk7M2O9Z+9KXvmR0Pz/96U+9J5LxcJSyYMECe/fmdtDLrTuMy/PNvUkKpb9M5tlnn/UZw+i78847IzgjBw4ccFui9BQkUs8B0euWcT/Hbs2aNfZ5fPLJJwtRVegiteRHQSzDcejQoSlTprS0tBi/e29EQqlqQalZGzt2bNh1iRn7TfWrV682FphvfvOb+ihnzpw5evSo2tzfcMMN/hcw+wOTvvOd77gN7LYAX3nllXnPd8jUvKi3Deoz6PO6t8h6/PHHo7O1kcXVe3toF5HbCx599FGjYh0dHWoNcjzqdtFFF8nCo15S5DaDXV1dxZ2V1InCkh8pcQ3H2bNns3ojbCIbXm04InuoP7LU9lp16vanq8tWWw1vf5eOffPtUZw+mBR91VVX+RxYN3z48LznO0y//OUvjXDV1NT4DGAsrF27Njrz0tDQ4LYgZSSLaL9+/cKquX1vxPjlww8/1Ie/+eab9bA/88wzbvP1pS99KaR5SosoLPmREtdwkGB1R/ii2uhTcdMfcmFsjq0d+rFjxxq/Syq2adMm++bbrawpU6aoYfw8asHt+eBxT7D007IlPYcl9K9xP3zV/fmn07333ntHjx7N85CJxMSamiwSmzdvzmpcx0VITU0GuPrqq40WyagIj59wvFTRcRbUZ/1yq4MHD+r/Ki8v1yfIjmihldATfV6cwtHc3Hz48GH50N7e3tjYOH/+fP/jJrLheXh0zlTc9NupDhw4cN999+nb8W6njuof//EfHXMgx4JaW1v1Yd5///2MdVPdnvSv3/3ud3/wgx9YX0ePHh3U7IfCo49MzAJszKNjTrxnzx5r3r1vC7UfUv3lL3+Zc01KerINxyH190RlpI94/PhxSbmGDBly//33q9aUJXbDhg3qiK/8rh8J9vbTn/5ULyvb/K/EZaFyq7+jAQMGSE722GOP+awzdH4inCpxCkdbW5t0h9KEdXV1LS0tWV38mMiG1x9KWVtbG3Z14kTFTdIX419lZWXqvx6P/bRzvONJv9nT50KoKiC75t3aiadLL700/xkvvo0bN0qP5d1ZfvGLXwy7msGwz5p9GD8vBTJe+22xsgf5+/HHH3tXY926dca43smc5Fg333yz26FTu5kzZzrOrBv7gdvdu3f/5je/OXHihFv0rKNN/qtkp24e1N9oZL22wY1e3H/8x394Bxl2JUnsZ/ORlnAkteH1DUrOtzSnkAraL37xC+Nf+luHfZ6wsHz00Uf2gvQp9O/f30/dVH9gJViqs4zjRe6PPfZYxrgl6cSNfe68hzly5Ih9gAsvvDBj0IYOHepWB+O5YjlsFiZPnnxeD48K6M+k8ENf+B0PvRuX6G3ZssU+cFb51q9+9StrCsbJaLe5fvHFF/XBkrRYFo1HeNMpLeFIasMXc4ugjqwMGDCgoAUVmn6D1euvv278d/bs2Y7ba7eNu/p9//799rK8735yZCRYzz//vPU1jod5MvaIMsDu3bvDrmZg7Afq1L9WrFhhn33HG/d8LniOFfA5WLa8G9En6y4//Z1ClhtvvLH784uKteQrDzzwwG233bZz5075/LOf/cw7LI4zrv9uHMyzmsz/SX94IGiGJIcjDWvLF77wBX0ePfZr82Sc6rI2SVu3bi1QcXnSN5fWmYL169cvXbrU2pv/13/9V/Vf+4lmx2epWzPruAlWx6j27t1rr4ka0v+bBPv162eNYp32VUewYncNliTijpGUCFdWVkpAfv/734ddx4CptrNvdmSW7dGwBli8ePGMGTPee++9btvJQSsvdxzRfpDJniUE9eSFf/qnf3Ksg160frBWZvaNN96YP3++91hufNZK33v59a9/rVfmv/7rv/Qh/+Iv/iKHajgeX4QH/22XEmkJR4Ib3tiqbtiwIfAi3n//fY/NkP+LWIvDfhTBOCXR0tLivSm3z+OQIUMc/9WtpZ6OR7DUkDU1NT7rP3DgQGuUESNGyNff/OY3Rh3iIoVHBfQ3BFgkYbL+ZX9VgEV/wq1ETL3WRgwbNswa98CBA5dccsl1111n38/xFviTn+xtKnnVoUOH3IZ/6KGHsqpwSR5JoezhfP3rX//ud7/r+N9sq1HCWcLslSR9Bc9WWsKR7IYv9EbB//YoCqd7Mlby6quvVl99TkGyHOtfV155pfpRptOt3UtvvwZLf0z5V7/6VZ/1V3dgSaYlX9944w39a4zoAbz22mvDrk4xfPzxx8aSo5Kkyy67zHvJtHMsws91SDKMpHovvPBCIebRTyV1agXxKeMl/LmR3ZWsqqEiWYjKJJWf5SFV0hKOZDe87N3qG4Vgn8hsHBAyHg5pJ/usAZaeg4wbTX0WHKdg78P0/95+++2VlZWXX3659dXjCJZ+NGLbtm0+66+udZPR5etbb71lffV5jXx0pLOXMpac0tLSb3/727Lj4XjC1INH0DLmWHfffXfhZlC/zfYf/uEf/IzS3t4uq4lxuXpnZ6e95gsWLChczd1uZVUVs7aciXyASHEQLkNawpH4hje2HW+88UYgkz127JixMbJ+/8pXvuJx4/0FF1wQSOk5eO6551Q1LrroIrcaem89Bw8e7Gcwi8qi1H1PSm4PKlPXslgPLmpra7O+6s9EjT79ipwJEyaEXZ3iybjI+eT/QcoLFy6UvEStj0V44019fb0s9tm+ENZuz549F1988XXXXRdIrfzzXjGNJ5Bdc801Ra5efGW1oUuDtIQjDQ1vbKADmaax0yl7osYAbmlWWH3qoEGDVB02bdp05swZ7919x4n84Q9/8B9MdfHy888/r/+u3zWW1SGcr33ta9ZYksXK11deecX6qhKsH/7wh2VlZX379o3mu9XsdwkU6KRPNPl8lEDGp2jqr8RGke3cuVNvC2nT2J2gD4X3pjKFkhwO/31kYhhb8GAn+M4773gMae8w3n777fwrkC2PfdOs7rEyNq8eJapDNY8//rjxi5Lte2D++Z//edWqVVb+9PLLL1sTUa+H0yumPn/5y1/OqogCkSzQ+wRr4k2bNq3E0/jx460hjVuA0xy0CHJslFSd7M4By60hLeFIScMbfVtZWVlQU/OzZfnGN75hbI8K99gIR8Z7A43/2h/Ac/vtt7tNSp9377lQmeWMGTPcjl7k8zwC9fxDK0vzeLFJns2dP8eb+UOvVfHpz6q1U/cVdvdcFL9y5crXXnut27aLEl718f+5XZsftZumQ2Q9lESWW17a5iYt4UhJw3d1dRl9fM7HsYzrkL7//e/7Gct+q04RznRIv37bbbd985vf1Mt1fPOasdHUuzrDjTfeqAbzuAu9+/MP43HcIud5KPHVV19V09m1a5f3w+Ul/ZJk7tixY/mUmDP9on5LNE9iFoH9HeGK2yiymKlh1NFKhGjAgAEFWqkTYMiQIVkt3umUlnCkp+Ht9+bkdlg75ynYM4Cf//znOVTAp3nz5jmu524nKNVxgowz9fLLL99zzz0ZX0nm8YR3P6+Ny8h+4M0P41nYxWGEIlWXXhnOnDnjdpWVx1hqmJUrVxatqsjIcR1/8MEH9WEuv/xy9a/EH+XyuNAw7KpFS1rCkaqG/+ijj4yFPtscy0iSsq2A/ZmKhXtIpuOq7r1/uXfv3gCfIe5YAfWi2fxt3LjRbVvmraqqSrr5oKrhh1GBYhYdQc3NzdkumVdddZUMMHDgQN4rGjWOq/lNN91k/dd+Y4f3W6XjQvaRZs+evWTJEv1H781OWFWNprSEI20NP336dMelf8WKFRnHNTYWkydPzqEC9hxLtlCFeHyD42w+9dRTgRfkptDXdO/fv99xHlW50isX+UTGsGHDjGeO23EMZv369fawpPCKtMTI+DbSgm4Hisz+Fibrd/uDe+RfsrWXXuPhhx+O+1wHLi3hSGHDHzx40HHNz7iJD+o5e25XiVpPH/DjRz/6kezNezwDffv27fbpz5kzJ+c65+D111/XS7/iiisCL8I+j6tXr9YH8DiNGHhlvC8Cs1x66aWBlxtH48ePNyIT4iPikL8XXnghqwfTP/HEE8Wv5O7du9esWVNbWzto0CD7u1b9cOw4Zs6caf+XcX90ITY4sZbkcBS6p4kFx1VFfjx+/Ljj8MbzpvO8jMbt/WuqGlb1pFDH0f1txEz5VDg3hb6JRp/+mDFjHIdpamrKNp+eMWOGZEtWl//ss8/KkPLVeJXb1KlTjen4aYJ33303uLmPN2OPf9OmTWHXCPnyuAIp9GeUGCempT7GzlhGHnMn+8bes1b8+Y24tIQjzQ3vtsLU19fv2rVLH1K/j6kkoIe+GI9F9iYl7tu3zxrxzJkz/kdUo9sfp54A+jNL//qv/9p74PLyciMsEydOtD707t3bGibjwzDdrmzzc/iKZwUZ9OCEXRcEQz0NWPd3f/d33U4r1x//+EdrrMbGxlGjRm3fvr1wFcvzDev+j885ruYs4Ya0hIOG99M15rxaFqgC/iW+U7ei53M2L774Yu9YBRv5Pn366FndK6+8UuhoxMsHH3wwePBg6br+9m//Nuy6IEj6iqBeTtrttK1zvKXU7ejy5s2bjSEz7lZZ7NfaW/QTeadOnbK2APYbcYYOHWqs2jKieteqwfEJLCWp72cNaQkHDS9kR8pxVXHU1NRUiDrIPlywHbzH2p5aGzZsCDzCdpJXjR49WhVqdSGSSYQ440CRVVVVyd7FCy+8YPye8VVIinWRuHW9hCQ9bptH+deDDz7o8ei+9vb2jE9PuPbaa+3/WrNmjfyrpqbG+F2dTLCP4vbi+RL62c9LSzhoeGXgwIF+VvviVMb7WIsH2ZTU1tZaW6UZM2YUp7ZxkdVp2dz43KUGUqsQe5KK/UF3xgBGrpZtZRYsWKCmvGnTJv1fHsfRS+hnPy8t4aDhdR0dHUePHpXkxnGHSX4s8vOT7CoqKtQl8N/61resH/VL5tetWxdqBaMuq42pIrvdkpypExy9e/cePXr0FVdccfz4cX054THWgB/241gBZl36w9LsJyXlx1tuuSW3KV955ZXGjHR2di5dujTjVreEfvbzkhwO+wIHpISfzeiiRYuWLFnys5/9bNSoUd/+9rczTtPqG8iugKzIijZ79mzj4bE/+tGPvO9GPHDgQLfnCQd1JKm1tdX419133239K9tnd4nKysqc57SEfvbz0hIOGh6p8sEHHzg+PGLevHmye7px48YQ6wZAufzyy2WnZciQIcuXL5ddnb59+44YMUIf4NSpU5Ki3XHHHcZrlUVtbW2355MLHe/Frqurs/5rz7ryPHdBP2tISzhoeKRQQ0PDoEGD/vu//zvsigAIhv0Z6/rX999/3z7Kq6++Kima47+CRT9riFk4Fi9eXNWjtbU1qxFpeABAArid3Qv9RUz0s4Y4hWPNmjUTJkz4tMfEiROtm0t9ouEBAAnwN3/zN44JlsdDHIqDftYQp3BIdqWegSsfxo8f739cGh4AkAx33nmnkV0V6MmFWaGfNcQpHJWVlefOnbM+y4esbnag4QEASXL33XffcsstoR+4UuhnDXEKh9F45eXl9gE8FLGmAACkC/2sIU7h4AgWAADRRD9riFM4jGuw5Kv/cWl4AAAKh37WEKdwWHcRnjx5krsIAQCIFPpZQ8zC0draynOwAACIGvpZQ1rCQcMDAFA49LOGtITD+wZDAACQp7C7+mhJUThCafv0FBpWucxsUstNT6FhlcvMJrXcVM1slKUoHOlZ0FO1djGzSS03PYWGVS4zm9RyUzWzUZaicKRnQU/V2sXMJrXc9BQaVrnMbFLLTdXMRlmKwpGeBT1Vaxczm9Ry01NoWOUys0ktN1UzG2UpCgdtn0g0a1LRsklFyyYVLWtIUTho+0SiWZOKlk0qWjapaFlDisJB2ycSzZpUtGxS0bJJRcsaUhQO2j6RaNakomWTipZNKlrWkKJw0PaJRLMmFS2bVLRsUtGyBsIBAAAQMBIsAACAgJFgAQAABIwECwAAIGAkWAAAAAEjwQIAAAgYCRYAAEDAQk6w3nzzzUmTJlVUVFRXV8+dO/fkyZPqX4sXL67q0draqo9S8mfGpPbt2zd58uTKysr6+vr169e7leg2ultxfkb3mIt0SkyzTpw40ZqLpqamTz75xHuu0yAZLWs5ffr0sGHDeHKPJRktW/J53rOcEsloWf+lR0rIi+DUqVO3bdt27ty5zs7OhQsXynJg/b5mzZoJEyZ82kM6OflqjGhE/+DBg8OHD9+yZYtMShag++67z7tcY/SMxXmP7jYXqZWMZr311lu3bt3a1dUlpa9cuXLcuHHeo6dBMlrWsmjRouXLl9MNW5LRsrSmXTJaNtvSIyJCi6MErry83PosLbF9+3brs3wYP368MbAR/ebm5qxSWmP0jMV5j67T5wLdSWlWIbuA/muSBrFu2UOHDsn2WrJnumS7+LYsrektvi2bbekREaHFUZJTlVxXVlbKomB9lg/y1RjYiH5NTc3q1auHDh0qveCsWbNOnz7tXZYxesbivEd3mwt0J6JZZdwnn3xSdgS9R0+bWLfstGnTNm3a5PgvxLdl5atUQHKIUaNGLVu2zHvcFIpvy2ZbekREZeOyb9++0aNHHzt2zPpqBNd+TMi+Xs2bN++zzz7r7Oy8995758yZ412c935PxkNQbhtlYy6QgGa1rgYYPHjw4cOHvUdPlVi37I4dO66//nrHfyHWLascOnRoypQpLS0t3qOnSqxbNtvSIyISGxfZ3o0cOXLv3r3ql2yTaxlA4m59ljZQZ3PcLpfzmVz7HN1tLlIuGc1qjbtixQrVJSPuLTtmzJgPP/zQ8V8pF/eW1Z09e7aqqsrtv2kT95Z1Kz3iwt+4tLW1NTQ07NmzR//ROF8rX42xjOhPnDhRj362hx8zFuc9uttcpFkymlXHpXWWBLRsiY336CmRgJbVkWApCWjZbEuPiJC3LKtWraqvrz948KDxu3XHwcmTJ33e4LB+/fp77723s8e8efOampq8yzVGz1ic9+huc5FayWjW+fPnHzlypLtnS93a2ppxi5AGyWhZn/9KlWS0bHNzs3Uqv729vbGxUVZh79HTIBktm23pERHyxsVjV1K6NO9HdBjDL1u2bMCAARUVFbNnz/a4Ai7b4vyMzg6xIRnNKrt9Y8aMka9SAR5vZklGyxoD+JnxxEtGy6p1tq6urqWlRR3zSLNktKz/0iOFjQsAAEDASLAAAAACRoIFAAAQMBIsAACAgJFgAQAABIwECwAAIGAkWAAAAAEjwQIAAAgYCRYAAEDASLAAAAACRoIFAAAQMBIsAACAgJFgAQAABIwECwAAIGAkWAAAAAEjwQIAAAgYCRYAAEDASLAAAAACRoIFAAAQMBIsAACAgJFgAQAABIwECwAAIGAkWAAAAAEjwQIAAAgYCRYAAEDASLAAAAACRoIFAAAQMBIsAACAgJFgAQAABIwECwAAIGAkWAAAAAEjwQIAAAgYCRYAAEDASLAAAAACRoIFAAAQMBIsAACAgJFgAQAABIwECwAAIGAkWAAAAAH7fwuF/bAuKkwUAAAAAElFTkSuQmCC)
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