Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit390-11-20030109_112200_20030109_160700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/09 |
Start Time | | 2003/01/09 11:22 |
End Time | | 2003/01/09 16:05 |
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 | | 15.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.42 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 176.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit390-11-20030109_112200_20030109_160700-constBx0 |
Minimum Dst Value | | 0 |
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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMTo1MjowOCBFU1QgMjAxOAyuxUwAAAHNdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzOTAtMTEtMjAwMzAxMDlfMTEyMjAwXzIwMDMwMTA5XzE2MDcwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTEgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDMtMDEtMDlUMTE6MjI6MDAuMDAwWiIsICJtYXgiOiIyMDAzLTAxLTA5VDE2OjA1OjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6My40NzgyMDQ5OTk1LCAibWF4IjoxMC44MDE4OTUwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjQ4LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19BeHr7QAAAARnQU1BAACvyDcFiukAADT1SURBVHic7d19dFT1nfhxSEII4cEEBggxQCjghm5EtOgGEzXQQMHGgjSlkSeD4AMaKutGiSVA2IKyLniiRcUSWDgnlkg5mlOD5bjZZj1oUzeWYLMlItqIsRsk6qixHSRKfp+Te373TOfhZjK5M3Pnft+vP3Jubu7c+/1+P3Pn87kPuTOgGwAAAKYaEOkGAAAA2A0FFgAAgMkosAAAAExGgQUAAGAyCiwAAACTUWABAACYjAILAADAZBRYAAAAJqPAAgAAMBkFFgAAgMkosAAAAExGgQUAAGAyCiwAAACTUWABAACYjAILAADAZBRYAAAAJqPAAgAAMBkFFgAAgMkosAAAAExGgQUAAGAyCiwAAACTUWABAACYjAILAADAZBRYAAAAJqPAAgAAMBkFFgAAgMkosAAAAExGgQUAAGAyCiwAAACTUWABAACYzJ4F1oAB9uwXAIRUKD48f/e7302dOrXXNYdi0+QCRJA933z+dip2NgAwEIoPyZycnBdeeCEim+Yz30QMZl/Zc7z6eqh09OjRG2+8cfDgwePGjbv99tvPnTunzXc6nStXrhw5cqTD4diyZYu+/KVLlx566KGkpKTk5OTS0lL51WBDmgDnu/vNb34zZ86chIQEadXq1as//vhj4637m++vdwa98Nk8f8v7GyVTxsTfIJg1OD6pNvInT56cN2/e0KFDU1NT9+3bZ7zRAX9vxIgRJo58KHj0V2/5wIEDx44dW1hY2NbWZvDyINrf3t5+7733pqenDxo0SF41f/58eSf4bIzHTJn49re/7b4JmZ42bZr7AvqfWlpaFi9eLNGPj4+fOXPmr371K23+Z599Ju2cOnXqkCFDZOsLFy6sq6vrtc3ejQl6AW/yJrlw4UL/Nx2EUNcEBrEWzc3NCxYsGNZDJv74xz+6N8yDNr9P4Qs6v4SzVFK5LLNnz/v6GTF79mw5wJJ09cUXX2zdulWSqza/qKhIPn/P9ViyZMn+/fu1+Xv27Lnmmmv+3EMm9u7dG1x7jNs5d+7cl19+ubOz86OPPrr77ru///3vG2/d33x/veu1Fx7N87e8v1EyZUz8DYJZg+OTUiN/+vTp8ePHV1VVffrpp2fPnr3tttsCH7HHH3+8pKQkuMEJG+8CS5v45ptv/vKXv/zLv/xLTk6Owcv72v4PP/xw4sSJstpTp0797W9/k+r8pZde+t73vuezMR4zZUJKpV//+tf6n1588UWZ411gvfPOO1Id7ty5U0Imtcvvf//7H/7wh9qfZFt33nmnLPDVV1+dP3/++eefv+mmm4zb7LMxQS8Q9EuirsAyjvWZM2dGjx69a9eu9h6ys8ivMtO4YUGEL4j8QoEVHlHWc/kouf/++8f2kAn9qEhCKG/ftLQ0OSrVfv23f/u3MWPGyOHdfffdJ+9UfbHuvz908N6EpNXExERtetSoUZJitWnJYfoH8axZsyQBa9MykZ2dbdzs4Aosd5Khhw4darz1QFrl3rtel/donr/l/Y2SsSDGxH0Q/M3vz+D0ulFbjrxUVLt37/ZerNdGym41adIkyTHGywc48l1dXZs2bZowYUJSUpLUDdpMg/39mWeekdyWkJCQlZXV3NyszZdj/auvvlpmyp+0Ssh7Z/fo/meffTZkyBCZuOeee9wr1H379skc4/b7fK/ecccdDz/8sM8++nuJe9sOHz7svgnp3a9+9Svvxi9dunTbtm0+NyHdkU75a4D7Rg0+JLv9DL7xh2dfX+L9ue0zrP7eBu7kOEFKTOnLiBEjbr311o6OjkC6Y7xReQPICmV5GaggYr1s2TKP88qbN29evny5R8M8BBg+d339LPW5U7gHotfBlIOTn/3sZ+np6cnJyatWrfryyy+1+d57sfe2AkniN9xww6FDh/QGy1HEuHHj+josVhBlBZYELy8vr63H7Nmz5f2qzZfYLFy4UI5H9V9lsQ97yER5ebk+32PCg7xRHn30Uf2MhSQwOYbQpiWTyZtGm5a3nf6ekwX0+f70v8CqqanJzc013nqvrfLoXa/LezTP3/L+RslYEGPiPgj+5gc9OIFs1JYjLx9zslvJ55d8nq5cudLpdAbYSKlg5LO110YGOPJSLsg4v/vuu59++un69eu1mQb7+6JFi1pbW2Vgt27dqlck0osjR47IR7Z8Iq9evdpnf92TRHt7+4YNG7QzBFJh3Hjjjc8//7xMV1dXy/TFixeN2+/zvSptkPzks4/+XuL+uSStmjp16uuvvy6/1tfXy7TM8f7gkqi99957PjexYMGCJUuWvPbaa3/729/8NaM7gA9Jg8H3t86+vsT7c9tnWP2t1t306dN/+9vfSpclDRcXF69Zsybw7vjcaFlZmYzkX3rMmzcviFhLjOT97D5Hfk1JSTEekwDD567/Z7A8AtHrYO7ateu73/3un//8Z9lbpWR84IEHtPk+92KPbQWSxI8dOzZt2jR552t/kn15x44dAY6GpURZgfWtb33rT3/6kzYthxqTJ0/WpiU277//vr6Y/Kov9r//+7/ui3lMuNOqbDmk08/irlixQo5CPuohh4xxcXHa/JiYGO3DV8hEbGyscbP7WWCdOHFi0qRJ+p7sb+vGrfLuXa+98Giev+X9jZKxvo6JxyD4mx/c4PijwsjL2uQjUltJYWFhUVFRII2Uz74rrrji1KlTvTYywJGfMmWKfvJAZ7C/S22kTf/1r3/VTkGJ8ePHP/nkkx988IFBfwf8PTkEl48I7U/nzp2TcJeWlspP/Ya5vr5zJAruqdH7VIH3Szz++uyzz/7gBz/o7rla9Itf/MJ7AW0rLpfLZwM+//xzyWFXXXVVQkKCDGBJSYnPQ/9ePyQNBt9f3/v6Eu/PbZ9h9bdaf2QE0tLSAu+Ov422tLRo0/JCn10wjrW8VTxiJAvrO+kAL3rjAwmfO1MKLPdAuPM5mBkZGW+//bY2LXvKxIkTtWmfe7HHtgJM4tdee+1zzz3X3XM1XBogofHXFyuLsgJL3nP6W1Ym5FdtWmLjcaewv8U8JjzIm2nLli033HCD9usnn3wieUs+guVYZPv27frBh7+DWo9dxb09Pjfn76PffaYcxU6YMOGNN97Q5wR9qsCjd2adR/E3Ssb69KHgPQj+5pt4BkuRkZeVu58GczgcgTSyurr6lltuCaSRAe4s7ru2zmB/99mjP/zhD4sWLRo1atTUqVP163r+Ftbas3HjRv3euO6eiziygH6Nstdx8CZR8D4M0Dc6aNAgjytc0i+p4dwXkwXGjRv3y1/+Un7qV9k81mNwBksnH4lSOd1+++36qVOPJhmPbYCD766vL/H+3Pb4q/Fq3TU2NkocZV/Q3lR6HdzX7rgvr0dKlvfZBeNYyzFVEGewdN7h62d+MfiTRyB6HUwpQ91LQ/0N7HMv9thWgEm8pqbmH/7hH77++uvbbrtNjpr8dcTioqzACvAIyf3gTCa8F9OuNPskudDnjT5PPfWUJDNtOmz3YEkaS01NffPNN91n9udmF/femXUnkDv3UTIW+Jj4HAR/8826B0udkc/JyXG/kUsvsIw3OmPGjNdeey2QRgY48lIS9ekMlkGP5GO6trZWz2QeO7vHwl988YV+0uLkyZNyrPzCCy9cfvnl+unGvr5zJCOWlpZ6zNQ3Om3atN///vfuf2poaEhPT/dY7NFHH42Li9Mvi3gXWBLrRx55xLglGqfTOXz4cO/5vX5I+ht8gw/PIM5gBfJrIGewZObBgwflkENSsvz0HrG+vpcCOYNlHGupDLzvwVq2bJnP7frjL3w+txjg/O7edopeB1NKn9bWVu/V+tyLPbYVYCBkL77yyisffPBB2Tv0GwSjTpQVWHK4qV++lRK7rKxMm++9k8ybN0+7vUAmvG8FGD16tPvVjRUrVsivFy9e/OCDD4qLi/UjBtkZZEPyFj906ND48eP1k6LPPPNMGP6LcNeuXRMmTNB3cp2/rfub7693vfbCo3n+lvc3SsYCHBN/g2DW4Pik1Mjv27dPv85YWFio31Zl0MijR49ef/31/RwcD9u3b8/NzX3vvffc794IfH/XJqT98tktH8dSYEl9rM302NndX/vxxx9v2rQpKyuru+c+OflAf/XVV2X617/+9dVXX61d/TFov8/38Pvvvy+b1v+zTLrz0ksv6UtKHSxb+e///u/Pe9TX12dmZj722GMGK3Sfr0+88847UkE+/vjjMjIXLlx444039P8ivOmmm55//nmpleWNJ22+++67FyxY4HOdxh+S/gbfYzzdBRgvfwPo71d/q3Uno/Hiiy/KUMhbSIbCe8T6+l6S5fV7sL73ve8FEWvZH+VwRWKk/xeh/Kqf8fI3JgGGz2Dcep3fbbhTdAcwmBUVFTKYsgbZ1/74xz/++Mc/1ub73Is9thX4m0SOcmVmZWVlgJ2yoGhqa3fPGcV169Zp/4AgE/qZRu+dRPsHmeTk5LVr17r/n4I2IRk0KSlJ//Xw4cPTp0+Pj4+XLCVvaKnZtfmSe2T/SUxMnDt37okTJ/T1S3EtlXVSjw0bNgTyHCyPU7v+5hu8VnR2dhps3d98f70z6IXP5vlb3t8omTIm/gbBrMFh5Lt7Dqzlo192FqkI9ZvcDRqZk5NTU1PjsfJ+jrykk5/+9KdpaWnSDElF2szA93dtQgpNObZOSEiQ8ui3v/2tNtNjZ3cfgZEjR/7gBz/QruOsXLlSu+FJI23Qak3jYPnsy9mzZ++44w4JTVxc3KhRo2699dbf/e53+mj8x3/8x8yZMy/rIRMHDx7sdYUDvDKckKQla5ZWyRvs2muv1Z+D9V//9V8yX4ZRxmHSpEn33Xef/sbzWKfxh6S/wfcYT3cBxstff/396m+17qTol9APGjRIDo2efPJJ7xHr63tJFrjrrrtkcGSI/vVf/1XW7LMLBrEWb7311vz584f2kCrt5MmT7hvyuT8GGD6fK+l1vs57p+jTYH7zzTcyPyMjY/DgwXLAoH8a+NyLPbYV+JtE3tJTp07t6ury6LK/0bCgaGorAMAU0ZWoIkvqJKl1It2KCPv6668D/Dcas9xyyy2//OUvw7lF07GPAYByKLB6tX79+vb29vfff/+73/3uP//zP0e6ORHW2Nio/7dgqH3zzTfPPvvslVdeqT+pIUqxjyEkvE+AW/ADPSoa2Ve27BRMx7uiVxUVFWlpaWPGjLnzzjuj9DEBJho2bNjTTz8dnm3JmzM9PV1KuvBsLnTYxwAAAExGgQUAAGAyCiwAAACTUWABAACYjAILAADAZBRYAAAAJlOlwPL5v+sAACDMIl0RhImd+6lmRAEAsCx10rEy/VQmogAAWJY66djO/eQMFgAAlqJOOlamn8pEFAAAy1InHSvTT2UiCgCAZamTju3cTy4RAgBgKeqkY2X6qUxEAQCwLHXSsTL9VCaiAABYjcvlOnnyZElJiTrp2M795BIhAADhJ+XUokWLJk+evGzZsry8vLS0NAXTsTL9VCaiAABEUHt7+6233upxjiMuLi41NZUCyyY4gwUAQNhIabV+/fqEhATJuQMHDhwyZMhDDz107NixM2fOaAvU1taqk46V6acyEQUAIMzcS6u4uLiioiIpqrq6uryXVCcdK9NPZSIKAEDY+CytDJZXJx3buZ9cIgQAIET6Wlpp1EnHyvRTmYgCABBS//M//5OZmTlo0KA+lVYaddKxMv1UJqIAAISI0+ksKyuLjY3VLg396Ec/Cry00qiTju3cTy4RAgBgiq6uroqKCofDoWfVyy+/3Odt7MbUSccW6qfPSujSpUsPPfRQUlJScnJyaWmp/Br0ys1oIwAAyqmurp4yZYqWo3NzcxsaGs6cOeNyuYJYlTrp2HL99Bj6PXv2XHPNNX/uIRN79+7t06o4gwUAQNDq6+tnzpyppdGMjIyampp+rlCddGy5fnoM/axZs15++WVtWiays7NNWS0AAPDH5XI1Nzfn5+drpVVKSkplZWUQFwS9qZOOLddPj6EfMWJER0eHNn3+/PmkpCRTVgsAAHySuio2NjYmJkZSp6Td8vLy4K4G+qROOrZcPz2GXgJ88eJFbVomJOTGrzUQwkYDAGALlZWVWtIcOHBgcXFxe3u7uetXJx1brp+cwQIAIPxaWlpyc3O16io5OfngwYOh2Io66dhy/eQeLAAAwqmrq2vbtm3aM9kdDkd1dXXotqVOOrZcPz2G/plnnvH3X4S9BolLhAAAGGtoaMjMzNQSZVFRkdPpDOnm1EnHFuqnz3ro0qVLDz74YFKPDRs2uD8Hq09BUieiAAAEorOzs7i4OC4uTlLklClT6uvrw7BRddKxnfvJGSwAADx09aitrU1LSxvQ82WCpaWlJv6foDF10rEy/VQmogAA+NPc3DxmzJghQ4Zopx6ysrKamprC2QB10rEy/VQmogAA+LNmzRqttEpISKioqDDl2aF9ok46tnM/uUQIAICmo6OjoKBAS4ipqalvvfVWRJqhTjpWpp/KRBQAAA9HjhxxOBwDep7MfuDAgQi2RJ10rEw/lYkoAAA69xNX+fn5bW1tkW2POunYzv3kEiEAQGXWOXGlUycdK9NPZSIKAIDVTlzp1EnHdu4nZ7AAAAqy4IkrnTrpWJl+KhNRAICy6urqJkyYYMETVzp10rEy/VQmogAABTmdzrKyspiYGMl3AwcOdP/qXktRJx3buZ9cIgQA2F5XV1dFRYV2TVBz7bXXRrpRfqmTjpXppzIRBQCoo7q6esqUKVpdlZub29DQ0NLSEv7nswdOnXSsTD+ViSgAQAX19fUzZ87USquMjIyamppItygg6qRjO/eTS4QAAPtpbm7Oz8/XUltKSkplZaWVT1l5UCcdK9NPZSIKALCrH/3oR8nJybGxsdojGMrLy10uV6Qb1TfqpGM795MzWAAA23j99de1dBYTE1NcXNze3h7pFgVDnXSsTD+ViSgAwH46OztzcnIkl8XFxVVVVUW6OcFTJx1bvZ9Op3PlypUjR450OBxbtmwJej3qRBQAYDNdXV3a996kpKRY8NmhfaJOOrZ6P4uKigoLC8/1WLJkyf79+wN/LZcIAQA2sHz5cq26amlpiXRb+kuddGz1fo4aNeqjjz7SpqXGysnJCW496kQUAGAn69evlxQ2bNiw48ePR7otJlAnHVu9n1JgnT9/XpuWSispKSm49agTUQCAbezYsUO776q+vj7SbTGHOunY6v1csWLFsmXLPuqxdOlSeZMZLDzAUNjaDABA/+3evVurro4cORLptphGnXRs9X5+8sknUlclJyePHTt2+/btKSkpwa1HnYgCAGxAiioprSR57dmzJ9JtMZM66Tia+vnUU09JsRX48pzBAgBEo7q6Oq262rlzZ6TbYjJ10rHV+7ls2bK2tjan03no0KHx48e//fbb+p/6FCR1IgoAiGrHjx8fNmyYpK3169dHui3mUycdW72f+/btS01NTUxMnDt37okTJ9z/RIEFALCZlpYWh8MhOauoqCjSbQkJddKxnfvJJUIAQBRpbW1NSUmRhFVQUBBF39/cJ+qkY2X6qUxEAQDRqK6uLj4+XrJVdnZ21H2Fc+DUScfK9FOZiAIAotGkSZO06y2vvPJKpNsSQuqkYzv3k0uEAICoUFVVJXkqJibmxhtvtPHpq24KLPtRJ6IAgOjS0dGh3dh+4MCBSLcl5NRJx3buJ2ewAADWV1hYKEkqLy8v0g0JB3XSsTL9VCaiAIAoUltbq32Xc2tra6TbEg7qpGNl+qlMRAEA0cLpdKalpUmGqqioiHRbwkSddGznfnKJEABgZcXFxZKesrKy7PrUK2/qpGNl+qlMRAEAUaG+vl5yU1xcXEtLS6TbEj7qpGNl+qlMRAEA1udyuTIyMiQ3lZeXR7otYaVOOrZzP7lECACwppKSEklMmZmZ6lwc1KiTjpXppzIRBQBYXFNTU1yPhoaGSLcl3NRJx3buJ2ewAABW09XVNWPGDMlKJSUlkW5LBKiTjpXppzIRBQBY2Y4dOyQlpaend3Z2RrotEaBOOlamn8pEFABgWS0tLQkJCZKS6uvrI92WyFAnHdu5n1wiBABYSk5OjuSjoqKiSDckYtRJx1bv53vvvZefn5/UQybk1+DWo05EAQDWtHv3bklGaWlpTqcz0m2JGHXSsdX7OWvWrI0bNzp7PPzww/JrcOtRJ6IAAAt69tlnY2NjJRkdOXIk0m2JJHXSsdX7mZiY+MUXX2jTn3/+ufwa+Gu5RAgAsIj4+HjtS50j3ZAIUycdW72fBQUFmzdv/uyzz5xOZ1lZmfwa3HrUiSgAwGqqqqq0Q/377rsv0m2JMHXSsdX7+eGHH06cOFF7X8rEX/7yF4OFBxgKW5sBANB1dHQ4HA5JQ08//XSk2xJ56qRjq/czLy/v4Ycf1u/Bkl+DW486EQUAWEphYaHkoKDzl82ok46t3s8hQ4YEfQ+WO3UiCgCwjtraWu3Wq9bW1ki3xRLUScdW7+esWbPKysq0M1g//elPs7Oz9T/1GiQuEQIAIkgyV1pamiSgioqKSLfFKtRJx1bv5zvvvDN//vzLeixYsODdd9/V/9SnIKkTUQCARRQXF0v2ycrK6urqinRbrEKddKxMP5WJKADACurr6yX1xMXFtbS0RLotFqJOOrZzP7lECACICJfLlZGRIamnvLw80m2xFnXSsTL9VCaiAICIKykpkbyTmZnJxUEP6qRjZfqpTEQBAJHV1NQU16OhoSHSbbEcddKxnfvJJUIAQJh1dXXNmDFDkk5JSUmk22JF6qRjZfqpTEQBABG0Y8cOyTjp6emdnZ2RbosVqZOO7dxPzmABAMKppaUlISFBMk59fX2k22JR6qRjZfqpTEQBAJGSk5Mj6aaoqCjSDbEuddKxMv1UJqIAgPDr6OjYunWr5Jq0tDSn0xnp5liXOunYzv3kEiEAIAxaW1sHDx6s5ZojR45EujmWpk46Nr+fLperrKxs8uTJCQkJ8nPz5s0XLlwwfSt9pU5EAQBhduzYMa26mj59eqTbYnXqpGPz+7lu3bo5c+Y0NzdLpSU/Z8+eff/995u+lb5SJ6IAgDDTvhVn0KBB7l+YC5/UScfm93Ps2LFtbW36rzItc0zfSiC4RAgACDX9wVfbtm2LdFuigDrp2M4Fljt1IgoACKfKykrtwVculyvSbYkC6qTjkFwizMvL+9Of/iRvNfkp05G6RMgZLABASDmdzpSUFEkx1dXVkW5LdFAnHYfkJveNGzd+61vfSkhIkJ+bNm3iJncAgC2VlpZKfsnJyYl0Q6KGOulYmX4qE1EAQHicOXNGe257Y2NjpNsSNdRJx3buJ5cIAQChU1BQwHPb+0qddGx+P5ubm7Ozs4cMGWJKceNRJI0YMSLo9QTdBgAAPGiPZhg2bFh7e3uk2xJN1EnH5vczKytr69atf/3rX01f8+OPP15SUhLca9WJKAAg1Hg0Q9DUScfm9zMhIeHLL780fbVfffXVpEmTPvzww8BfwiVCAEAo8GiGoKmTjs3v58SJE1tbW01f7d69e1etWhX0y9WJKAAgpHg0Q3+ok47N7+fTTz+9aNEic69Jf/PNN1dcccWpU6eMFxtgyMT2AACUxaMZ+kOddGxOP40rm/6Pphwl3HLLLf1sYT/bAAAAj2boJ3XScXT0c8aMGa+99lp/1qBORAEAocOjGfpJnXRsfj8HDhxo7gqPHj16/fXXe8/vNUhcIgQAmIhHM/SfOunY/H5efvnl//d//2fiCnNycmpqarzn9ylI6kQUABAKPJrBFOqkY/P7+fjjjy9evPj999+/dOmS6SsPmjoRBQCEAo9mMIU66dj8flrnP/is0AYAgA3waAazqJOOlemnMhEFAJiORzOYRZ10bOd+cgYLANB/u3fvHjhwII9mMIU66ViZfioTUQCAidrb24cPH64dqPPPg/2nTjpWpp/KRBQAYBapqDIyMiSDJCQk3HfffZFujh2ok47t3E8uEQLQdHV1RboJiD56dSU/OXdlFnXSsTL9VCaiADxkZ2cnJCRs2bKlo6Mj0m1B1KC6ChF10rEy/VQmogB0tbW1eXl57meyU1JS8vPzS0pKqqurm5ubObMFn6iuQkeddGznfnKJEFBTR0fHzp0709PTtX0/Li7O4XD84z/+47Bhwzw+FhISEmbMmLFixYo77rjj7bffjnTDYQlUVyGlTjpWpp/KRBRQWWNjY1FRkZRNWv0kNZZUWu5XBs+cOVNTU1NeXr5o0aIpU6a4F1uxsbF1dXURbDysgOoq1NRJx3buJ2ewAEW4XK4DBw7MnDlT39/z8/Nra2t7fWFnZ2dDQ8N3vvMd/YXFxcUy0/QWdnV1vfrqqz/5yU9ef/1101cOs1BdhYE66ViZfioTUahJ8ndra2tjY2NdXd22bdtWrFhRVlZW7se99947Y8aMwsJCfwts3rx58eLFS5cuPXjwYH19fUtLi/ft4bLFM2fOhKFrPrciya+5uVna9uijj6akpMTHx2vlkcPhKCkpkaHo0yakd08++eQDDzygnfpKT0+XNZvSeGnJnj17CgoKkpKStBYOHDjw3XffNWXlMBfVVXiok46V6acyEUW0a2pq8p6p1xM///nPs7Ozc3Nzi4qK8vPzc3JypBrwvrUoRGRbM2fOnD9/vmx9/PjxMuf666/3V6XJMiNHjpw+fbpBGSeZLDU1VQo+f8vIy2UrV1xxhawtLy9P6sK0tDSfbZs6deqBAwf6+S28UkpmZWVpKwz6VJa8qqam5p577vG4BCmjoU1cd911oThJhv6gugqbAcqkYzv30+PzN9LNgeq6urr279+/evVqKSz81RPf/va3tY/4XusJn9WPLC/lV2xsrHHpI2XZgJ7/pzOojbR13nTTTVLMSaGgn4CxCIfDIaMkbZMqc8SIEdOmTTOrZJEw7dy5s6+nsuRVP/7xj+VVMlZxcXF6O2XcCgoK9uzZ09raKsXfY489NmrUqAE9X2kXXIP/8z//c86cOf/+7//OIyfMIuVUSUnJZZddNoDqKiwGKJOOlemnMhGFpUjebWho2LFjx/z58xMTE/tfT8yePTsmJiY+Pv6JJ56oqamR9C+Z2+l0um+0qampsrLSOH/3+oSCxsZGablHX2RbMrO2tvbAgQOFhYXTp0+/6667DKo0KX2kZPS3QFlZ2YQJE2QZ45XIVlatWiVbPHbsmLSqr5f/ghPgqSzvK4ADev5pUeonabyMlfcgy5qltA2uxpLI6hdDB/DIiYBJmPSyScpcGUZ5O61fv16OYWTP0sdz+PDhVFdhoE46VqafykQUEedeVPm8eHfzzTcb1BMzZsxYvXq1QT3R1tbGBaYw8DiV9dJLL2knjfxdARw1apSUWRs2bOg1OsHVWEeOHNHfTrIhg0dOLFy48LHHHutv/+3i0KFDMjhyWLJgwYLMzEz384v6YGoHP1KqRrqxSlAnHdu5nx57UaSbAzvT/kds+fLlN9xwg0fmk5wnx8qSkp1Op9RM/b9PCOHkfiorNjZWounvCmBfV9unGkuKb22LUoK/+eab2skqg0dOiNmzZx8/fjy4XkcvCURtba1UxjJQM2fO9HmEI2WWRE0OgWRJOVzp7tl/JSKRbrsq1EnHUdDPkydPzps3b+jQoampqfv27QtuJepEFOHk8wqRR1EV6TaivyT7rly5Ug+u8RXAwAVYY8mfpH7StltRUWGwQu2RE3fddZdHMSFvURuf8pRADB8+/KqrrvJXTo0dO1aqTxnkX/ziF42NjRzeRJw66djq/Tx9+vT48eOrqqo+/fTTs2fP3nbbbYG/ljNYCAV/V4i0Gis+Pp5/wrcfycp33HFHVlbWc889Z2Kx0muNJRW8VEjauyvwh6BKGXH8+PGysjJt5drLi4uL7XSSpqOjQ8pN9yefaaTL8+fPl8MbKSul3OQIx4LUScdW76dUVLt37+7/etSJKMylPx9h7dq1kuquvvpqf1eI5KNc+0yPdJMRTQxqLHnXabdgZ2RkBPfIsa6ururqau2fRjV5eXlHjhyJ3tvhpdKVHuXn5+u7YWJi4tChQxcuXEg5FS3UScdW7+fYsWM3bdo0bty4kSNHrly5Muj9R52IIgjvvvvuww8/vHr16tLS0l6fj2DWFSJA47PGkmJdqyGkmOj/OTM5SLjnnnv0K2gjRoyYMGFCRUVFqJ/1YMq/fGp7mZSba9as0bsgg7No0SIpFrnkF3XUScdW72dsbOzy5cs/6lFYWCjJz2Bhn+mQS4TwEMhtsDr9+QjauYQlS5bY+HYWRIpeY82aNesPf/iDVBLa26+srMzEIl4OUHfv3j116lSPa2rmPutBP+l7zTXXyPrXrl0b9KqkMVdddVVCQsLo0aP1BmdlZUkveAxY9FInHVu9n3Kkdf78eW1aaixJcsGtR52IwtvRo0evvfbaOXPm+CunkpOTtYnbb7/d4PkI4XkCE9QkNdaYMWP096S8UauqqkK0Ldkd5Nh18uTJ/p71sHjx4uuuu87gy5Sk8pMFZMn777/f+KTvoEGDampqgmiky+X6yU9+oq8nPT1dNhqeb2dCSKmTjq3ez5ycHKmrtOlz585RYKFPmpqaJEkMHDjQ45Dd+zbYYz0i3V4o7cUXX9TeosOHD5cSP6Tb0s9UGT/rIQj6Sd+bbrpJP3QpKCjQHogQoNraWr0xI0eOPHjwYGiGARGgTjq2ej/37du3bNky/RLhqlWr9D/1GiSP3T7ELYW1yAe0fMRroY+JiZGf8nnNbbCwuG3bti1cuPCtt96KVAO0Zz3IEciAnv/h8Pe1Tg888EBiYmJ8fPzatWsNTvpKGbd7927tPJmsTQ5pem1AS0uLtvUBPXf3B/6/k4gW6qTjKOin7OFySCRHQitWrHDPjn0KkjoRVZzL5ZKPe+0/27XP9JKSkvb2dvnU5oZ0IHBNTU3G94/LXwM8XGlra8vPz9d2yZycHH9Pi5C1yd6q3dove25FRQX7rC2pk47t3E/OYKnD2WPHjh36g3/S0tLkA5rzVYBFHDlyRNs9ExISysvLPYqnyspK7a9SYK1Zs4Z72G1MnXSsTD+Viahq5DB64sSJ8qGsfWfcgJ6nqFdVVXHsC1iNHPDo/yCZkZHR0NDQ2tr66quv6s8LzcnJCfXNZ4g4ddKxMv1UJqIqcP82Ze1bWjXyK3dsABZXX18v1ZW2z+r/gJKWlha6/5qEpaiTju3cTy4R2sOZM2fkwNe9qPL43/KUlJQrrrjixRdfjHRLAQTE5XKVlZVp/30i7rzzTh4vpw510rEy/VQmonYiRdUjjzwisYuNjR06dKh7UcW3KQPRrq6uLicnp7S0NNINQVipk46V6acyEbWB1tbWPXv2FBQUaF+fTFEFALahTjq2cz+5RBhFOjs7pXK65557PB51OGnSpKuvvnr16tUUVQBgA+qkY2X6qUxEo0hXV9fPfvaz9PT0adOmaQ+/0SQlJRUUFOzZs4evpgEAm1EnHdu5n5zBsiafVwClwMrJySkvL29oaOAJCwBgV+qkY2X6qUxErcnfFcDLLrtMfv7whz/kf4gAQAXqpGNl+qlMRK2jq6tr//79S5cuzcnJMbgCSGkFAOpQJx3buZ9cIgw/f48A5QogAKCbAst+1Ilo+Bk8AlSzdu1aTlMBALpVSsfK9FOZiIZHe3v7zp0709PTp0yZ4lFUuT+tqra29sCBA5yyAgBo1EnHdu4nlwjN4nK5mpqapFSSyikvL8/hcHiMLY8ABQAEQp10rEw/lYmoKdrb27dv3z5nzpxbbrklMzPT/RZ1/UZ17eFV8leKKgBAgNRJx3buJ2ewAtTrCSohhVRBQcGOHTtqa2vb2tr0F0a25QCA6KJOOlamn8pE1EBXV1dra2tjY+Phw4czeixevNjfCaqEhASZmDNnjixPIQUAMIU66djq/TTrLJQ6EW1vb9+7d29eXt7q1auLiory8/NzcnLS09N9/n+fwQkqp9NZX1/P/ekAABOpk46t3s9+FlW2v0QYyNU9d1JpzZgx45/+6Z9GjBgxatSoXbt2cYIKABA2dk3H3qzeT7MiYaeI/vznP5da6tZbb/V3dW/06NEyMWbMGCm8ampq6uvrW1tbuRUdABBxdkrHxqzeT4mEw+FITEyUYuKJJ574+uuvg16PuQ0Lv66urtra2htvvLHXq3sul+vYsWNUVAAAq7FBOg5QdPTzwoULjY2N2dnZ69evN1jM+OpY2Fpruo6ODqmf0tPT3btTWFjI1T0AQHSJ6nTcJ9HUz7NnzyYlJQX32iiNaENDw/Lly7V/6BNTpkzZuXPn6dOnpbSKdNMAAOizKE3HQYimfra1tY0dOzbw5aP3DJbL5aqsrJw5c6bW8ri4uPz8/GPHjkW6XQAA9Et0peP+sHo/CwsLm5ubv/rqq1OnTuXl5a1bt07/U5+CFC0RraurGzNmTHx8vFZaORyO0tLS1tbWSLcLAAATREs67j+r9/Pw4cPTp08fPHjw5MmTN27c6H7Lkf0KrMrKSumpfut6VVUVt1gBAOwkKtKxKezczyi6RNjS0pKbm6u1MyEh4Tvf+Q5P+AQA2I/F07GJlOmnVSMqhdS2bdu029gdDkd1dXWkWwQAQKhYNh2bTpl+WjKiDQ0NmZmZ2omroqIinlwFALA3a6bjULBzP618ibCzs7O4uFh7DvuUKVPq6+sj3SIAAELOauk4dJTpp5UiWltbm5aWpj1/obS0lDvZAQCKsFQ6Dik799OCZ7CeeOKJkSNHau3JyspqamqKdIsAAAgfi6TjMFCmn5GOqNPpLCsrGzhwoLQkJiamoqKC/xMEAKgm4uk4bJTpZ+QiKoWUlFMOh0M7cSU1VnFxcaQaAwBABFFg2YEVLhFWV1dPmTJFa0Bubm5DQ0NnZ2dEWgIAQMRRYNlN+CNaX1+vf5lgRkZGTU1NmBsAAIDVUGDZTTgj2tzcnJ+fr5VWKSkplZWV3G4FAEA3BZY9hPkSoVRRq1atmjZtmvZ0q6SkpPLych7BAACAjgLLbkIa0aamprKysnHjxmmVXExMTHFxcXt7e+i2CABANKLAsptQRFSrq/R72LX/EJTqqqqqyvRtAQBgAxRYdhCiS4TedZXD4VizZk1dXV1HRwcnrgAA8IcCy276H9ETJ07MmTNH+4obj7qKe9gBAAgEBZYdmHUGq6mpqbCwMCYmRlvPqFGjqKsAAAgCBZbdBBfR2tra3Nxc/dZ1+XnZZZfxpFAAAIJDgWUtHR0d48eP709U+vRal8t14MCBzMxMrbRKSkoqKSlpa2uTeotbrAAACBoFlrXce++9jzzySF+jEsQlQqfTuWPHjpSUFO0laWlpFRUVMjOoVgMAgL9DgWUhp06dmjx5ssvlCukZrHXr1o0ePXrIkCFaaTVjxoyqqirusgIAwEQUWBZy8803P/fcc939i4rBa51OZ1lZmX6ia/78+XV1dUFvCAAA+EOBZRWvvPLKddddd+nSpe4AojLAkPfyXV1dFRUVDodDWyAuLm7Hjh0h6QYAAKDAso4rr7zy+PHj2rS5Z7Cqq6v1h4Xm5uY2NDRwQRAAgJCiwLKKQE5EBfhafX59ff3MmTO1mRkZGTU1NSFoOAAA8ESBZUUeUelrsdXa2trc3Jyfn6+VVikpKZWVlZy1AgAgbCiwrKifBVZMTExsbKz2XKvy8nKXy2V2AwEAgBEKLDvwvrwoBVZxcTEPCwUAICIosOxGInrXXXedOXMm0g0BAEBdFFh2o05EAQCwLHXSsZ37GfS/HwIAgFBQJx0r009lIgoAgGWpk47t3E/OYAEAYCnqpGNl+qlMRAEAsCx10rEy/VQmogAAWJY66djO/eQSIQAAlqJOOlamnwAAwAIiXRGEiSr9DFp43gpsReWthG1DbIWt2GMrYdsQW7HmVqIFY9ELO70p2Yo1txK2DbEVtmKPrYRtQ2zFmluJFoxFL+z0pmQr1txK2DbEVtiKPbYStg2xFWtuJVowFr2w05uSrVhzK2HbEFthK/bYStg2xFasuZVowVgohLe+ZREaayIulkVorIm4uGMsFMJb37IIjTURF8siNNZEXNwxFgrhrW9ZhMaaiItlERprIi7uGAuF8Na3LEJjTcTFsgiNNREXd4yFQnjrWxahsSbiYlmExpqIizvGAgAAwGQUWAAAACajwAIAADAZBRYAAIDJKLAAAABMRoEFAABgMgosAAAAk1FgRbEB/5/7zN/85jdz5sxJSEgYN27c6tWrP/74Y+8XXrp06aGHHkpKSkpOTi4tLZVfjeejr3yG5ujRozfeeOPgwYMlNLfffvu5c+e8X0hoQspnXDQdHR3jx4/39xQf4hJqPkMz4O/5fCGhCSl/g3/y5Ml58+YNHTo0NTV137593i8kLt0UWDbg8dafO3fuyy+/3NnZ+dFHH919993f//73vV+yZ8+ea6655s89ZGLv3r3G8xEcj9DMnj37hRdecDqdX3zxxdatW6UO9n4JoQkDn6n63nvvfeSRR/xlceISHt4FVq8vITRh4BGI06dPy9FIVVXVp59+evbs2dtuu837JcSlmwLLBgw+gySRyxGG95KzZs2SIkyblons7Gzj+QiOQWikAk5MTPRektCEgXdcTp06NXnyZJfL5S/BE5fwCLzAIjTh5BEIqah2795tvCRx6abAsgGDz6Camprc3FzvJUeMGNHR0aFNnz9/PikpyXg+guMvNF9++eWjjz7qfnKR0ISTd1xuvvnm5557zvtPxCXMvMff4XDIoUhmZuYTTzzx9ddfey9JaMLAIy5jx47dtGnTuHHjRo4cuXLlSqfT6b0kcemmwLIBf1n8xIkTkyZNOn36tPefYmJiLl68qE3LRGxsrPF8BMdnaLQbGsaMGXPmzBnvvxKaMPCIyyuvvHLddddp94L425uIS3j4HP8LFy40NjZmZ2evX7/e+6+EJgw84iKDuXz58o96FBYWFhUVeb+EuHRTYNmAz4+k+vr6CRMmvPHGGz5fwrFFePjL1p9//vmWLVtuuOEG7z8RmjDwiMuVV155/Phxn3/SEZfwMDgff/bsWZ/DS2jCwCMuMrYypNq01FgOh8P7JcSlmwLLBrw/kqqrq1NTU998801/L+HqeHgYZAupsdxvj9MRmjAw/lc1n1EjLuFhsMu0tbWNHTvWez6hCQOPuOTk5EhdpU2fO3fOZ4FFXLopsGzA462/a9euCRMmtLS0GCz5zDPP+Pw/Dn/zERyP0KxYseLUqVMXL1784IMPiouLfd6DRWjCIJBbpz1+JS7h4TH+hYWFzc3NX331lew4eXl569at816S0ISBR1z27du3bNky/RLhqlWrvJckLt0UWFHN52G39+F4Z2en/idt4tKlSw8++GBSjw0bNrg/ocTnfPSVz9AcPnx4+vTp8fHx48ePv/vuuz/55BP35bUJQhNSvZ6p8ldgEZdQM9hlBg8ePHny5I0bN7pcLvfltQlCE1L+dpnNmzc7HI7k5GQ5bvR5kztx6abAAgAAMB0FFgAAgMkosAAAAExGgQUAAGAyCqxo5e9Lnfv6FZuBfAOxwcu7Db9At9eXO53OlStXjhw50uFwbNmypX9DAgCAVVBgRSt/X+rc16/YDOQbiA1erjMusPy9vKioqLCw8FyPJUuW7N+/P+gBAQDAOiiw7MD9S53783g3j28gdtfry40LLH8vHzVqlPsD63JycgxWAgBAtKDAsgP3L3UO+gsKvL+B2F2vLzcusPy9XAos969csPfXJgAA1EGBFfU8vtQ5uK/Y1G6i8vcNxL2+vLu3Asvfy1esWKE/EXjp0qVxcXEB9BgAAKujwIpu3l/qHPQZLI9vIPa4db2vZ7ACfPknn3widVVycvLYsWO3b9+ekpISxCAAAGA1FFhRzOeXOvfnHix/30AcyMuDuwfL3VNPPSXFlsFKAACIFhRY0crflzr39Ss2Db6BOJDV6owLLH8vX7ZsWVtbm9PpPHTo0Pjx499+++2+jgMAABZEgRWt/H2pc1+/YtPgG4jdGXxDZ69foGvw8n379qWmpiYmJs6dO/fEiRNmDQ4AAJFFgQUAAGAyCiwAAACTUWABAACYjAILAADAZBRYAAAAJqPAAgAAMBkFFgAAgMkosAAAAExGgQUAAGAyCiwAAACTUWABAACYjAILAADAZBRYAAAAJvt/5ofIQ0t+VpsAAAAASUVORK5CYII=)
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