Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit302-01-20020612_013700_20020612_062100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/12 |
Start Time | | 2002/06/12 01:37 |
End Time | | 2002/06/12 06:19 |
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 | | -13.74 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.17 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 146.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit302-01-20020612_013700_20020612_062100-constBx0 |
Minimum Dst Value | | -17 |
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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVHVlIEp1bCAxMCAwNzo1NDoyNCBFRFQgMjAxOFuSLfYAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzMDItMDEtMjAwMjA2MTJfMDEzNzAwXzIwMDIwNjEyXzA2MjEwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTEgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDYtMTJUMDE6Mzc6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTA2LTEyVDA2OjE5OjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC41NjIyNjI0OTk1LCAibWF4IjoxLjkwMTc4NzUwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX0lseMoAAAABGdBTUEAAK/INwWK6QAAOyRJREFUeJzt3X90FOW9P3DID1gg4AZTCDHAAgGDDRpptEGCLjTSoGldNLVBAkbBsqXhNrcNECTEcC9X0nvAu3rXspZg4zmxXTXH7mkD5vTkuu2J12hjDTZXUgwaMHoXiWWV2K5lNXw/Z5/vmbvd3Zmd3czuzO7zfv2RMzuZmefzPM/uPJ+ZnZ2ZcAUAAAAAFDVB7QAAAAAAkg0SLAAAAACFIcECAAAAUBgSLAAAAACFIcECAAAAUBgSLAAAAACFIcECAAAAUBgSLAAAAACFIcECAAAAUBgSLAAAAACFIcECAAAAUBgSLAAAAACFIcECAAAAUBgSLAAAAACFIcECAAAAUBgSLAAAAACFIcECAAAAUBgSLAAAAACFIcECAAAAUBgSLAAAAACFIcECAAAAUBgSLAAAAACFIcECAAAAUBgSLAAAAACFIcECAAAAUBgSLAAAAACFIcECAAAAUBgSLAAAAACFIcECAAAAUBgSLAAAAACFJWeCNWFCctYLACCmYrHzfPXVVxcvXhx2y7EoGmMBqCg533xiHyp82AAAJMRiJ1lSUvLiiy+qUjT2+QpCY0YqOdsr0kOl48eP33rrrZMnT54zZ879999//vx5Nn9sbGzXrl16vT4zM7O+vp5esvkvvfTSmjVrdDodLb9ly5aPP/44ZCliq7MAGIkgxUoR22yk0UqEd/LkybVr106bNi0nJ+fYsWPSYctsjejaRKxrJvyjGTNmRNc4aHmxQiU2HjIYRVo+FgLiFIKfOHHi7NmzKysrh4eHJVaPIn6Xy7V9+3aDwZCenk5rlZWV0ds4ZDABM2niuuuu8y+CppcuXeq/gPCvgYGBu+++e+bMmZMmTSoqKnrhhRfY/E8++YTiXLx48ZQpU6j0u+66q6urK2zMwcFEvUAw+nh+/vnn4y86CrHOCST6mvT3969bty7Dhyb+9Kc/+QcWgM2PqPvExpGw40s8UyWe07LkrHmk+4jVq1fTAZbb7b506dL+/ftpXGHzbTbb8uXL3/OhiaNHj7L5t99++4kTJ0ZHRz/66KNt27bdeeedIUsRW11mnGKliG020mjFlj99+vTcuXPb2touXrx47ty5DRs2SIctszWiaxOxrvH32GOP1dXVRdc4IXHV8mKFht14QDCKtHwsBCdYbOLLL7/88MMPf/zjH5eUlEisHmn8H3zwwfz582mzp06d+tvf/kaJ6W9+85tvfvObIYMJmEkTlCr9+te/Fv71q1/9iuYEJ1jvvPMOZYeHDh2iLqPc5bXXXrvnnnvYv6ishx56iBb4+9//fuHCheeee+62226TjjlkMFEvEPUqCZdgSff14ODgV77ylcOHD7t8aDdFL2mmdGBRdF8U39ggwYqPBKs57Up++MMfzvahCeGoiLqQ3r65ubl0VMpe/uQnP5k1axYd3v3gBz+gd6qw2JV/PHQILoJGlKlTp7LpFStW0BjDpmli5cqVwcvTwE+H/iGjDbu6/Heefylim400WrHlaYi1Wq0SwUiELdEaMoOU2Lh/1wiocxcsWEB7Ounty2mckJK+5cMWKrbxgGDG2fJer3ffvn3z5s3T6/WUN7CZEp/3I0eO0Nim0+mKi4v7+/vZfDrWv/HGG2km/YtlQsEf9oCwP/nkkylTptCE2Wx++umnhfnHjh2jOdLxh+yOBx98cM+ePSHrKLaKf2zPP/+8fxFUuxdeeCE4+Pvuu+/AgQMhi6DqUKXEAvAvVGIneUWk8aV3npGuErzfDtmtYm8Df3ScQCkm1WXGjBnr168fGRmRUx3pQukNQBuk5amhoujrjRs3PvLII/5zGhsbq6qqAgILILP7/EWaYIX8UPh3RNjGpIOTf/3XfzUYDJmZmQ888MBnn33G5gd/ioPLkjOIr1q16pe//KUQMB1FzJkzJ9Jm0YIES7Co80pLS4d9Vq9eTe9XNp/65q677qLjUeElLfaBD000NTUJ8wMmAtAb5eDBg8LBOr29hPcWHUzQmyZ4FYfDYTQaQ24t7OryEyz/UsQ2G2m0YsvT+57amd7Q9AHbvHmz2+2WH7ZEa8gMUmbXCGgcpU942O3LaZyQkr7lwxYqtvGAYMbZ8pQuUBFnzpy5ePFibW0tmynxeTeZTENDQ/Su2L9/v5CRUC3a29tpl0175C1btoSM03+QcLlcu3fvZmcIKMO49dZbn3vuOZq22+00ffnyZen4Q3YHxUDjU8g6iq3iv1+iqBYvXvzf//3f9NLpdNI0zQnecVGvvfvuuyGLWLdu3b333vvKK6/87W9/EwvjioydpETji20z0lWC99shu1Vss/6uv/76l19+mapMw3BNTc3WrVvlVydkoQ0NDdSSH/qsXbs2ir6mPqL3s/8cepmdnS3dJjK7z9/4z2AFdETYxjx8+PA3vvGN9957jz6tlDL+6Ec/YvNDfooDypIziHd2di5dupTe+exf9Flubm6W2RqakmAJ1sKFC99++202TYcaixYtYtPUN2fPnhUWo5fCYv/zP//jv1jAhD+WZdMhnXAWNyUlhe1kCU2kpqYGrPLmm28uWLBA7DMWdnWZCVZAKWKbjTRaseVpgj4zH/lUVlZWV1fLDFu6NWQGKbNrGPoELlmy5NSpU2G3H7ZcOTVKypYPW6jYxgOCGWfL5+XlCScPBBKfd8qN2PRf//pXdgqKzJ0794knnnj//fcl4pzwj+gQnHYR7F/nz5+nmtbX19Nf4Wq/SN85aWlp/kNj8KmC4FUC/vvUU099+9vfvuL7tuhnP/tZ8AKsFI/HEzKATz/9lMawG264QafTUQPW1dWFPPQPu5OUaHyxuke6SvB+O2S3im1WDLVAbm6u/OqIFTowMMCmacWQVZDua3qrBPQRLUyrBCwcsJbM7vOnSILl3xH+QjZmfn7+n//8ZzZNn5T58+ez6ZCf4oCyZA7iN91007PPPnvF9204BUBdI1YXLUuwBIvec8JbliboJZumvgm4XFpssYCJAPRmeuSRR1atWsVeSh980/HlvHnzXn/9df9y/T8qkZ6tCVhdrJToThVEtB16yaZp0M3KypIOW2z7IUV9Biugaxi73f6tb31LzvajOIPFSctLFyqx8YBgIm2cgHe7/0dbIPF5DxnJH//4R5PJdPXVVy9evFj4Xk9sYRbP3r17/S/so+NpWkD4jlIifjHZ2dkSyWh6enrAN1xUL8rh/BejBebMmfOLX/yC/grfsgVsR+IMloB2iZQ53X///SEvzgu7k5TZ+P4iXSV4vx3wX+nN+uvt7aV+pHSZvamEPDjS6vgvL/QULR+yCtJ9TQeEUZzBEgR3X8gBQmJTESVY/h0RtjEpDfVPDYU3cMhPcUBZMgdxh8Nx7bXXfvHFFxs2bKCjJrGKaFyCJVgyj5D8D85oIngx9k1zSDSQh71W5opvaM/JyXnjjTckoh3/NVghS4niYpeItlNSUkIDLZumoxM5w7yc1ggbpNjGBf5dwxQWFr7yyityth/pNVj8tLxEodIbDwhmnC1PKVFEZ7AkIqHddEdHhzCSBXzYAxa+dOmScNLi5MmTdKz84osvXnPNNcK50kjfOTQi1tfXB8wUCl26dOlrr73m/6+enh6DwRCw2MGDB9PS0oSvRYITrPvuu+/RRx+VjoRxu93Tp08Pnh92JynW+BI7zyjOYMl5KecMFs185pln/vKXv9CQTH+DWyzS95KcM1jSfU2ZQfA1WBs3bgxZrhix7gtZosz5V8J9KMI2JqU+Q0NDwZsN+SkOKEtmR9CneNmyZTt37qRPh3CBYMJJsASLDjeFr28pxW5oaGDzgz8ka9euZZcX0ETwpQBf+cpX/L9X2rRpE728fPny+++/X1NTIxwxHDlyJOQPiA4fPkyH9cLHT4zY6v5xSqwuVorYZiONVmz5Y8eO0V5A+M7I/wqnkGHLbA3pQsU2LtY1V3x3cLjlllvG2TghcdXyYoWG3XhAMONs+X/7t38zGo3vvvuu/9Ub8j/vbILip3037Y4pwaLUkM0M+LD7r/vxxx/v27evuLj4iu8iP9qh//73v6fpX//61zfeeCP79kci/pCf37Nnz1LRwi/LqDq/+c1vhCWffPJJKuV3v/vdpz5Op7OgoODf//3fJTZ4JVSC9c4771AG+dhjj1HLfP7556+//rrwK8Lbbrvtueeeo1yZPjUU87Zt29atWxdym9I7SbHGD2hPfzL7S6wBxV6KbdYftcavfvUragp6C1FTBLdYpO8lWl64Buub3/xmFH395z//mQ5XqI+EXxHSS+GMl1ibyOw+iXYLO/+K5IfiiozGtFgs1Ji0Bfqs/elPf/rud7/L5of8FAeUJf9NQgd4NLOlpUVmpTQokWK94jujuGPHDvYDBJoQzjQGf0jYD2QyMzO///3v+/9OgU3Q4KHX64WXzz///PXXXz9p0qS5c+fSG5pydjafkmjKoPU+u3fvFk5gTggyOjoaHK3Y6sFbCFlZsVLENhtptBLh0d6W9gXUepTf+F/1HDJsma0RXZuIdc0V36kXh8Mhc/sS5aLlQxYqsfGQwYyz5Wk4efjhh3NzcykMGorYTPmfdzbxy1/+ko6tdTodpUcvv/wymxnwYfePfObMmd/+9rfZ9zibN29mFzwxFAPLNaXfsSHrcu7cuQcffJCG3rS0tKuvvnr9+vWvvvqq0Bo///nPi4qKrvKhiWeeeSbsBicEjXCEBi3aMkVFn46bbrpJuA/Wf/3Xf9F8akZqhwULFvzgBz/w/9T4b1N6JynW+AHt6U9mf4nVV+yl2Gb90eEWdX16ejodFTzxxBPBLRbpe4kW+N73vkeNQ030L//yL7TlkFWQ6Gvy1ltvlZWVTfOhLO3kyZP+BYX8HMnsvpAbCTtfEPyhiKgxv/zyS5qfn58/efJkOmAQ9sMhP8UBZcl/k9BbevHixV6vN6DKYq2hQYkUKwAAKCKxBip1UZ5EuY7aUajsiy++EK7Qj49vfetbv/jFL+JZouLwGQMA4A4SrLBqa2tdLtfZs2e/8Y1v/PM//7Pa4aist7dX+LVgrH355ZdPPfXUsmXLhDs1JCh8xiAmgk+Aa3CHnhBBRiopKwWKw7siLIvFkpubO2vWrIceeihBbxOgoIyMjJ/+9KfxKYvenAaDgVK6+BQXO/iMAQAAACgMCRYAAACAwpBgAQAAACgMCRYAAACAwpBgAQAAACgMCRYAAACAwnhJsEL+dh0AAADiTO2MIE6SuZ589igAAIBm8TMcc1NPbnoUAABAs/gZjrmpJzc9CgAAoFn8DMfc1JObHgUAANAsfoZjburJTY8CAABoFj/DMTf15KZHAQAANIuf4ZibenLTo/J5PB61QwAAAL7wMxxzU09uelSmVatWpaenP/nkk2oHAgAAHOFnOOamntz0qBzDw8Ps3mCpqalms3lwcFDtiAAAgAv8DMcaqmfYO4K+++675eXleh+aoJcRbVyJGJOE2+1OS0vzvwuryWTq7u5WOy4AAEhy/AzHmqunRNOvWLFi7969bp89e/bQS0U2y6FDhw5Rg5SVlQ0ODprNZp1Ox9Ks4uJih8Ph9XrVDhAAAJITP8Ox5uop0fRTp069dOkSm/7000/ppSKb5VBeXh41SEdHB3vpcrmampqysrJYmkX/tVqtuAQeAAAUx89wrLl6SjR9RUVFY2PjJ5984na7Gxoa6KUim+VNZ2cntUZubm7AmSrKqCivYrkXyczMLCoqamtrUytOAABIPvwMx5qrp0TTf/DBB/Pnz2fDP018+OGHwevi8d1hmUwmao3m5uaQ/6Wsy+FwFBcXs0abOHHiW2+9FecIAQAgWfEzHGuunhJNX1paumfPHuEaLHqpyGa5Mjw8nJaWptPpXC6X9JLf+973WI6VnZ3d09MTn/AAACC58TMca66eEk0/ZcoUXIM1TvX19dQUlZWVchZ+9dVX16xZQ8tTQobvCgEAYPz4GY41V8/gphfmrFixoqGhgZ3Bevjhh1euXDmezXLI6/VmZ2dTU8i/IwOtYjab2aksavyYhgcAAEmPn+FYQ/UUu2RKmH7nnXfKysqu8lm3bt2ZM2ci2rjC4SYgu91O7VBQUBDpijabjd03y2QyjY6OxiI2AADgAT/DMTf15KZHJZSUlFA7ULYUxbpdXV16vZ5WLywsHB4eVjw2AADgAT/DMTf15KZHxfT391MjZGRkRH0KamBgID8/H5e9AwBA1PgZjrmpJzc9KqampoYagf6OZyNut7u0tBSXvQMAQHT4GY65qSc3PRrS6OhoRkYGNUJ/f/84N4XL3gEAIGr8DMfc1JObHg3JarVSCxiNRqU2KFz2/tWvfvX8+fNKbRYAAJIbP8MxN/XkpkdDKigooBZob29XcJv/+Z//yc5jrV27VsHNAgBAEuNnOOamntz0aLDu7m52ZXrAwwfHaWhoKDU1lbas1+uV3TIAACQrfoZjburJTY8Gq6ysjNH1UsPDw4sWLaKN2+12xTcOAADJh5/hmJt6ctOjAVwuV5pPjG5eZbPZqG1LSkpisXEAAEgy/AzHyVxPsVvDc6W5uZnqXlFREaPtezwedgPSvr6+GBUBAABJg5/hmJt6ctOj/rxeb25uLtW9s7MzdqXU1tZSEVu3bo1dEQAAkBz4GY65qSc3PerP4XBQxfPz82NayuDgILv1qNvtjmlBAACQ6PgZjrmpJzc96q+srIwqbrFYYl1QeXk5FXTo0KFYFwQAAAmNn+GYm3py06OCeJ5Y6ujooLIMBgPu1wAAABL4GY65qSc3PSqoq6uL56VReXl5VBxlWvEpDgAAEhE/wzE39eSmRxnhx329vb3xKdFisVBxZWVl8SkOAAASET/DMTf15KZHmdbWVqpycXFx3Ep0u906nY4KHRgYiFuhAACQWPgZjrmpJzc9yhQVFVGVKc2KZ6Fms5kKrampiWehAACQQPgZjrmpJzc9Sux2O9V30qRJo6Oj8Sy3v7+fPZowzuUCAECi4Gc41lA95dxy/eTJk2vXrp02bVpOTs6xY8ci2vi4A0wYS5YsYS3Z1dUV56KNRiOVa7Va41wuAAAkBH6GY83VU6LpT58+PXfu3La2tosXL547d27Dhg2KbDbJUFJFlZ04ceLXvvY1j8cT59Lb29vjcGtTAABIUPwMx5qrp0TTU0YV9akRTnrU6/UWFBRQZZubm9UKgD2cJ/4nzwAAQPs4GY6vJFaCNXv27H379s2ZM2fmzJmbN2+O6P6ZnPSozWajmubl5cX/3JWAPV7aZDKpFQAAAGgWJ8PxlcRKsFJTU6uqqj7yqaysrK6uDl5XQowDVx9lnOzeVw6HQ8UwXC6XTqdLS0sbGhpSMQwAANAgHoZjRnP1lGj6GTNmXLhwgU1TjpWVlaXIZpNGTU0NVbO0tFTtQK5QHkyR1NfXqx0IAABoCw/DMaO5eko0fUlJCeVVbPr8+fNIsPz19/en+dCE2rFc6e3tpQanDlLxm0oAANCgpB+OBZqrZ3DTC3OOHTu2ceNG4SvCBx54YDybTTKlpaWausknu9NpS0uL2oEAAICGJP1wLNBQPcUumfKfbmxszMrKyszM3LRpEy5yFzgcDnaHz4jaJKba2tooJEqz1A4EAAA0JLmHY3/c1DN5e9Tj8eTl5VEFbTab2rH8H4oqOzubourp6VE7FgAA0IokHo4DcFPP5O1RdluEgoICr9erdiz/oL6+ngKrrKxUOxAAANCKJB6OA3BTzyTtUZfLlZGRoc0bew4PD6ekpFBsO3bsUDsWAADQhGQdjoNxU88k7dHq6mqqWkVFhdqBhDZ9+nQKj9Isp9OpdiwAAKC+ZB2Og3FTz2Ts0Z6eHqqXTqcbHBxUO5bQnnzyyalTp7JfLdTU1IyOjqodEQAAqCkph+OQuKlnMvZocXEx1auhoUHtQKR4vd5Dhw5RFkihGgwGnMoCAOBZUg7HIXFTz6TrUXYfhOzs7IQ4LTQwMMDSQZzKAgDgWfINx2K4qWdy9SglKOwmCJRmqR2LXDiVBQAASTYcS0jmeibxw54bGhqoRsXFxWoHEjGcygIA4FmSDccSuKlnEvXo9u3bJ06cmLj38FTlVJbH49HsTwEAAPiRTMOxNG7qmUQ9mpaWRtW56qqr1A5kXPxPZV177bUjIyOxK2t0dHTmzJlU0M9+9rPYlQIAAGEl03AsjZt6JkuPsscOpqamPv7442rHMl5er3f9+vWxzrE8Hs+Pf/xjVsrSpUtjUQQAAMiUNMNxWNzUMyl6lHIFg8FAdbFarWrHooy+vr7MzEzKF6lS+fn5LpdL2e13dHSwBzWy+50m1s8CAACST3IMx3JwU8+k6FH2dL+ioiKtPXZwPChrHB4eLigoYHedGBgYUGSztJ2ysjKWWlHq1tXV1draStMZGRm4GAsAQC3JMRzLwU09E79HKWNI80nQa9uljY6OlpSUUDdlZWV1d3ePZ1Nut7uuro5dqabX6y0Wi5CPVlZW0szCwsJkylABABJIEgzHMnFTz8TvUaPRSLUwm81qBxIrHo+noqKCnWTq6OiIbiMtLS3sDmGUYG3dujXgui5K49g3hrW1tUqEDAAAkUmC4VgmbuqZ4D3K7tuelZXldrvVjiWGvF4vZZAsPYroYqnu7m7KyYqKith3giUlJb29vSGXpPns5FbUORwAAEQt0Ydj+bipZyL3KCVVCXff9vFgt1ElFosl7MKUk9XW1gq3k83NzQ3bSrRZlq0ODw8rFDIAAMiS0MNxRDRUT5m3XB8ZGZk7d26kPZTQPcpO6pSUlKgdSPxQDsTOM4l9lzc0NGSz2SoqKvR6vfDO2b59u8xbw7Pr341GIy7GAgCIp4QejiOiuXqGbXoaRB999FF+Eiz2lRZR6ud1iaK9vZ3lWFVVVSwNouTJ4XBQuinceYFZsGDBzTffHNGtKyhNz83NpXWbmppiVgMAAAiUuMNxpDRXT+mmP3Xq1KJFizweDycJFiUW7Lqi+vp6tWNRgdPpzMjIoOovXLiQUiiWbzF6vb6iosJmsw0NDUW38a6uLpa5jvNHiwAAIF+CDsdR0Fw9pZv+jjvuePbZZ8MuFulmNYsSiAm+B/Zx+1Dk3t5edoNQduV7SUlJU1NTT0+PIl/tsYu9cnNzY/qgHgAAECTocBwFzdVToul/+9vf3nzzzWNjY2KLTZAUw6Bjw+VysQuMHA6H2rGo6ZprrqFGWLVqleJZJmVp7OZbJpNJ2S0DAEBIiTgcR0dz9ZRo+mXLlgnf5vBwBquqqorCLi8vVzsQlVGiSSmmx+OJxcaHh4dZFivnF4sAADBOiTgcR0dz9ZRo+vGclEq4HnU6nRSzTqeL+hojkIk9P5uauq+vT+1YAACSXMINx1HTXD2Dm17s28BxblbLvF5vfn4+xXzgwAG1Y+FCTU3NBN+TENva2hR/4DQAAAgSazgeDw3VU+zsFG8Jlsfjobxqgu8RxbhLU3xQm2dmZvr/RLG4uNhsNlssls7OzrApFy3Q39/vdDp/8pOfVFZW0irxCRsAIOEk0HA8TtzUM0F6dGhoiEb6iRMnUsBdXV1qh8ORO++8k9o8PT396quvDv4ymlKur/uUlJT86Ec/qq6uLi0tLSwsZDfTCpadnV1VVdXa2orzYQAA/hJlOB4/buqZID3KnjlIaCxXOxa+UCZktVr7+/uv+G5D6nQ66WVNTY3RaMzKyhL5Zer/Rwvk5+fTkiw5mzx5sv9/CwoK6urqOjs7Y3SdPgBAAkmU4Xj8uKlngvRoc3Mzu+D6zJkzascC/4dSrmeeeSY9PT0lJWXLli2tra2UMPX29gb8BIEWa29vd7vdAwMDFoulrKyM3SiVoW697bbbbrnllnvuuYcSuL6+vpC/YKA8DJfbA0CySpThePy4qWci9CgNqzQGU6gdHR1qxwIhuFyuSJ8PTdkS5VL19fXsjvwh6fV6g8FgNBpNJtPmzZvZbSPq6upiVAsAABUlxHCsCG7qqfkepZG4oKCA4qypqVE7FoiJkZGRPXv2pKSkpKWl3XLLLdTdYpdwkalTp3J+g1kASEraH46Vwk09Nd+jtbW1E3y/HOT2qTicGB4eDuhiSrwGBwedTmd7e3tLS8u9996bnZ3N0qyKiopIz5kBAGiZ9odjpXBTT233aGdn5wTfs/Zw8Q1c8d0IzWq1suu39Hq9zWZTOyIAAGVofDhWEDf11HCPjoyMsK+Kmpub1Y4FNGR4eLi8vJydyiopKRkYGFA7IgCA8dLycKwsbuqp4R41mUwUntFoxG1FIVh7ezv7xlCn0zU1NeFNAgAJTcvDsbKUr6fH42loaFi0aBGNB/S3sbHx888/V7wUOQKuGlYlhrBaWlrY10B45iCIcbvdW7duZW/j/Pz8np6e/v5+3FULABKRZodjxSlfzx07dqxZs4YNAPR39erVP/zhDxUvJVLa7NHBwUF2nY3dblc7FtA6p9PJnlDJXHPNNcixACDhaHM4jgXl6zl79mz/3z3RNM1RvJRIabBHvV5vcXExBVZZWal2LJAY2Olh9iQl+vvmm2+qHREAQGQ0OBzHCBIs1dBISVEZDAa32612LJBIjh8/PnPmzAm+Jx729PSoHQ4AQAQ0OBzHSEy+IiwtLX377bfpaJv+0jS+IgxG42Kaj9PpVDsWSDyUlNMni1353tbWpnY4AAByaW04jp2YXOS+d+/ehQsX0q6f/u7bt0+ti9z9aapHR0dHDQYDhVRfX692LJCovF6v2Wxm12M1NDSoHQ4AgCyaGo5jipt6aqlHq6urKZ7CwkL85B7GyWazpaWl0dvJZDLhGQAAoH2aGo5jipt6aqZH29vbKZiMjAzcNxIU0dXVxZ4PTSl7wj1XZ2ho6Iknnti2bdvPf/5zp9NJH4qRkRG1gwKAGNLOcBxrytezv79/5cqVU6ZM0dQ9qLQQA3njjTemTZtGwVitVrVjgeRBeQm7g4PGL3undKqjo+PQoUPV1dVFRUXsHiUhGQwGWqCsrIyWrK+v37p169tvv612+ACgAI0Mx3GgfD2Li4v379//17/+NeJQwmVjL7300po1a3Q63Zw5c7Zs2fLxxx9HtPFI41EQHZRbLBYaMFgFp06dqmIwkJS0edn7H/7wh8LCwhtuuEEsnZo1a1ZKSgpNLF261Gg05uXlsbNxwWixxsZG/OQWINEhwYoe7d8/++yzqFeXaPrbb7/9xIkTo6OjH3300bZt2+68805FNhs7Ho/HbreXl5ezq2RIeno6G1Rw9RUozv+yd/qAdHV1qRsPBcDO1wqys7PLyspqa2ttNltPTw/Llnp7e1tbW/1vmkoVGRoaogU6OjroX9ddd52wBUq/mpqakGYBJC4kWNGbP3/+eJ76IrPpL126RPtuxTc7TiMjIzRaXPHddHvr1q3CITslWCaTqb29/ezZsxaLpa+vLw7BAJ8od0lNTWVvvMcff1yVGChDqq+vF848XX311b///e+jzoroY3Xo0CE6VmFP7USaBZDQkGBF76c//SntB10uV3Sry2x6h8NhNBoV3+x40O6eHa9nZmYKB9zFxcVWqxXX7UI8sQdckpycnPg/45JKZN+G03FFc3MzvfkVPF9LBydIswASGhKsCLcSTkSbCrvMm2++uWDBgtOnT0cURmRVilxbW5tQlsFgaGhoGBwcjHWhACHZbLbs7Gz2rVw8b2Zrt9vZiVv6CMTucnukWQCJCwmWasI2PY0W8+bNe/3115Xd7DjRkTq70Gru3LkdHR0xLQtAjtHR0bKyMnYmqaWlJQ7FsRu8TfA9XjMOGY9/mjV16tTS0lKqJu71AKBxSLCiN3HixPGsLt30dHyck5PzxhtvKLvZ8aBdORvGJvjuzI6r10E7/K+FMpvNsXtzUq6Tl5c3wXeDtzgkcwFFr1y5MuRJa/97PdTW1t533314MhWA6pBgRe+aa6753//936hXD256Yc7hw4fnzZsX3f05Y9Sj3d3dubm5tPGsrKzOzs5YFAEwTm1tbTqdjt6lRqMxFqd2LBYLO31bWFioyu1z+/v7WUa1atUq6Xs9sO9Mq6qqWltbo75OFADGAwlW9B577LG777777NmzY2NjkYUicsmUMB28r5T/bJBY9KjwtWBJSUnC3UEbuNLb28suyTIYDJSOKLJNr9e7bds24aeytbW1/rdaiLOhoaGAH+cG3OuBVX/SpEn+O5CCgoK6ujo6NFIxcgDeIMEaxxZDUbyUKKJScGv4WhASjsvlKi4uZt/iORyOqLdDWYvNZquoqBDOEtFhhvavO6SwLRYLNcLAwABN0OfX/8anOp1u9erVpaWlmzZtcjqdlKuF/PWl2+3u6urC5x1gPLSQEsQHN/VUrkfxtSAkKI/HI1yH3tTUJP/rvNHRUcrJzGYzu9BKQDnW5MmTDx48GNOwY4Rag3IpOkASHrEQjCpoMBiMRqPJZKKmYzkZTeMieoCoIcFKNkr1KL4WhER36NAh4dECCxcubBLR2NhYWVn5ne98h97qwvIs56ioqLDZbPG/w1bsUMK0e/duqt3EiROLi4sLCgrYQZSE7Ozs8vLyuro6u93e398vfVqLfV/Z29vb1dW1evXqpUuX0nFa3GoHoClIsJLN+Hv07bffptEIXwtCEujs7BTu9i4HJViUZlHW1dPTk8Tv/IGBgYAr3ynxGhwcdDqd7e3tLS0t1dXVN91004033hj8XEWdTldYWFhWVjZz5sxly5bRkpR+UaMZDIaQD2GkJjWbzbhVHnAICVayGWeP9vX1zZgxg+0Zn3nmGaWiAlDLCy+8sHz58qqqKrEzWPfddx97wz/yyCPyf03CD8qNHA4HNZTJZAr45jQkyrQoA7v11luvuuoq9kxShlbH2SzgChKsZDOeHqWDV+EYlNIsDDbAiU4ftaNIDLRb6Onp2bFjB+0rrrvuutbWVkq/nE7n0NBQ8D1XPR4P5Wdms5ndPmOC75latHwSnx0EECDBSjZR9ygdobI9YHV19WuvvYYncgCAUlwuF+1hsrKy2E4mLy/ParVS+hX2oi6AxIUEK9lE0aN0SMoexJGWlmaxWGIRFQAAZVSUVwnfM7LTWrfccovacQHEBBKsZBNpjw4NDRUUFEzw/Waqq6srRlEBADBer9fhcLB7lTHf/e53cXkWJB8kWMkg4CJT+Ss6nU520j4/Px8/8wGAeDp69OiCBQuEn3nSkZ7NZsOln5A0kGAlG/k9Svsydtef8vJy7NQAQBXDw8MNDQ3sCT/sVHpNTY0qj3oEUBYSrGQjp0e9Xu/WrVvZ7ox2bbjIFADURXshu91eUlIinIkvLS1tb28/c+ZMMt3oFbiCBCvZSPeoy+X6j//4jwULFkzwPamtra0tboEBAITV399vNpv971makpLyyiuvqB0XQMSQYCUb/x71eDx9fX2tra21tbV0OCj8RppMmTKlt7dXxTgBAMS43W6r1ZqTk8P2V7fffrvaEQFEDAlWsqEepeO/ysrKgoIC/werCdc3TJ48mSY2btyodqQAAFLoEPHBBx9MSUmhXRZ+ZggJBwlWsgnIqCjNqqioaG5u7ujoYM9sdrlcNE17LrUjBQAIj90DOT8/H3stSCxIsJINy6sefvjh3t5e7I8AINF5vV7Krib4nj2vdiwAEUCClWyoR51Op9pRAAAopqenJ82nr69P7VgA5EKClWz46VEA4EdtbS3t3AoLC3FbGUgU/AzHGqpn2Fuuj42N7dq1S6/XZ2Zm1tfX08uINq5EjAAAGjI6OmowGGj/dujQIbVjAZCFn+FYc/WUaHqbzbZ8+fL3fGji6NGjimwWACBxdXV1TfA9Ihr3eYeEwM9wrLl6SjT9ihUrTpw4waZpYuXKlYpsFgAgoVVXV9Muzmg0qh0IQHj8DMeaq6dE08+YMWNkZIRNX7hwQa/XK7JZAICE5na72VMLrVar2rEAhMHPcKy5eko0fUpKyuXLl9k0TaSmpgavKyGGQQMAqKq9vZ3dM5nd2A9As/gZjjVXT5zBAgCIQkVFBe3oysvL1Q4EQAo/w7Hm6olrsAAAojA8PEyHnbSvs9vtascCIIqf4Vhz9QxuemHOkSNH8CtCAAAxra2ttK/LysoSTvYDaA0/w7GG6il2yZQwPTY2tnPnTr3P7t27cR8sAIAARqORdndVVVVqBwIQGj/DMTf15KZHAYBnQ0NDGRkZtMfr6OhQOxaAEPgZjrmpJzc9CgCcO3ToEO3xpk+f/oc//EHtWAAC8TMcc1NPbnoUADjn9XrT09Npp5eWlkbJlsfjUTsigP/Dz3DMTT256VEAgOXLlwvXsxoMhtbWVrUjAvj/+BmOuaknNz0KAODxeLq7u48fP15YWMjSLJro6upSOy4AjoZjburJTY8CAAi8Xm9ra2tubi5Ls0pLS/v6+tQOCrjGz3DMTT256VEAgAAej6e5uZndhpRUV1cPDQ2pHRRwip/hmJt6ctOjAAAhud3u2tpanU5H+0P6u379+uPHj6sd1JXu7u7vfOc79FftQCBO+BmOk7meeNgzAECAwcHBqqoqYcf41a9+9cCBAzQz/pFQwtfQ0DBx4kQKg/6azWZVwoA442c45qae3PQoAEBY//RP/xRwCFpYWBi3TMvr9VoslqysrAlBTCYTzmYlN36GY27qyU2PAgCE5fF4bDbbiRMnHA5HVVUVu/l7fDItu92el5fHyjIajS+//DLF8NZbb5nNZvb1JSkuLqaZlIfFKAZQET/DMTf15KZHAQAiRflWcKa1ZMmSu+66i+Yr9ehop9NZVFTENp6fn09bDljA5XI1NTUJZ7YoD7NarbhRapLhZzjmpp7c9CgAQNSETGvatGn+39xlZ2eXl5fX1dXZ7fb+/v5Izy3RKrS6sKmWlhaJLVAMlFcJZ7lmzpxJqd7dd9+NTCs58DMcc1NPbnoUAGD8zp8/P2nSJNpzzpkzx/+0FqPT6QoLCzdu3Eh5T21tbZOI+vr6nJwcWj01NZXW0uv1NFNmnkQZGKV6xcXFQqE1NTX40jAJ8DMcc1NPbnoUAEARAwMDbW1tLB8aHBykdIfSI5PJJJxbki8lJYXSI5fLFUUYTz/9NEv1SFFRES6BT3T8DMfc1JObHgUAiLXR0dGenh52ekmn0zU0NIQ8g0XzlyxZMn/+/N/97nfjKY6SvGeffVa4H31VVdXw8LBSdYE442c45qae3PQoAEB8uN1um80Wt2fvUJpFGRv7pWFGRsaBAwdwVVYi4mc45qae3PQoAEASGxoaqqioEH5mGPxTRNA4foZjrdRzbGxs165der0+MzOzvr6eXgYv8+6775aXl+t9aIJeyt8+Pz0KAJD0urq6CgoKWJpVWlr6xz/+0el0qh0UyMLPcKyVetpstuXLl7/nQxNHjx4NXmbFihV79+51++zZs4deyt8+Pz0KAMADr9drtVrZE6zZ83a2bdumdlAQHj/DsVbqSdnSiRMn2DRNrFy5MniZqVOnXrp0iU1/+umn9FL+9vnpUQAAfoyMjJjNZnYqa9q0aXG7IAyixs9wrJV6zpgxQ7hZ8IULF+igJHiZioqKxsbGTz75hD0ilF7K3z4/PQoAwJunnnpq9uzZtJ9PS0uzWCxqhwNS+BmOtVLPlJSUy5cvs2maSE1NDV7mgw8+mD9/PjtSoYkPP/wwYAHpG7HEvA4AAKASj8dTW1vL9vZlZWVKPd4HFMfPcKyVeso5g1VaWrpnzx7hGix6KX/7/PQoAAC3Ojo62KMMs7Ozu7q61A4HAvX39/MzHGulnnKuwZoyZQquwQIAAAnDw8N0+M1OZdXX1+PpOtpB6S9XXyhppZ5HjhwR+xWh0BmUhDU0NLAzWA8//HDIJEwMPz0KAMA5Sqqam5vT0tLY03WGhobUjohrNGR7PB673b5kyRIkWCoYGxvbuXMnu8fV7t27/e+DJXTGO++8U1ZWdpXPunXrzpw5I3/7/PQoAACQnp4eg8HAbvtOo3t3d3d0D0OE8TAajSkpKdOmTWOpFct61Q4qTripJzc9CgAAjNvtrqysFH7qRMM8zVE7KC6MjIxYLJaioiKh8QsKCqxWK7U/P8MxN/XkpkcBAMBfS0tLeno6G+abm5txVVbssK8Cy8vL2ZkqMnXq1Nzc3CeffFJYhp/hmJt6ctOjAAAQ4NVXX503bx4b8ouKirq7u9WOKNk4nc6tW7dmZGQIXwWaTKb29vbgB3LzMxxzU09uehQAAEKy2+25ubksA6iqqhoeHlY7osRGydP+/fvvuOMOoVVJcXGx1WqVuA8ZP8MxN/XkpkcBAEAM5QQNDQ06nY5d/H7gwIHgUywg0/e//30hrzIYDNSwg4ODYdfiZzjmpp7c9CgAAEgbGhqqqKhgmUFeXp7D4VA7ogQzMjIiNCB5+umn5a/Lz3DMTT256VEAAJCjq6uroKCApQilpaUDAwNqR5QY2tvb2e3y9Xr9gQMH5Jy18sfPcMxNPbnpUQAAkMnr9VqtVkoUaIyYOHHi9OnTt27d2iSipqbmtttu878PNm/8T1yVl5dHdxEbP8MxN/XkpkcBACAilDfcc889E2SjhMxkMlkslr6+PrVjjx//E1etra1Rb4ef4TiZ6xnwkVA7HAAA0Civ17t69epZs2ZJnMFavnw5DSXsAnmxZIs9zE3t2ihMkRNXAn6GY27qyU2PAgBAjPT09Hg8HpfLZbfbzWZzfn6+f7I1ffr0tLS09PT0rq4utSNVBuVSSp24EvAzHHNTT256FAAA4iZkskU5Fs2J9Opvrdm4caNQo/GfuBLwMxxzU09uehQAAFRx9uxZSkQWLlwo5CUmkylB7xrf0tKSmprKrv1X5MSVgJ/hmJt6ctOjAACgrsHBQbPZLFytVVxc7HA45D8Dsb+/3+VyxTRCCQMDA0ajkUWenZ197NgxZbfPz3DMTT256VEAANACSpKamprYBUwTfHc0tVqtHo9naGgo5MKUVzmdzm3bttHCqampb731VpwDphTwwIEDLC+ksO12eyxK4Wc45qae3PQoAABoB2VUlFdRdsXSrEmTJtHfr33ta9XV1aWlpYWFhf4P8gu+H0RxcbHZbLZYLJ2dncJpLcqEQmZp49HT0yPcdpVii91vIfkZjrmpJzc9CgAAWkMpkcPhoGxJLJfKysrKz883Go333nvvDTfccO211wqnvgJSrq9//evTp0+n6e3bt0s8U1m+0dHRmpqatLQ0dprN6XSOf5sS+BmOuaknNz0KAACadfDgweuuu+6hhx5qbW3t7Ozs7e2VOBdF+ROlO1arlRIgyr1CplzZ2dnl5eV1dXV2u72/v1/+lV5XfGfXOjo62Ck0SrDq6+vj8OhrfoZjrdRzbGxs165dlJtnZmZSH9PLkIudPHly7dq106ZNy8nJiejKO356FAAAkhVLuTZu3Lh06dIbbrghIyMjIN/S6XSFhYV33XXX9ddfbzKZxG6aSuMspWv+l+HH7a70/AzHWqmnzWZbvnz5ez40EfJhT6dPn547d25bW9vFixfPnTu3YcMG+dvnp0cBAIAfg4ODDoeDciZKp4QrveSbNGmSxWKJ6LzXOPEzHGulnitWrDhx4gSbpomVK1cGL0MZldVqjW77/PQoAABwa3R0tKenZ/369TTqzZo1q7GxMeQZLJpfUFCwaNGi+N+mi5/hWCv1nDFjhnCx3oULF/R6ffAys2fP3rdv35w5c2bOnLl58+aIfuPAT48CAAAMDg7G87yUfPwMx1qpZ0pKyuXLl9k0TaSmpgYvQzOrqqo+8qmsrKyurg5YQPpEaMzrAAAAAJL4GY61Uk85Z7BoGfoXm6YcKysrS/72+elRAAAAzeJnONZKPeVcg1VSUkJ5FZs+f/48EiwAAIDEws9wrJV6HjlyROxXhEJnHDt2bOPGjcJXhA888ID87fPTowAAAJrFz3CslXqOjY3t3LlT77N7927/+2D5d0ZjY2NWVlZmZuamTZtwkTsAAEBi4Wc45qae3PQoAACAZvEzHHNTTwAAANAAtTOCOOGlnlGLz1shmUqJW0EoRbMFoRTNFoRSNFsQSkk+aIUwkuntiP0R56XErSCUotmCUIpmC0IpyQetEEYyvR2xP+K8lLgVhFI0WxBK0WxBKCX5oBXCSKa3I/ZHnJcSt4JQimYLQimaLQilJB+0gibg7ahZ6BrNQtdoFrpGs9A18YS21gS86TULXaNZ6BrNQtdoFromntDWmoA3vWahazQLXaNZ6BrNQtfEE9paE/Cm1yx0jWahazQLXaNZ6Jp4QltrAt70moWu0Sx0jWahazQLXRNPaGsAAAAAhSHBAgAAAFAYEiwAAAAAhSHBAgAAAFAYEiwAAAAAhSHBAgAAAFAYEiwAAAAAhSHBUt7Y2NiuXbv0en1mZmZ9fT29ZPNfeumlNWvW6HS6OXPmbNmy5eOPP5a/rth8iIhYMx4/fvzWW2+dPHkydc39999//vx5+euiaxQh3YwjIyNz584Vu4UPuiamxJpxwj+KaF10jSIkmvHkyZNr166dNm1aTk7OsWPH5K+LrlEQEizl2Wy25cuXv+dDE0ePHmXzb7/99hMnToyOjn700Ufbtm2788475a8rNh8iItaMq1evfvHFF91u96VLl/bv3095sPx10TWKkG7G7du3P/roo2KjOLompsSaUc4tK9E1MSXWjKdPn6YDkra2tosXL547d27Dhg3y10XXKAgJlvJWrFhBiRSbpomVK1cGL0MDOR1bCC+FXZXYunK2CWHJaUbKgKdOnSq8RNfEh0Qznjp1atGiRR6PJ2BER9fEh1gzSiRY6Jr4EGtGyqisVmvIVdA18YQES3kzZswYGRlh0xcuXNDr9cHLOBwOo9EovBTe9GLrytkmhBW2GT/77LODBw/6n1xE18SHRDPecccdzz777JWgER1dEx9izUjtn5WVRUcjBQUFjz/++BdffCGsgq6JD7FmnD179r59++bMmTNz5szNmze73W5hFXRNPCHBUl5KSsrly5fZNE2kpqYGLPDmm28uWLDg9OnT8tcNu02QQ7oZ2aUks2bNGhwclL8uukYRYs3429/+9uabb2YXgoidMkHXxJR0M37++ee9vb0rV66sra2Vvy66RhFizUgTVVVVH/lUVlZWV1fLXxddoyAkWMqTPgJwOp3z5s17/fXXI1oXRxWKCNuMn3766SOPPLJq1Sr566JrFCHWjMuWLevu7mbTYgkWuiam5DTjuXPnQs5H18SURPPSSzZNOVZWVlZE66JrlIIES3kS32Hb7facnJw33ngj0nXxvbgi5DQj5Vj+l8eFXRddowiJC33C/loNXRNTcpp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