Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit357-06-20021021_232200_20021022_040600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | - | GOES-9 | | | | - | GOES-10 | | | | - | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | B plot | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/21 |
Start Time | | 2002/10/21 23:22 |
End Time | | 2002/10/22 04:04 |
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 | | 18.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.01 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit357-06-20021021_232200_20021022_040600-constBx0 |
Minimum Dst Value | | -11 |
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.
Satellite data B plot for Polar for time period of this run.
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oKti//0pqamWXcOXKlccffxyFUaNGffPNN3r9ypUrUePIeu/7aV2iSjvlUqd/EBGRk7I1VOXExRkNBrzum2NZ3sG6cOGCv7+/l5cX3paUlLRq1WrDhg0or1+/HuUbN27cd72OfFqX1IV25ufnP/vss5bHrLS0dPLkyS4uLo0aNQoICMBb+/WVpU7/ICIiJ2VrqMo2mUSClb9v332XYAlD59GjR8VHFy9ebN68OUZSRJQdWa8jn9YldaGdo0eP/uSTTyyP2fLly1977bVMDQrBwcH26ytLnf5BREROytZQVXrrFnKsnLi4Si0hLy8vMDDQ29tbr5kxYwYmWLBggYPrdeTTusTp25mamvrCCy9cu3bN8pi5u7uHhYWJMgoeHh726ytLnf5BREROSuJD7kJhYaF4BgsOHTr0zDPPbN68+Y9//OPJkycdX686A6jTt7Nz585r164tu/eYNWzYMD8/X5SRdLu4uNivryx1+gcRETkpuQlWQUHB9OnT3dzcUL569eorr7ySkJCA8rZt21599dXi4mIH16vOAOrc7YyKijIYDOJRKstjVq9ePf2BOxTq169vv96qR+yqlvYQERFJIvHvYMGTTz7p6+ubkZGB+kGDBq1YsUKfbNGiRUOGDHFwveoMoM7dTmTQiYmJosw7WERERDr+Jfea5dzttHVjic9gERGR4phg1ay6007LYxYUFGT1twVt1ZdV8pCr0z+IiMhJMcGqWXWnneX+DtakSZNcNP7+/pZ/B8tqfRkTLCIiqluYYNUsVdoplzr9g4iInBQTrJqlSjvlUqd/EBGRk2KCVbNUaadc6vQPIiJyUkywapYq7ZRLnf5BREROiglWzVKlnXKp0z+IiMhJSfxDo48++miTJk38/Pyys7MfcL3qDKCqtFMudfoHERE5KYn/Kuf27dvnz5+fOHGip6fnA65XnQFUlXbKpU7/ICIiJ2VnqCoo2H/lSmpll3DlyhXxz55btmy5bt06vT4rK6tp06b49L7rve+ndYkq7ZRLnf5BREROytZQlZMTZzQa8LpvjmV5B+vChQv+/v5eXl54GxER8ac//QmV4tNhw4bNmzfvvut15NO6RJV2yqVO/yAiIidla6jKzjaJBCs/f999l2CpUaNGR48eFR/93//939q1a1FIT09/5plnfv311/uu15FP6xJV2imXOv2DiIiclK2hqrT0FnKsnJy4Si0hLy8vMDDQ29tbvA0JCXnppZdu3brVt2/fpUuXOrJeRz6tS1Rpp1zq9A8iInJSEh9yFwoLC8UzWGXav5575ZVXJk2a9Pzzz5eUlDi+XnUGUFXaKZc6/YOIiJyU3ASroKBg+vTpbm5ues369esxwddff12p9aozgKrSTrnU6R9EROSkJP4dLHjyySd9fX0zMjL0Tzdt2vTiiy/evHmzUutVZwBVpZ0PrtyzfjW9OURERPZU91DVrVu3H374obLrVWcAVaWdcqnTP4iIyElV31B1+/btr7766pVXXtH/UoPj61VnAFWlnXKp0z+IiMhJVd9QhSU///zzycnJVVivOgOoKu2US53+QURETor/7LlmqdJOudTpH0RE5KSYYNUsVdoplzr9g4iInBQTrJqlSjvlUqd/EBGRk2KCVbNUaadc6vQPIiJyUkywapYq7ZRLnf5BREROSuIfGn300UebNGni5+eXnZ39gOtVZwBVpZ1yqdM/iIjISUn8Vzm3b98+f/78xIkTPT09H3C96gygqrRTLnX6BxEROSk7Q9X+gv2pV1Iru4QrV67o/+zZzn83YYIlqNJOudTpH0RE5KRsDVVxOXEGowGv++ZYlnewLly44O/v7+XlVW6aFStWdO3a1ZH1OvJpXaJKO+VSp38QEZGTsjVUmbJNIsHal7/vvkuw1KhRo6NHj1pOEB0d/eqrrxYWFjqyXkc+rUtUaadc6vQPIiJyUraGqlult5BjxeXEVWoJeXl5gYGB3t7ees2xY8defPHFM2fOOLheRz6tS5y7neHh4TjYDRo0aNq06bBhwwoKCkR9aWnp5MmTXVxckG4HBATgrf36ylKnfxARkZOS+JC7UFhYqD+DlZub+9JLLyUlJVV2veoMoM7dzvbt24eFhRUVFeFIjxw5skuXLqJ++fLlr732WqYGheDgYPv1laVO/yAiIiclN8EqKCiYPn26m5ubeIvCt99+W4X1qjOA1p12IrN+4oknRNnd3R2Jlyij4OHhYb++stTpH0RE5KQk/h0sePLJJ319fTMyMip+xN8itKrutDMkJKR169ai3LBhw/z8fFHOy8tzcXGxX19Z6vQPIiJyUvxL7jWrjrTzwIEDzZs3T0tLE2/r1at348YNUUahfv369uutesSuamsKERGRBEywalZdaGd8fHyzZs327t2r1/AOFhERKY4JVs1y+nauX7/+6aefTklJsazkM1hERKQ4Jlg1y7nbuXDhwmbNmh0/frxcfVBQkNXfFrRVX1bJQ65O/yAiIidVI0NVfn7+v/3bv9mZQJ0B1LnbWfHRqKKiojLt711NmjTJRePv72/5d7Cs1pcxwSIioroFiU7FGxDVbdy4cb1797YzgToDqCrtlEud/kFERE7qrbfeGjBggLjv8BBcvnz5ww8/bNy48ZEjR+xMps4Aqko75VKnfxARkZPKz89v3bq1/d+Il+ixxx7z9PQ8ePCg/a1SZwBVpZ1yqdM/iIiIJFJnAFWlnXKp0z+IiIgkUmcAVaWdcqnTP4iIiCRSZwBVpZ1yqdM/iIiIJFJnAFWlnXKp0z+IiIgkUmcAVaWdcqnTP4iIiCRSZwBVpZ1yqdM/iIiIJFJnAFWlnXKp0z+IiIgkUmcAVaWdcqnTP4iIiCRSZwBVpZ1yqdM/iIiIJFJnAFWlnXKp0z+IiIgkUmcAVaWdcqnTP4iIiCRSZwBVpZ0Prtx/tazpzSEiInI+6gygqrRTLnX6BxERkUTqDKCqtFMudfoHERGRROoMoKq0Uy51+gcREZFE6gygqrRTLnX6BxERkUTqDKCqtFMudfoHERGRROoMoKq0Uy51+gcREZFE6gygqrRTLnX6BxERkUTqDKCqtFMudfoHERGRROoMoKq0Uy51+gcREZFE6gygqrRTLnX6BxERkUTqDKA10M46sHPrQBOIiIgePnUGUCZYVVEHmkBERGTVrdJbiMU3ixELbxRaRnwk4uWSy5ax5HaJiPgUEfOivlwU9eoMoEywqkJvwo0bheJVUnK5tPTW7dslIqLm2rXcK1dS8/P35eYmZWebzp2LyMxcf/asKSPju6ysrWlpwVlZWxBRn57+TV7eXkxz6dLhc+fCL17cjprs7LDjx7/MyYk5dWrNpUs/nT8fVVx8IS9vN1b088+HsIpLl44gYhWowSqKi3OwhOLiPDENIjYgJyfu8uVjWNrJk6t37BickhIQHu61e/eYiIi2KSn+27f3PXp0UXLypMzMDVhXQUGKtgTzWm7cKMKW37pVjHjzZrFYF141u9uJqK4q0U4vGKHLRTHSVzesxTIDwAtrL7hekH01O6MwA6/UK6mIRy4dyfk1B+Xca7mifl/+PlTG5cQdKDgQfi48OT/ZlG1KzE3cdHrT5jObvzz+5fcZ33925DO8XZK6ZGvWVtRsydqC8g+ZP8w5PGdV+qqAlAC8Hbtn7MJjC8fsHrPk2BLExccWizhq16hPj3w6YueIeT/NG5o0dO7huYif/fSZiIN3DJ7/03xE1CMuPLrQXH/EXC8i6vtu74sVIc48OPP1uNcD9wd2je46KXkS4oR9E3yifMbtHdchssPo3aMRsbq2EW2HJQ3zCvcasGOAZ6hnr/he7ib3HrE9EDELYufozoiYUY/tI9ojYnbENhFtMBdqWoW36hjZ0TvCGxFlUYOFI9aBHMBBNZNg2VLdqy4tLZ08ebKLi0ujRo0CAgLwtmrLwabGxfWJje0RHt4qNNRDvCIj20dGtouK6hQR0Q5vTSY3o9Hg8MvVahQLCQ11RwwLa6nF1ojIkPQoasLCvBDDw9to0Vsvh4W10pbjri/t3uiuLd9Diy31udAEi2heS1RUl9BQz927R+/aNerEiRWpqUsuXEhAOvjLL+mIly8fPX16E1I0PV68mIRUMjc3MS3zR+Rnh88aC37JPHghPu9q9qH8lPxruYcLDuAklX7lOM5iZ4vO4HSGcxnKab+k4RSGc9bpotOI4iyGsog4tWEC1OO1O293Um7S/oL9KKBenOn0MqbHR2JRIoqF4+oKK7p+qzjryokbt4rPXjqCGtRj4QkXEvARlplTnIOIMmqyirKizkdhU7Hk4lvFWA5OxFg4ImbB6Rg1IqJjYDI94lNETKlHUYOIeQ/9fAhNxpJPXDnxXcZ3e/L2BKcF77i4A+dfVCJGn4/GaTfiXARiaHYoTpfGs8ZFRxdtO7sNn+JUjun35u/F2Vy0FEsT2yMuNMVwJcpoPt6ijdgDYp9g/2BifS+JcQL7Da1GQ1AjhhNMg4nRHCxHLKpqo52YS2ySZVm/Pra8DtY3W3z6cMbXh89yPyDqozvajgKOFHYF9jxe6Ic4EOJHQIz04gdBREwgjizeoizqxdFE7z3882H0EPQTDPa78nZhmEflmlNronOiv0n/plxEj4rJiVl+Ynn8hXhE0Q/R99ADQ7JCMMD/cOqHmQdmrs5YjZwAs2CoRvaAuC5znSijHp0ZcX3m+o8OfYSI8qqTq5ArYIHIIVamr8SUG05vwNI2Zm7E0palLkMegPEeo3LfhL4Go6FXnHlEF/HN+Dcx0r+98+0BCQOmH5huzjmOLsaSkZcgafg2/VssbWnqUkTUm+Mxc1xwZAEiVoE1YgOGJA0Zs2eM33Y/JB9dortgyUgX+m3vNzhx8MidI1Hol9CvU1QnvLzDvVuHt24Z1hIvj1APN5Mbtsfqy85Hdl6uRtdy0f6ntiL2zH2j2ELLspvxn9HV5KrHh/9iglWdq6y5nbt8+fLXXnstU4NCcHBw1ZaDJnQ0GjoZDT2NhteNhu5GQzejobNW42M0dDAafI2GLkZDH+2jPtpbEd/UZkHsYTQMMLr1MhqGG137Gw3vGF0HGg1jjK6DjYZ3TW6oGW5yw5QDcdFgNPQ3uWLhg43miHI7RKNre6NhiNEVn75tcsPSRoaa4xCTWzttmlZGQz+Tm7d5Le6IQ8JbIQ6P6tTe1GJUjG/H0BbvRnftbnKfENkJ2/BBeGs/o2FiqAfWO83UYojRMCvU7T2jYUGouz+iyVwONLlhmgnmzTBMMbq+bzTMMbmifobJHTXjcIljNLxlMmCr3jCaI9qILcHCW2gF/FB5aqeGFlrZ/c4JRTtV3alx1aNbhVPPA74sz00ttHNKS63sZXTF2j3Fmcgozkfm2CK0hXmDQz312CqsFSKuxhA7RnZA7BzVGbF9ZHvEDlpNF62mR3QXczncPGUnba6OYS21sohe5hptOe20acSSxVrEekX0MHloW2suu4eWP0tanjfFNC21JbQOa4m918l8EenWJaJNC5Nbx/DW5pZqn7ob3Su7e7EKvLAKbE+nyHadI9sPjO3ZL8Z3RHyfYbG9RiT0HRbf592kYSMS+o/ZNWp44qCRSSPejO/dL6Gvb0y3N+Pf8Inq1DuuV4fI9r1iX28b4f16bE/v8DYoI/aM7ekZ6oFrYsROUR2x57tEdUH0je6GiGk8TC0GJfRvFeb5zo63ukW2m7hj8JuR7QO39xsU7j0zvtfgUI+ZsT0Hmdw/juszONRzTsKgEZHtFu5+f2RsjyX7p74T32fpgcDRcb2/OjRrjBbHxr2BOH57v2WHPkL8+qd572/3E3H5oTmo+erQbBE/2DEg+PAnH+wY+PWRTycnDV3209yxiW8tPfLpqISBC3/6BBsz99BHw3cMmn1w1rDEwR8enDkkcXBgSiCyBP8Uf+QBE5InII7fO35AQv/397z/Rvwbb+96u3ts9yGJQ3xjfTGWY4xH3oDh/PW419F/Okd3Rr9CQVzfY1wXozt2uHnnG+8zkN/pFRWi/Z8Cy2hlCaKPab3uTt8LLT9NxRH9Tl81uZeb10oGUOFTyy28kwEYazIDeMCXaAIOImJr7QdQRPHD7qWdBNpGtkXsop0u8LMgsklEdBi93Hd7X8RBOwYhIk3EWWLEzhEoI1M0x0RzRA3qh+8cjohpsDRE1A9PMteg7yFDHb17NCKyTHSwsXvH+kT5TNg3AT96HyR/gJ4ZkBwg7mxh1chiEZH4YhWzD88W988w8aJji5AEI39FwioyWhG/SP1C5LWY5fPUz5H7IqIsctxZB2dhFR8e/BA/GrMOzZpxYMbsQ7On7p/KBKs6V1lzO9fd3T0sLEyUUfDw8KjactCEGv8ZtjgrWUaLs6dJXOtUuI6xEe9MY/xnTYs7500xr+V5ufx668CrYqPu5H8me59a5oWW+aL9KPJLd23JntqObSWitvNbazvcSzsEXlqN+PROjRbFXC0slllnDkQVD5OtaCq/2x05QG421uJ0L1u3PUQS39LiEqJlqPkCwEvLAO7mAebYRssMOkSYLyQ6R/kgdo/phtgjxlcv+2qxZ2wPrb47Yjctb0CujNg77nXEN+J7I/aKNX/aJaoTYiftsgSZNDLscXvHDkscglF54t5x5ntdu9/98vgXY3aO+vvRRW/tGDA1ZQoy8sE7BmFKsfx2Ee0QkbLj/OYT6aPH9uHtzTGiHZIbXAhhLiQQuBby2/5m77jeQxOHvL1zxHt7xgxMGPj2zre1+1h9+8b7DUociA2YuG/irIMfzjk0Z+7hufN/mo/U4YvjX6zPXL/m1JqQsyGbTm/adnYb4sbTG1Hzw6kfgtOCI7IjNp/ZvDd/b/i58AMFB6LORx29fDThQkJGYcbuvN2XSy6n/ZJWfLP4dNHpwhuFqEQ8cveWecntkuyr2bdKbxVcLyi7e7/WMlo++aTf6Sy79+5vxbvCllHU19Q94Nsl5m24WVxceuvWtdzcG4WFRadPXy8ouJKaygSrOldZczu3YcOG+fn5opyXl+fi4lK15aAJo3eNfmfXO0j28eq/vT/iqJ2jkPWjfnDiYBRw8TFgx4A+cX36J/TvE98HV674UUfEdQNqEPsm9MWVBK5dcG2Bq1ic5rSreU/fGF9ELBBXG7gKwTQjd45ExJI7RHZ4b897mExEcV0yImmEuLJBxDUK6v2T/XFFggsFrHFKyhTMiwsIcb2CiPMIloxrazEXzlNvJb6F6LfdTztL9jTcva4SZzFvcTMmqhNOzb21s2Q37XzaVtyGiWhjPpNGdWkT5jVsx+CuUR3fSRreNarTqKRh3aM7j901elTCgE/2T5u+8+2ggzM+Shry5d6Js+LfWLpz+EdxvZYkDpkZ22tBwqCpMd1mx/eZGtVpdkyPmVEd5kZ3nRPZaVGM75zI9vOjOs0K954d0e7jiHafRLafG9V1XnTXJbE9l8b2CIrt8WV016WRHRdGtF0Y3mZuWMvF4V7zwzyWRLSdG+b198j2H4V5oTAttAXiFJP73Ii2/qEes6O7jQ9vM2fHoPGxPT/e9fbYuD7zY3t9ENZqocl9ltGw2Og6U4vTjYalWvxSq1lkdPU3GuYZzTftZhndRhoN042uI4yGD7WaT7SbeTNxlWk0TDF5DjYaPoryGWpy/3R731HhbRcmvoX4WUL/oaYWc2O7Dzca5ka0w/SLw1pi+d+YPD8zGtaZ3BcbDRuMrkuNhn+YXL8wGn40muNmo+syc3T7ymjYYnQN1uJy7VNM+a3R9WNsp8l1kvmGYot3sPZQ8w3Fd0M9/Yxuo0JbDTS6jgn1wNZONrlNNBpmmwxTsXZzEwxY6cdaROs+xUdGwwJzAw0LtfJ8cwPNH002GiaZ77AaRhkN/bQbk+JObXt0AKOho0XspN2q7KpN0Ee7U+unxQHajczBWuXQuxE1w7QJRhsNA42G8doEE7U4XrunO0abcoTJzdd8R9Z8L7a3qQUSym6hLZH9dAszj/pdRdQygM7aDUIf7SaKj5aVithRy0c7GC2iySJqNe20/KOdlrO2FVGraSPqtdheu9nZUYudtNS2893YSrtd3Vq7je2tNVmPvtqOel2brJdW+Yb2Fg3vbb4Pbd6laP4gbW+gY4zUdjX6xljthT2PXhdovmdsmKEdjg+1+NHdOF2rDzAapmkTizhH+3SxdnyXGd1wTFcYXXFYv9P62Bot/iD6W2gLEZeaowfij2GeiBvDWmrlluiBIWFe6IHG8NYrzU8LtFmtPYGwVnuWYI1WXmU0REa212LHtebYTqtvs0r7VCu33aSVN2hPLKzSInpyaHjr1eZltt9qfgLBx2g0xMX1QIyN7YkYHd3ZeLc+KqqjeHphs/ZEBJZpCmuJebeFtVpnLrfepMUN5tgK0Rjqucm8fK+toZ5Yb2ioZ0SEd3h4K6wLBSwZGyxiVFQnbDbWEhXVOSbGNyama3R0V0S84uL6xMX12r693/btfXfsGBgf/8aOHQMQ8TYurvf27X6YPiGhX2xsdxETE4ciJiUNi4t7fdeuUZhy9+4xCQkD9u2bmLC9/96947bH++3Z835cbO/du9+Ljemxb994xOTkyXExvZKT/RH37w+MjX59f0pgXFSvAynT4yJ7pyRPjY3odWDftNiwnvv3BsaE9ti/awpiyq5pMcYeKYlTY7Z1T0kMjN7WLSXBH3F/UoC5vGNy9Nau++InRId02RM7LirEZ0/02KgtnfZEvY+4O2oM4q6IUZFbOuyKfCdya9ud0W9Hbmu3K2YkYmLU0IhtbZOiRRwSvq1tYtRbqE+IGBi5rUNC+MDIkI7bjf2jfvRJ2NYvapPP9h/fjPyhQ9yanuGr2kR/0yVshVdUUKfQLz0jPm8b+rlH+N+9TAvcQud5GOe6mWa7GWcZTDMMxpn8irCOqlev3o0bN0QZhfr169uZ2M6zYrL6h/6bGuL3MsqsXbU4vpyqsbxmEtdS4lEhXGkV3SzC1Riuw8RjRmKrxANG+oNHiGKu6lOqta7UdhvxkfjdArxuag0Rz+OL3zlAjfi1A9SIT60qKjqdkxOXkxOblhZ85sw/jh5ddOrUmkOHPkpLW4kTX1ra14ioOXx4TlbWP376ad7p05vwaUbGtykpASdPfotPz57dmp7+TVFRVkHBfrFJVldUUnIZ23PhQkJhYWZGxnfnz0dpy/luz56xJ04E4aR84sRXycmTTp5cdeDAzIyM1Vh+evqKffsmpKZ+gU+PHVuEKY8fX4a5sJ2Zmet//vkAtryw8JT4zYZff83R24u3KP+Cy+WSy/n5+375JR2rw/RnzmzGLFip+P2G9PRgtOjo0YWHDs1C4ciRT1NTl2JjTp78Bg1HxFrQ3tzcnbm5SdhRhYUZWMuVwlNYcl7BAVSePRdx+vSPWCA2/siRz7AEbPzRowu0uBAxNfVzbWd+jU9PnvwO8dSptVjXyZOrEbFjscMzMzcinjkTkpq6BNt54sRybDM29erVbDQNDblclFV296dD9DoRRZ88V5SFfZ6ZtxtH+Vi26ebNomPnojDX4fPmeDA7FDXJWSGIKWf+UVJyBfH69QIR92eFYBcdOLut+HoBpvn1Wu6+M5sKr55LObX20pW0/Se/KyhIOZQenJu768iJFTk5MQePLjx9enPywQ+xl5L2vH/48OykpKHiF0cwlIphdefOERg+Ub9373gMtxh6o6O7xMW9ERnZASMxRneM4hjgY2K6YYwXEaM+kgB8hGwgPLy1/nyneJlMbvrL6iOVlX3c09ZyxEOfdx/NFLFFhRrPf5ZNLbR5W+iPct6JJs9/xjvTmx8JDdOiqDHdmddd26qKLbL+cOq9sS6+tjkSXf9Z3urANJZTVlzXQ3wxwap2R44c8fDwePzxxx/mQ+4S72DJ2ygi53C7BOl0yfWCgmu5uVezswszMhB/SUtDza85OeKj0lu3bhYXo6w9Fl+I+pLLl8VXA2LKK6mpqEEZ02A5ZXe/SrAPi0XEAsu0Lx2kNEcsB9uGhf986NDNoqLcpCRs4YWEBGwYytjOS0eOYPPENIgoiy3H9Pg0b/duTInpCzMzz4WHXzp8OGvr1p8PHEAsSE4+s3nzxcRExLxdu8zl7dtRj3jWFJK7cyfixR077sZt52NiTm/+8VxYWOaP609v2pC+euWpDWvTvg9O/z745IZVJ9etTN+wMn1d8MlNq46v+TJ949fHVi9K/f6Lw199fDho3v7PpxxYMGPv/LEp86fumjN632fjd346Yt/SCQkLB+5Z8l78p347F42Mm99r1+J3EHcueid2bs/dfx8dN7fXnkXvxs7usXvB6JiPfHfOHRk10yfx47ciAr13zBwYFtAyfsobpknu8QF9TP7ucVN7IcYG9jZOdouf2tv4gZu5foJrzARf4weGiDHtjdMM4e97I0aMbGscYwgf3AYxdHArfBo62NM43hDavyVqwt70Mg4xhL/Z2jjKEDaktTHAEDm+rfFDQ8TUtsYFhvCP2hoXGcKmtzLOMYQFeCKG+rdANE1sgWlM77YwBhqMI9ywTOMQV3Mc6Yoa01hX4wyDcawBa8cqsEzjewZMb/Q3YF5z5WzzXRPjPK3wd62AuMBgXGgwztciyksMxsXaa8nd+IXBuMxgXKG9vtJikBa/0OLnFhE1XxuMXxqM32jxW23GNdr067R5EZdrcZkWMdfauxHzbtDm2oSyqzl+qcVlrsbNBhPKW7SaLVqNObqZ64PMnxqD3FBjWi6iuzkGaXGZOYaivPluXOauLU2LenmTIRRxg8H0uZt5q5a6mbdnsRY/N0fTEldzXOpqbsvn5mjCFq7DuszRGOxmnvcbV+NGV9Nqd9M/XE0/tDD9wy10g6dps3voj56mLe6hmz1Dt7qHbmlp2uoWurWlaZt76DZPRHUG0Bprp5ub26xZs3799deHuVKJz2DJ2yii8vTHF8ruZhWWuYVlFJlN/r59GOkx3uMtCiITKrccJATiYQhUYjLLRyLwFhkDEqaC/fsvHz2aExeXm5h4as2ajO+/P/Lpp0fmzds1evTOkSMjO3aMaNtWe+rdzfJRH/E23Msr1MMjol278FatIry9UQ7z9ES9ZdS+5TPgI/P0bdogxr3+Ombc+fbbsd27J0+enDBgwIFp03YMHpwyZUr8G2/sHTcuumvXpOHDQz09t/frZ3J3T+jfH3HniBGo2fP++1E+PvsmT8ZCDs6cub1v3yOffZY0dOjxZcv2jB2btmLFvgkTUN41atSxv/8dsxyZPx/L3z9tWmSHDrveeQfLwSqwDdE+Pubt8fbWtyq8dWs9okWIaLs5duigTxPWqpU5tmxpbpe7ux6NYufcu4uc+OXqaifeabh2WC0Pbqh2uEO1nXNnR1nEO5+KucQSLHbanbJWL6YJrbh8ES12+51PK3S5O8u8dzmYxeThgYjl4IUDbY4tW4q35V4mT0/zxHcnw4+AuYe3b48Og54T3rZtbM+e6Bjomea+OmwYeiO6HHrj7jFjEFP8/dEn0evQA3+aNw89ExE9E30yedKk419+iXjiq68QT37zzYGZM0+tW3d4zpyzRmPqkiXnIiJOLF+eEx+fFhyMpDx91cqClJRTa1Yj70cWfvnYMSTlv5w4IeKZrVsKT57MNpmKTp1Cul905sz5uJhreXk5CfH4Mb+YtANRXELoEZ/i8qD4wgXz9FlZehQXDL+kp5+PisJyMA0upTA9ThQ4RYiTBk4gqMTJpOQX84nl1o17vjoo074uEF8g6F8jiJv3168XqDOA1lg7GzRocPXq1Ye80qCgIFu/RVipQ65O/6gb9Nsq4llLcV7AacLOLCKhEdMgNSm7m6aIlEUkK1gOIvIScUsDb803MA4eTP/mG2Q8Gd99h3MiTqA4Vx766KPMdev2BwYiZTGfT5cvxxlWxNQvvsD5F6dUnJeRYeD0jbMzTv07Bg1C3O7nZ84D3nwTMa53b3O5Tx+RbSDG9eqlZwBiMBMDDE73yFpw3o/Qzv6ojOrcGfNiVEAM8/L656DoRHmA/ZHecryvEENt1N8TLTMDUbbYRXd2lMW67lm7mEYsx3Iay2RL3q42WSQNSCPMR7ZdO2wzskCM/Rj1kRNEd+mCtkR37ix6QrmIXmSOb7yBmDBwIPoJMgN0Gwz/yHT3a9ktBntkugdnzUL8ae5c9FJk2yJLMJe1XBa9F304c+NGvM0ODUU8Fxp6dNEi9Hz0f/xQZK5fb84DNm1CBoAyMgMk7vnJyeLnwpxPrF2LmP7ttykBASdXrTL/pGzciE9zYmLwc3QxKQlzIavATxZSf/PYf+oUxnuM+mK8FzcRxQUGRn38wOKyQVw8iBulokbcZEWNiOI8gEpxn1W/4YoafCrKeImyiPgIZwCUMbF4cNvyhODIXVjSqTOA1lg7n3vuudOnTz/klZaWlk6aNMlF4+/vb/l3sJhgVSvLWymWp6SKpydRFmc9cQZE4iLOnjhd4kyKszOuq3A2z1i9OmPVKpzH01asQLJybNEipCkHP/zwwLRp+8aN2/Puu0lDhuAKMqZbN/Mw06oVLkAxMoVr6QUGJAxLiUOGYDhJmTIF15r7p07FgLHjrbcw2MR0745PY3x99YhUxnz7RKQ1r7+OJeBqFRGJi1G/saHd8Lhz1S6uoS2vtsU1tN0x/s7Vto1R/J5oI/8w2fq0qi/zjahWrTAqI71L9vfH0Hs8KOhEUNDpjRsxUpojjsJ336Hm2JIlGIYPzZ6NPPLoggUYKXFcMNbiihzjZdaWLThGOGq4Fj+7dStqMJrieB3+5BOM2Xvefx8HAvvfPNKLOGIEohjvD86ciUosCofp2OLFSEAPffxxwoABKVOn4iggYY3y8dn1zjs4sjji5tx0wABseULfvojbtYhsFRErwjTirhg2D8vEJmF0zwoJSV2y5HxsLLYNAzaak797N8qoQT0+xXYiDzDHdeuwGaIt5yMjkQHkxMUheyhIThZfEaJnXjl+HJW4+kcegIgFIgXXIz41x9RU5AeIKCPnEDUooIfjhSmRE6Dba3/96p8vUY+IHwc9acDPFAqWo75lLLv3fqetHz3xDSzRw6HOAFpj7Vy2bFmPHj0uXLhQUxvwINA/tD/8qz18fffchFOYyAbEKRKnS5TFeRMnU2QDRxcuxPBjvjm8ZAnO7zgj4+KsMDOzYP9+cbGFiOnxwuXaubAwDEJnfvxRnNBxaXh22zbzEGUyoeb0P/6B0/3pzZsRszZvRg3O7PqQgCnFYIChDmMA1pj29dfilgmGqOPLlpkHKu1LE2yS+fJ0/nxElDF0YXaMaie++grzYvOw5Avx8RhycqKiUIMtR3qBAiKuOHGZKy52MfRiINwzZgxSjZ1vv41P944fjwFs3wcfmG+bDxkibqWYL6B79EAZ+QqmFLdYMEFk+/aoj+rUCTOijKzFfMe+bVtxi95Y2260VLx1cfdeglH/jkmLaJ05CevUCRFJGyLSFMT4N980ZwB+fuaxf+BA83deI0dihyR/8AH2wOGPPxZ3C3A47mQVS5boBw6HCQfu8Ny55u+8PvsM+UHGmjXmkT46GsfrXEQEutYJ7XuxAzNmmOPMmTj0R+bORQHz/jRvXtry5TjK6StXoj+c+uEH5ElnQ0KQJWDeM5s3n4+JQXdFIiuGc3Ep/5B/vqo23ou5LL9XFbceRZn3GIhqCSZY1b/imvhL7rJgU3HRjMwgRnvF+vqijAt9kQ1U6nXnKwxtRvGAwp2bGRVvWlT8ukGLoSJa3CwxWT7c4MiXJpZfcFjeShFLFksTTatViY7YgXdTHPMXJd7e4a1amb8oadsWSQxyPmQYSO/2T5sm8lrknchFkLWcCApC/iFunCDbM3/p1rcv8qF9Eyeac80FC8yPRwQFIYlERBn5qDm5+ewzpDXHli5FDTJmpDLIYhHPbt2KlCVvzx4kKOLLi+sFBTlxcSVXriBTwdCOZKVMe16q7O7XjpYZAO8fEJE6nGisf0CqtFMu9I+qJVLmhyK1R4DNT1naSFbupDXidoh42FY8fiseudXK4jupSO3WiChHWN4y0R7IFd9hie+z4rSHeRP69TPH/v0RxdcoiUOHYkVJw4ebvy8bOlQ8+oP6+D59zEvo1k1fplgvchFklshLzI8Jjx6N8u533xVlrG73e+8lDBiwb/x41CcNG4YZEwYO3O7nt3fCBPOtlOnTkeUc/PBDlPcHBoqIRYlEJ2XKlF0jR2LevePGoYzJkAz9NG9e6tKlJ1etOrV69ekffzy7zfzLVkhcfj58+NKRI8hXxLeH4rkKyy9KKnu7QtYvphERkX1MsMge9I+9Y8ciFdj7/vtIDva89x7i4U8+QUIgvnPJNhpPb9p0NiQE5QsJCefCw8XzlfrT1uLRy/x9+/Cp+Tsa7amUs0YjYkFKCqYXv9aOicUz1Ig3CgvNv0xeXKz/6rioRxS/05G3e/et4uKC/fvFL5OXab+CXnbvk9qWv5JW8VEM/dfNEMWv0GNdN4uKsJHigY8a2dtERFRnMMEie9TpH0RERBKpM4Cq0k651OkfREREEqkzgKrSTrnU6R9EREQSqTOAqtJOudTpH0RERBKpM4Cq0k651OkfREREEqkzgKrSTrnU6R9EREQSqTOAqtJOudTpH0RERBKpM4Cq0k651OkfREREEqkzgKrSTrnU6R9EREQSqTOAqtLOB+ek/zaRiIio9lBnAFWlnXKp0z+IiIgkUmcAVaWdcqnTP4iIiCRSZwBVpZ1yqdM/iIiIJFJnAFWlnXKp0z+IiIgkUmcAVaWdcqnTP4iIiCRSZwBVpZ1yqdM/iIiIJFJnAFWlnXKp0z+IiIgkUmcAVaWdcqnTP4iIiCRSZwBVpZ1yqdM/iIiIJFJnAFWlnXKp0z+IiIgkUmcAVaWdcqnTP4iIiCRSZwBVpZ1yqdM/iIiIJFJnAFWlnXKp0z+IiIgkUmcAVaWdcqnTP4iIiCRSZwB17naGh4d7e3s3aNCgadOmw4YNKygoEPWlpaWTJ092cXFp1KhRQEAA3tqvryx1+gcREZFE6gygzt3O9u3bh4WFFRUV5ebmjhw5skuXLqJ++fLlr732WqYGheDgYPv1laVO/yAiIpJInQG07rSzsLDwiSeeEGV3d3ckXqKMgoeHh/36ylKnfxAREUmkzgBad9oZEhLSunVrUW7YsGF+fr4o5+Xlubi42K+vLHX6BxERkUTqDKB1pJ0HDhxo3rx5WlqaeFuvXr0bN26IMgr169e3X2/VI3ZVW1OIiIjqLHUGUCdrp9X8Jj4+vlmzZnv37tVreAeLiIioFlJnAHX6dq5fv/7pp59OSUmxrOQzWERERLWQOgOoc7dz4cKFzZo1O378eLn6oKAgq78taKu+rJKHXJ3+QUREJJE6A6hzt7Pio1FFRUVl2t+7mjRpkovG39/f8u9gWa0vY4JFRERU/dQZQFVpp1zq9A8iIiKJ1BlAVWmnXOr0DyIiIonUGUBVaadc6vQPIiIiidQZQFVpp1zq9A8iIiKJ1BlAVWmnXOr0DyIiIonUGUBVaadc6vQPIiIiidQZQFVpp1zq9A8iIiKJ1BlAVWmnXOr0DyIiIonUGUBVaadc6vQPIiIiidQZQFVpp1zq9A8iIiKJ1BlAVWmnXOr0DyIiIonUGUBVaadc6vQPIiIiidQZQFVpp1zq9A8iIiKJ1BlAVWnng3vkXjW9OURERM5HnQFUlXbKpU7/ICIikkidAVSVdsqlTv8gIiKSSJ0BVJV2yqVO/yAiIpJInQFUlXbKpU7/ICIikkidAVSVdsqlTv8gIiKSSJ0BVJV2yqVO/yAiIpJInQFUlXbKpU7/ICIikkidAVSVdsqlTv8gIiKSSJ0BVJV2yqVO/yAiIpJInQFUlXbKpU7/ICIikkidAVSVdsqlTv8gIiKSSJ0BVJV2yqVO/yAiIpJInQFUlXbKpU7/ICIikkidAbQutDM/P//ZZ5+1PGalpaWTJ092cXFp1KhRQEAA3tqvryx1+gcREZFE6gygdaGdo0eP/uSTTyyP2fLly1977bVMDQrBwcH26ytLnf5BREQkkToDqNO3MzU19YUXXrh27ZrlMXN3dw8LCxNlFDw8POzXV5Y6/YOIiEgidQZQp29n586d165dW3bvMWvYsGF+fr4o5+Xlubi42K+vLHX6BxERkUTqDKDO3c6oqCiDwSAepbI8ZvXq1btx44Yoo1C/fn379VY9Yle1tIeIiKhOU2cAdbJ2lstvXnnllcTERP0jfTLewSIiIqqF1BlAnbudtm4s8RksIiKiWkidAbTutNPymAUFBVn9bUFb9WWVPOTq9A8iIiKJ1BlA6047y/0drEmTJrlo/P39Lf8OltX6MiZYRERE1U+dAVSVdsqlTv8gIiKSSJ0BVJV2yqVO/yAiIpJInQFUlXbKpU7/ICIikkidAVSVdsqlTv8gIiKSSJ0BVJV2yqVO/yAiIpJInQFUlXbKpU7/ICIikkidAVSVdsqlTv8gIiKSSJ0BVJV2yqVO/yAiIpJInQFUlXbKpU7/ICIikkidAVSVdsqlTv8gIiKSSJ0BVJV2yqVO/yAiIpJInQFUlXbKpU7/ICIikkidAVSVdsqlTv8gIiKSSJ0BVJV2PrhH7lXTm0NEROR81BlAVWmnXI8QERFRldT0GP6QqNLO2uAh9Cquopasog40gavgKpxr+VyFaquo/bgLHp660ae5itqwfK6Cq3C6VdSBJnAVtWoVtR93wcNTN/o0V1Ebls9VcBVOt4o60ASuolatovbjLnh46kaf5ipqw/K5Cq7C6VZRB5rAVdSqVdR+3AVU6/Ans5bggag9eCxqCR4Ichz7CtU6PIXVEjwQtQePRS3BA0GOY1+hWoensFqCB6L24LGoJXggyHHsK1Tr8BRWS/BA1B48FrUEDwQ5jn2Fah2ewmoJHojag8eiluCBIMexrxARERFJxgSLiIiISDImWERERESSMcEiIiIikowJFhEREZFkTLCIiIiIJGOCRURERCQZEyyqXqWlpZMnT3ZxcWnUqFFAQADeivpH7lWpeW3Vkx12dtqhQ4c6dOjwxBNPPP300ytXrnR8Xh6IqnHwh6Jhw4aOz8tjUQW2dtqpU6e6du3qokEBbx2flweCdEywqHotX778tddey9SgEBwcLOod+Xt9tua1VU922NppaWlpzz777Jo1ay5dupSVldW3b1/H5+WBqBpH9tuiRYs++OADx+flsagCWzvN3d09MDDwsmbKlCl46/i8PBCkY4JF1QvnprCwMFFGwcPDQ5TtJFj6R7bmtVVPdtjaaciovvjiC6uz8EBUk/vut5KSkubNm587d06v4bGoDrZ22r/+678WFhaK8i+//IK3+iw8EOQ4JlhUvRo2bJifny/KeXl5Li4uoozzVOPGjXHm+p//+Z8lS5bcunVLn0U/hdma11Y92WFrpzVp0mT69OlNmzZ98sknBw0ahEt2fRYeiGpy3/0WHBw8ZMgQyxoei+pga6f17t17xowZV65cwY/DtGnT8FafhQeCHMcEi6pXvXr1bty4Icoo1K9f3/LT69evJycn4yJv3Lhxjs9rf5lkla2dhsKAAQNyNX5+fm+99Zbj8/JAVI39/Xb79u3/+q//Sk1NrdS8PBZVYGunnTt37rnnnhNPwqFw/vx5x+flgSAdEyyqXo5cz2VlZVmt5zWiRHZ2Jt6KMnKsxo0bV2peHogqsL/f1q9f361bt8rOy2NRBbZ2Wrt27aZMmaI/g4W3js/LA0E6JlhUvRx5IiE7O7tJkyaOz8unHKrA1k7z9PREXiXKFy9etJpg8UDIZX+//fWvf01KSqrsvDwWVWBrpz3++OO2nsG677w8EKRjgkXVKygoyOrv1Pj5+R05cqSkpCQ1NRUXiO+9954+i/6Ug615bdWTHbZ22sqVK/v3769/RWj56A8PRDWxs99CQ0NbtGhRcRYei+pga6chSZo2bZq4gzV16lTLJIkHghzHBIuqV2lp6aRJk8RflPH399f/KszGjRv/8pe//Pa3v33hhRcCAwOvXbumz6KfwmzNa6ue7LCz02bMmNG4ceNGjRoNHDjQ6kPuPBBy2dlvnp6eISEhFWfhsagOtnZaenp6p06d/p/Gx8cnIyNDn4UHghzHBIuIiIhIMiZYRERERJIxwSIiIiKSjAkWERERkWRMsKh6hYeHe3t7N2jQoGnTpsOGDSsoKBD1lf1XqbaWU5HVfyDt4H9gtbUWx9dORERUxgSLqlv79u3DwsKKiopyc3NHjhzZpUsXUV/Zf5Vqazm2lEuwHPwPrLbWUtm1ExGR4phg0cNTWFj4xBNPiPKD/Jk+y+XYUi7BqsJf/7O1FkfWTkREimOCRQ9PSEhI69atRflB/tGE5XJsKZdgVeH/V9haiyNrJyIixTHBoofkwIEDzZs3T0tLE2+r/K9Syy3HlnIJVmX/A6uttTi4diIiUhwTLHoY4uPjmzVrtnfvXr2manewKi7H6iPtZQ7fwbI6e8W12K8nIiIqhwkWVbv169c//fTTKSkplpVVeAbL6nJsqfIzWLbWUqm1ExGR4phgUfVauHBhs2bNjh8/Xq6+sv8q1dZybCmXYDn4H1htraWyayciIsUxwaLq9UgFRUVFZZX/V6m2lnPfNdpfrINb6/jaiYiIyphgEREREUnHBIuIiIhIMiZYRERERJIxwSIiIiKSjAkWERERkWRMsIiIiIgkY4JFREREJBkTLCIiIiLJmGARERERScYEi4iIiEgyJlhEREREkjHBIiIiIpKMCRYRERGRZEywiIiIiCRjgkVEREQkGRMsIiIiIsmYYBERERFJxgSLiIiISDImWERERESSMcEiIiIikowJFhEREZFkTLCIiIiIJGOCRURERCQZEywiIiIiyZhgEREREUnGBIuIiIhIsv8PTXPfCiBZV3MAAAAASUVORK5CYII=)
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