Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: ccmc_ccmc_082208_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | October 29 2003 |
Start Time | | 2003/10/29 06:00 |
End Time | | 2003/10/30 06:00 |
Key Words | | GEM 2008 Metrics Challenge |
Model | | BATSRUS |
Model Version | | v7.73 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -25.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | -24.10 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 275.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | ccmc_ccmc_082208_1 |
Minimum Dst Value | | -353 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU2F0IEp1bCAwOCAyMDowMjozNyBFRFQgMjAxN/aiZckAAAGqdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiY2NtY19jY21jXzA4MjIwOF8xOiBCQVRTUlVTIHBsb3Qgb2YgcmhvIGFsb25nIElNUC04IHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAzLTEwLTI5VDA2OjAwOjAwLjAwMFoiLCAibWF4IjoiMjAwMy0xMC0zMFQwNjowMDowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcwOSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjAuMzU5NjQyNDk5NSwgIm1heCI6MTAuNzI2MjA3NTAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfXLMB6cAAAAEZ0FNQQAAr8g3BYrpAABE6klEQVR4nO3deXgUVboH4JCQnYQkhISEQCCEVTaRBBhAIISw74sBQgABwybbsIYQQRE38HK5KCA7ioKoBESBGTQzMoqCw2JAQMDgDU7QqBHj3HjNCPd7cp45t6zurlRXn66qTv3eP/JUV1ed+vqcTp2vaznldQ8AAAAAhPIyOgAAAACA6gYJFgAAAIBgSLAAAAAABEOCBQAAACAYEiwAAAAAwZBgAQAAAAiGBAsAAABAMCRYAAAAAIIhwQIAAAAQDAkWAAAAgGBIsAAAAAAEQ4IFAAAAIBgSLAAAAADBkGABAAAACIYECwAAAEAwJFgAAAAAgiHBAgAAABAMCRYAAACAYEiwAAAAAARDggUAAAAgGBIsAAAAAMGQYAEAAAAIhgQLAAAAQDAkWAAAAACCIcECAAAAEAwJFgAAAIBgSLAAAAAABEOCBQAAACAYEiwAAAAAwZBgAQAAAAiGBAsAPJWXl/g92EcffdS0adMqS3bHpt1RJgAYBf/PAOCp3JGRdOvW7a233jJk00iwGNQDVA/4HgP8v7t37y5evDgsLCw8PHzp0qX0ks2/cePGoEGDwirRBL1k848ePZqSkhIQEBATEzNlypTvvvtOeb6z5Tvi9W9qPhRfuEaNGtHR0enp6UVFRdIFnn32WR8fH/pru4oUzf/xxx8p7KZNmwYGBtJHGDp06IkTJ2Sr1KlTZ+DAgV988QWfbzckNqFQoMqP5uICtkJDQ3/55RfXN62BWxMLXjhNtGrVin/37lV+LVu2bCldgKFvS2ZmJv/2yqj50uqZKiEtA7PBNxLg/23evLlDhw5fVqKJrVu3svldunRZvnx5aaVly5bRSza/T58+7777bllZ2TfffJOVlUWJhfJ8Z8tXpj7BYhO//fbb119//cc//rFbt278XZrZuHHjDRs2JCQk0LTyJvr27Ttt2jRKnv73f//322+/3b9/f48ePWRLUn+8YsUK/hGUEyyFAp36aJoX0LyKRydYHTt2PHz4MH/r4MGDNEe6AJu4devW6NGjx40bZ7dANV9aJFhgZfhGgn0VFRXUTTZs2JB+nq5du1ZhJu3XXnzxReqk/fz87rvvvpMnT+7cubNp06YBAQGdO3e+fPmywrpm2zR1EpQYsWma6Nq1K5sOCgr66aef2PSdO3fope26tEBwcLDyfFfKt2XboyhnM8yPP/4YGBjIXx45coRSPZpISkp65513lNelFWn1KoOhz8I3oRySQoGy5Z955pmoqKiIiIhZs2ZRNiYr55dffpk7d250JZpgh6Bkh99knF2F5jz//PNxcXE1atRgLzdt2hQfH8++bAUFBQrFyly9enXkyJH0WUJDQ4cPH15SUqLm4yhvdPr06VQgLU8VpVznNPH666/z7x6hog4cOGCbYBH6hVCnTh3b0u6p+NLaVqasDqusB8r4n3jiiUaNGoWHh0+ePPnnn39m823/o223pVCHPIbu3bu/9tprPOCvvvoqJiZGzRcSQA0kWGDf6tWre/bsef369R9++GHevHkKM2mHNXDgQJpJu78nn3wyJCRkyJAhN27cYC/5AQm765pt07Sj53v5b7/9lnbfbHrUqFG5ubm056Uf6zk5OfTSdt28vDzaivJ8V8q35WyCRd1VcXHxkiVLpEeJBgwYsGPHDpqg3JSmlQvs37//mDFj/va3v/3P//yPoyW///57+gjJyclqQlIoULZ8amrqrUo0sXLlSlk51N3S/KJKvXr1ospU2Lq2VWj+0KFDv/76a/5y2LBhhYWF9GVbtWoVz1ccFSvVtm3b999/nz4ytfjs2bOnTp2q/uPY3ShVONXk15XS0tKqTLDom0C/Qz788EN6mZ+fT9M0x9kES82XVhaJrA6rrId169b17t37yy+/pP/cjIyMBQsWsPmO9gbSbSnUIY/h2LFjLVu25Adup0yZ8vTTT9v9sAAaIMEC+xITE/nvY+WZtMP6xz/+wab/+c9/0kvqxflLfiTD7rpm27S3t/evv/7KpmnCx8eHTVO/Hh8fz34f0wTvIbizZ882btyYfpErz9dcvl3qT2ZJhYeHX7x4kb1FyWjdunXLy8tpmv7SNHVmCpu4c+cO9Vvt2rULCAhISEhYuHAh/7kv3URMTAwlAQpB8pkKBcqWv3TpEpum4Js0aSIrh9blC1Bb2y5gy9lVaP7NmzelL+1+2RwV6wjVQFxcnPqP42ij/HgtrVhlgkV/t2zZQr9G7lWepX3ppZdsFyD0PUyvZDdyNV9a2wRLWodV1kOLFi2uXLnCpm/fvk1bYdOO9gbSlwp1KI0hKSlp7969NPHFF19QAFSrdsMD0AAJFthHHR7rd6ucabsPtfvS7rpm27SjI0z0U3jZsmX8chN6KV0rPz+/YcOGn3zyiaw02/nayndEfYLFp2mjy5cvT0lJYS8poZGlX4sWLVKzibt371KiM3HiRH55GVuS5l+/fl16I56vr6/sNBm1BSWaVRYoC4O3IE1Qg8rCkzax3QVsObsKzZdeGK7myyYtVurMmTPUBJTpsjrnebazH0e6PK9kWl5NgkXLUx786quv0l9+epQvwERFRY0fP56+M7L57KWaL61twNI6rLIeKIOUfjn510bN3kChDqUx5OXlNW/e/F//+tfYsWM3bNhg+xEANEOCBfY1bdrU9jei3Zkqsxy765pt046ukaIdvaPLTfbt2xcbG/vpp5/KirI7X0P5CjQkWPckF0ixQ1b8UBP58ssv+QEtNZugnjUkJMR2ya+++qpevXrsE7Vs2fLjjz+WrnXq1KlGjRpVWaDsI/CjETSh/ggWu9bHLg1HsNS8VHMEi2bu3r37+++/p36d/toeOlIZm3R5Z49gkaeeeqpmzZr8pJjtAsrUfGll9S8rucp6oNRH+v3k7P5Hy7alsg4p2WrTpg39rqDvJL+2D0AIJFhg35NPPtmzZ88bN25Ir3KwO1Nlx2N3XbNtetOmTY7u8svJyWE/1rOzs3litG7duoYNG/K+jXM039nyldl2hMo9671/3+LXuXPne5UXXQ0aNEi2cP/+/Xft2uWowB49euzfv//27du//vorfYSsrCxa3u6So0aN2rx5M0288MIL1IH95S9/uVMpPz+/devWfEgIhQJlHyEtLY1dg0UTttdLLV++nF9wk5KSQpXJ5lO++Pnnn9sWqLCKiwmWo2KlKPs8ePDgL7/8Qt/JkSNH2iYWKmOTLs+vwerbt6/KBMvZBWTUfGll9S8rucp6WL9+PdUDlUCpz2efffbQQw+x+Xb/o2XbUt++9FuIZm7bts1ubQBohu8Q2EcdHu004+LiwsPDn3/+eYWZKjseu+uabdP0c5Z+y7KhfZYsWcJPJXzxxRf9+vWrXYl6suvXr/NNyJSVlSnMd7Z8R2SFO6oB24UjIiKGDBnCyu/YsSM/nMYdPnw4KSnJUYHvvffe8OHDqRoDAgIaN248a9as77//3u6Sx48fZzcn0mekTI62xT4dTezevVtNgbKPwO4ipCVnzJghvSOMTZSXlz/66KPsljGa4AfhKNOlqrZbLY5WcTHBclSs1DvvvNO8eXNfX1/Kwjds2GCbWKiMTbr8I488QpVDVfT4449TyQrxi0qw1HxpZfUvK7nKevjtt99ofosWLfz9/SlNz8vLY/Pt/kfLtqW+fQ8cONC0adOKigq7tQGgGb5DAGB26O3Uu3DhAqWqRkeh3b/+9a+aNWvqucXBgwe/+uqrem4RLAK7LQAwOyRYVZo3b15xcfHNmzd79+49f/58o8PR7syZM/xuQXf77bfftmzZ0qZNG9shdgFch90WGMb2PJpu/aiBm1bPI4LUh2U/uHrr16+Pi4uLioqaNm2aR481UKtWrRdffFGfbdH3qlGjRpTS6bM5sBrstgAAAAAEQ4IFAAAAIBgSLAAAAADBkGABAAAACIYECwAAAEAwJFgAAAAAglklwbJ7xzsAAACIYnRXby5WqQ40PAAAgPugn5WxSnWg4QEAANwH/ayMVaoDDQ8AAOA+6GdlrFIdaHgAAAD3QT8rY5XqQMMDAAC4D/pZGatUBxoeAADAfdDPylilOjyo4cvLy40OAQAAwDke1M/qwyrV4SkNP3v2bG9v7zlz5hgdCAAAgBM8pZ/VjYmqw+5IZXfv3l28eHFYWFh4ePjSpUvppebCRcTodoGBgawSCgsLjY4FAABALU/pZ3VjuuqQtdDmzZs7dOjwZSWa2Lp1q5BiTatNmzYswcrPzzc6FgAAALU8pZ/VjemqQ9ZCXbp0effdd9k0TXTt2lVIseZUXl7eqVMnCrV+/fpGxwIAAOAEj+hn9WS66pC1UGhoaElJCZv+9ttvw8LChBRrTq+88go/T7pmzRqjwwEAAFDLI/pZPZmuOmQt5O3t/euvv7JpmvDx8VFe16MfQnn58mX6vCzaZs2aGR0OAACAWh7Rz+rJdNVh5SNYpaWlPB3MzMw0OhwAAAC1PKKf1ZPpqsPK12ANHDiQJ1iJiYlGhwMAAKCWR/SzejJddchaaNOmTY7uInSqLT2i4ePi4qTnNAsKCoyOCAAAQBWP6Gf1ZKLqsHvJ1N27dxctWhRWacmSJdJxsKpfgvXII49QnLGxsfQ3PDzc6HAAAADU8oh+Vk9WqQ6PaPgHH3yQ4pw1a1bNmjVp4rXXXjM6IgAAAFU8op/Vk1Wqw/wNf+rUKXbojg2FRZKTk40OCgAAQBXz97M6s0p1mL/hS0tL2YGrtWvXtmjRgiYefvhho4MCAABQxfz9rM6sUh3mb3g2RkNQUFBFRQWlVjTdr18/o4MCAABQxfz9rM6sUh3mb/jx48dTkAEBAZRgJSQk0LS3tzdlXUbHBQAAUDXz97M6s0p1mL/h27Zty5KqkpISdjthaGio0UEBAACoYv5+VmdWqQ7zN/y8efMoyPT0dJouKytj12N99NFHRscFAABQNfP3szqzSnWYv+HT0tIoyJkzZ9L0kSNH2I2EAwcONDouAACAqpm/n9WZVarD5A1fVFTEMqr27dvTy+Li4lq1atHLqVOnGh0aAABA1Uzez+rPKtVh8oavqKgIDAykILOzs9mc0aNH08sRI0YYGxgAAIAaJu9n9WeV6jB5w0vHaGBzIiIiaA5lXcYGBgAAoIbJ+1n9WaU6TN7wc+bMoQh9fHyKi4vZnJEjR9KcyMhIYwMDAABQw+T9rP6sUh0mb3j2FEJy7tw5Nuf27dvsRsKLFy8aGxsAAECVTN7P6q86V4fX7xkdjpKlS5dShEOGDOFzNm/ezMKeOHGicXEBAACoYvJ+Vn9WqQ6TN/y4ceMowunTp/M5586d8/Pzo5mzZ882MDAAAAA1TN7P6s8q1WHyhg8ICKAIGzZsKJ2Znp4uy7oAAADMyeT9rP6sUh0mb3hKrSjC5ORk6UyWdcXFxRkVFQAAgEom72f1Z5XqMHnDL168mCJcuXKldCalVjSzY8eORkUFAACgksn7Wf1ZpTrM3PBnzpxhNwzOmTNHOp9lXdIr3wEAAMzJzP2sIaxSHWZu+I0bN7IbBjMyMqTzbcduAAAAMCcz97OGsEp1mLnhS0pK2OVWn3zyiXT+/Pnzaaa3tzcffRQAAMCczNzPGsIq1WHmht+5c6ftLYSkvLzc39+f3vroo48MCQwAAEAlM/ezhrBKdZi54WNjYym8iIgI2fySkhIfHx/buwsBAADMxsz9rCGsUh1mbviEhAS7wzGUl5cHBQXRW926dTMkMAAAAJXM3M8awirVYeaGz87OpvCWLl1q+9asWbPorUmTJukfFQAAgHpm7mcNYZXqMG3Dl5WVJSYmUnjz5s2zfbdjx470Vs2aNUtKSvSPDQAAQCXT9rNGsUp1mLbh8/Ly2FgM/fr1s3135MiR9JaPj095ebn+sQEAAKhk2n7WKGavjhs3bgwaNCisEk3QS23lmLbhS0tL2YVW+/bts323rKyMPfL54sWL+scGAACgkmn7WaOYvTq6dOmyfPny0krLli2jl9rKMW3D0+ei2GrVqlVRUWH77uXLl9nxrcGDB+sfGwAAgEqm7WeNYvbqCAoK+umnn9j0nTt36KW2ckzb8JQ5UWzBwcF23y0sLPT29nZ0AhEAAMAkTNvPGsXs1TFq1Kjc3Nwff/yxtLQ0JyeHXmorx7QN36xZM4rNz8+vrKzM7gJZWVm0wMKFC3UODAAAQD3T9rNGMXt13Lp1Kz4+np0mo4mvv/5aYWEvRbrF7JTZs2fbPoVQqnXr1rRAZGSknlEBAAA4xbT9rFHMXh2pqanLli3j12DRS23lmLbh09PTKbbFixc7WoAN4hAcHGz3Ii0AAAAzMG0/axSzV0dgYGA1vgarsLCQHV1LSUlxtMz27dtpgUaNGukZGAAAgFPM2c8ayOzV0aVLl5ycHHYEKzs7u2vXrvwtp9rSnA1PH4pdw/7oo486WubDDz9kSdiOHTv0jA0AAEA9c/azBjJ7dXzxxRf9+vWrXal///7Xr1/nb1WPBIsCCwwMVDj9d+TIEZZgjRs3Ts/YAAAA1DNnP2sgq1SHORt+7dq1FFiDBg0UlqHca+DAgbRYdna2boEBAAA4xZz9rIGsUh3mbPi2bduyo1OXL19WWIxd596qVSvdAgMAAHCKOftZA1mlOszZ8BkZGewCduU7BENDQ2mxqKgo3QIDAABwijn7WQNZpTrM2fA5OTkU2MqVK5UXe/jhh2mxiRMn6hIUAACA08zZzxrIKtVhzoaPjIykwHr27Km8WGZmJhvtvaioSJ/AAAAAnGLOftZAVqkOcza8j48PBda6dWvlxdLS0tilWseOHdMnMAAAAKeYs581kFWqw4QNX1FRERISQoEdPnxYeck9e/awa7AwmDsAAJiTCftZY1mlOmQNf/z48bZt265du9aoeFgMFFVsbGyVS5aXl9esWZMWfuyxx9wfFwAAgNOQYMlYpTpkDd+sWTOa4+3tTbmLUSENGDCAnfg7c+ZMlQvXqFGDlkxMTNQhMAAAAGchwZKxSnXIGr5v3740h7KWCxcuGBXSkCFDWIJVUFBQ5cKpqam0ZGZmpg6BAQAAOAsJloxVqkPW8Dy5GTp0qFEh5ebmUgBTp05VszC7kTAxMRGXYQEAgAkhwZKxSnVIG76kpIRd0kRmzpxpVEjjxo2jACZNmqRm4Y4dO7KAz5075+7AAAAAnIUES6Y6V4fX7/H5165d4zOrHOTTfYKCgiiAevXqqVmYPbUwIiLC3VEBAABogARLxirVIWv4Tp06sQQrPDzcqJNuLVq0oAA6duyoZuHy8nJfX19a/sCBA+4ODAAAwFlIsGSsUh2yhm/fvj0/iLVw4UJDQlq5cqX6Q2gFBQUs2uTkZHcHBgAA4CwkWDJWqQ5Zw4eFhfEEa/bs2frHU1xcHBcXR1tfsGCBylUSExNxIyEAAJgTEiwZq1SHtOFLS0vpZa1atRYuXGjUZVi7du1i6d3w4cNVrsIe+ZyWlubWwAAAADRAgiVjleqQNvy5c+fYEwAHDhxIEz169NA/nuLiYnaR+6FDh1SukpCQwAZHpQTRrbEBAAA4CwmWjFWqQ9rweXl59HLQoEGUrLDDSB988IHO8fCjaOovsZ8xYwatEhIS4tbAAAAANECCJWOV6pA2/KJFi9jV4lFRUSzBioiI0PmZOf369XN22AWK0M/Pj9Y6ffq0+wIDAADQAAmWjFWqQ9rw/BbCNWvWsAlvb+/du3frGQ+7wj0gIED9KidOnGDRDh482H2BAQAAaIAES8Yq1SFt+N69e9PLOnXq7N+/n99LGBQUpGc8U6dOpY1mZGSoX6WoqIgNQO/UWgAAADpAgiVjlergDT9lyhSWUT3wwAP5+fk8wYqOjtYzngULFmi4gZEF/8gjj7gpKgAAAG2QYMlYpTpYw0szqlGjRkmfmRMWFqZbMEVFRez6+hEjRji1YmxsLK5zBwAAE0KCJWOV6qCGDwwMrFGjBs+oLl68WFJS4iXRsmXLsrIyHYI5c+YM22K/fv2cWpE94Sc4ONhNgQEAAGiDBEvGKtXhZePUqVO283v06EFZl7uDqaioCAkJ0TA8RGlpKbuR8Nq1a26KDQAAQAMkWDIeUB3nz59PS0sLDg6OjY3dvn27tkKkWZSvr+/LL7/M5tetW1eWY913333ufvwzG4irQYMGzq74xhtvsCBxGRYAAJgKEiwZs1fH1atXKRF55ZVXfvjhh6+++mrs2LHayqGGf+yxxyg/69Onz/Hjx/n8li1b2h7ccvfTCTt27MjyPGfPSB45coRFiCcSAgCAqSDBkjF7dVBGtXHjRtfLcdTwPXv2pLcefvhhPqo7qVev3rlz51zfqCPJyclelYNgaRjddOTIkbRudna2OwIDAADQBgmWjPjqoKQhJyenSZMmlEDQ39zc3F9++UVzadHR0StWrIiJiYmIiMjMzNT8GD5HDV+/fn16a9y4cXxUd6ZFixaaY64S1Y/m42SRkZHuDg8AAMBZSLBkxFfHo48+mpKSUlBQQJkW/e3Vq9fcuXM1l+bj45ORkfFNpfT09EmTJiksbHuyT8p2+cLCQvYWO2cnlZSUpDnmKlGmSJtYvHixhnVDQ0Np3YSEBOFRAQAAaIYES0Z8dURHRxcVFfGXNO3KGJ6UT3z77bdsmnKsyMhIbeU4aviZM2c2atTo5MmTlPRIzxK673E0xcXFbED2Ll26aFh99uzZtO6sWbOEBwYAAKAZEiwZsydY3bp1o7yKTd++fVt4giX16aef1qlThyVYNWrUWLZsmbZtKSsrK/Px8aFNpKena1h9zJgxtK6fnx8lasJjAwAA0AYJloxbThGmpqZeunSpvLyc/tK0K6cIt2/fPn78eH6KcPLkyfwtp9pS5cL16tXjB7G8vb2nTZsWExPzxhtvOB23ouDgYCpf24BbDz74IAuPjeMFAABgBkiwZNxykfvy5csTEhICAgLo74oVK1y5yJ3k5uZGRkaGh4dPmDBBepG7OxKswYMHSxMsNtGqVSung3asoKCAyoyPj9e2+p49e2h1SvsEhgQAAOAiJFgyVqkOlQ1fUVHx6quvNm/eXHrB++jRow8dOrRu3TohkUycOJGdgtR2jo/yV3aGcc2aNULiAQAAcB0SLBmrVIdTDX/y5ElpgsUPZeXk5LgeCRt5y0vr424oLWOrt2vXzvVgAAAAhECCJSO+OgoKCrp27RoYGKg8RILOnI0hLCzMy4aPj8+IESNcfFhhdna25ivcmdTUVCph6tSproQBAAAgkBn6elMRXx2dO3detWrVP//5T+Elu8LZhp8yZQo7kWebZnl7e1OKo/l5hWzMrUGDBmlbnYwbN074lWEAAACuQIIlI746AgICfv75Z+HFukhDw587dy43N9c2wWJ69+69cOFC6YAUKrETjnFxcc6uyFFq5cpJRgAAAOGQYMmIr474+PjCwkLhxbpIW8OvXLlSen5QdrqQ/kZFRTlbJjvB58opwtWrV1MJderU0VwCAACAWEiwZMRXx4svvjhs2DCzDYPpSoLl7+8/YsSI0tLS2rVry45j1ahR4/bt2xrKpL8a4mHKy8t9fX2pkOPHj2suBAAAQCAkWDJiqsPReTROyFZcjFDDWiwZat26NXvZokUL248WGhp68uRJlQVS3slO8LlyQ+KpU6fYpnv06KG5EAAAAIHM0NebilWqw5UEi1+Qfv369cjISNscq02bNioLXL9+PVslIyNDQzxMeXk5G3Fe+dHXAAAAukGCJSO+OmrUqCG8TNdpa/jp06d7/X7EqaCgINvrsdq3b6+ywHPnzrEnPR86dEhDPNy8efO8MFIDAACYBhIsGfHVUb9+/X/84x/Ci3WRtoZPSkpiKVRBQQGb8/TTT4eHh69fv57mpKSk8BzrvffeU1NgaWkpLVyrVi3NozwwiYmJVE5gYGB5ebkr5eiPAr58+bLRUQAAgGBIsGTEV8fzzz8/YsSImzdv3r17V3jhmmlr+EOHDgUEBLRv395RPjRmzBiWYKkclSonJ4cW7tChg4ZgpHr06EHlUGwulqOza9eu+fv7U+TTpk0zOhYAABAJCZaM+OqoThe536s84qL8LjvlR/Ly8qosjQ0QHxoaqi0YrqysjGUqV65ccbEoPS1fvpzVVb169YyOBQAARDJDX28q1bk69EnyunfvzsqPj4+vcmE2jLvrR7D40xInT57sYlF6atCgAQs7ODiYckSjwwEAAGGQYMlYpTrc1/Dl5eV+fn5Ufnh4eJULuz4IFpOfn88ylVGjRrlYlG4oo2LDdzGnTp0yOiIAABAGCZaMVarDrQ3ft29fr8pBR/fs2aO8JLtmKzc31/WNsicSCilKH3369JEeUHRlJDAAADAbJFgyVqkOtzY8v9Td29tb4cwXP+xEy7u+0WbNmqm/uN4M2J2PXv9+hHbnzp2NjggAAIRBgiVjlepwa8OXlpbyk1/Tp093tNiZM2fYMk888YTrGw0NDaWiIiIiXC9KB+Xl5SzgHj16DBgwgCZSUlKMDgoAAIRBgiVjlepwd8MfOnSIJU9BQUGOlmGDYAUGBro4CBYzadIkKm3cuHGuF6WDRYsWsfrp0qULe1gQMdsDKwEAQDMkWDJWqQ4dGj4uLo7lDX379rW7wEsvvUTvJiUlCdlcZmYmlVazZs3CwkIhBbpV69at+WAWy5YtYycKT58+bXRcAAAgBhIsGatUhw4N/+STT7IcgpIeuwuwi5ACAgKEjFDQr18/trljx465Xpq7sdHC2EgW/Fq0tLQ0o+MCAAAxkGDJWKU6dGj4iooKdvKrRo0aFy5csF2ADYIl6qqpffv2UWmxsbFCTji61Y4dO1hGNWLEiHuS67E86Ap9AABQhgRLxirVoU/Db9u2jWUSdg9TsUGwsrOzhWyLDyK/Zs0aIQW6Dx+L9e2332Zz6tWrRy/9/PzMnx0CAIAaSLBkrFId+jR8SUkJG4OAHD9+XPauqFFGObathIQEUQW6SXh4uOzQHbsMCw/MAQCoNpBgyVilOnRr+Dlz5rAEa+LEibK3kpOTaf7s2bNFbSslJcX8NxKeOnWKVYg0nfr000/ZzAMHDhgYGwAAiIIES8Yq1aFbw5eVlXl7e7Ps4fDhw3z+uXPn+DgForaVnZ1NBWZmZooq0B34xfjS4VXZBWTkoYceMjA2AAAQBQmWjGdUR0lJCXtOsOYS9Gx4PmR5z549+czy8vLAwECauX79elEb6tatG9uQmUdqCAkJYRf+S0e9otpg5w3vu+8+A2MDAABRkGDJeEZ1zJw5c82aNZ6SYFG6ExQURFts0qQJv4ibjTIaHBws8LLujIwMKtPHx8e0I3aePHmSpYBt2rSRvVWrVi2vymFXKdkyJDaxbt26Va9evbp16547d87oWAAADIAES8YDquPzzz+nTIW6YU9JsO5JBh0dPXo0mzNlyhR66e/vLzCfKCoqojIpUxFVoHB8bLCXX35Z9laHDh3YW0eOHDEkNrHYATmvyqH8q0fKCADgFCRYMh5QHQMGDNi7d+891xpP54afN28e727ZHJ5PCDydRx25j48PlTl37lxRZYrFzg+SkpIS2Vt79uxhb+3cudOI0ERi94dytWvXNjoiAAC9IcGSMXt1/OlPf0pOTr579+49FY3npUiXeP8fP6Tx0ksv3ft3yjVs2DCBm6BcjW3C39/fhANKvffeeyw8R8MxsHebN2+uc2BiSR/1zVFibeYL4wAAhEOCJWP26mjTps3JkyfZtAcdwSLr1q1jfW3dunXvuWEQLIafizThc/3YKBJk06ZNdhdo27at17+Hd/dc/DGLtWvXZuN7MZR12R63AwCorpBgyZi9OkQdiNK/4SsqKthtg16VpwVZJjRgwACxW+FpXMuWLcWW7LrIyEivymvwHeUZkyZNogVatGihc2ACUV7Lh5Z94403aM7o0aP5dzUkJKS0tNToGAEA9IAES8aTqkPWeE61pSENzwcdXbFiBRscS/jT98rKytgDc6ibN1Vfzge1j42NdbRM+/btWf147p139evXZx9BOrzZ7t27pecKb926ZWCEAAD6QIIl40nV4XEJ1vXr1/nZItYT79ixQ/hWhg8fzrYycuRI4YVr9sgjj7Co+vfv72gZ/ujGvLw8PWMThZ8QpOy5qKhI+taECROkORbuKwSAag8JloxVqsOoho+OjuYdba1atdxxKfqZM2f4CSnhhWtWu3ZtFtWlS5ccLVNQUMCWSUpK0jM2IYqLi3nLdu/e3XaBNm3a8AV69uxpwrsQAAAEQoIlY5XqMKrht2zZwnvZyMhINx3JCA4OZpvgNwQYi5IPdmNdo0aNlJesW7eul+jxV/XBz29SKllWVmZ3mZYtW/LWtx1qFQCgOkGCJWOV6jCw4fmTc8ixY8fcsYknnniClT9z5kx3lO+svLw8Fs/AgQOVl2zVqhUt5ufn5yhHMadPPvmEtylNKyzJMkimcePGJ06c0C1IAAA9IcGSsUp1GNjwL7zwAutfg4OD3XQEi19RbpIhLh9++GGvyuvuL1y4oLwkvx6c3YLnKXja1LBhQ+UlS0tLpaeJfX19PSuVBABQCQmWjFWqw8CGpw6VjbceExPjvq3Ex8ebJFNhD/BhCVaVCeWxY8fYwsOHD9cnPNetWLGCf8Dbt29XuXxBQUFAQADPsdLT03UIEgBAZ0iwZKxSHcY2/Nq1a+Pi4nbt2uW+TfCn/oWGhrpvK2ocOHCARZKSkqJm+UaNGtHC7du3d3dgQpSWlrJ02aty9A2Va1Eextciy5cvd2uQAAD6Q4IlY5XqqPYNX15e7ufnx/rvDz74wMBImjZtysK4cuWKmuXDwsJo4cDAQHcHJgQbfZ5Q2E6teP36df70JLJ06VI3RQgAYIhq3886yyrVYYWGz87OZp13amqqgWGwIVV9fX1VXnC2YMEClRdsGe7Pf/4zz5A03LBJFRIaGspLGDZsGMbHAoBqwwr9rFOsUh1WaHh+EKtWrVpGxbBjxw6WPUycOFHlKhs3bnR2FaPwC91Unv20VVZWxg80srQyPDwctxYCQDVghX7WKVapDos0fExMDOu58/PzDQmAj/ykPoDS0tLmzZvTKgsWLHBnaK5asmQJ+2g+Pj4uHnmKiIjw+j1/f/85c+bggBYAeC6L9LPqWaU6LNLwzz77LOuwExISDAmAHZ4JDg52ai027Ltb77J0UUVFBRs6lQwaNMjF0kpKStjDv21FRkZSI5rqsZIAAGpYpJ9VzyrVYZGGpzyAP/u5uLhY562fOnWKZQkdO3Z0akV/f3+2ommf+tytWzcWocCRxgoKCvbv38+fKSRFzdepU6ebN2+K2hYAgLtZpJ9VzyrVYZ2Gf+CBB1gnnZubq/OmMzIytF1NRcsblRSqwQemJ2+++abw8m/dukUJHLs5QCYxMdFNo/8DAIhlnX5WpepcHbK+yuhwdHL06FH2eQMCAvR8wB9tKygoyEv18JtS5eXl7MDbK6+84qbwXMFP5/Xo0cOtG1q9erV0KAfuvvvuc+t2AQBcZ51+ViWrVIelGj42NpZ1zJ9//rluGz1x4gTbaJMmTZxdlw/+3q5dO3fE5go++IX6gSdc9MEHHyQnJ8tyrMcff1yHTQMAaGapflYNq1SHpRr+v/7rv1iv3KpVK902Om/ePLbRQ4cOaVid3X44YMAA4YG5gh9aIw899JCemy4uLp4/fz47KEi8vb1LSkr0DAAAwCmW6mfVsEp1WKrhqW9mz37WcLZOs6ioKLZFbXlA586dvcz3LOSpU6ey/Maop2hTbQQHB7MYHnnkEUNiAABQw1L9rBpWqQ6rNfyAAQNYrzxu3DgdNvfmm2+yzTVu3FhbCSNGjGAl7NixQ2xsmn388cf8DN3bb79tVBj83kxnH84DACZRWlq6f//+aj/8itX62SpZpTqs1vAFBQXsIFb9+vV12FyXLl1YEpCdna2tBP4Umt69e4uNTTN2TI40bNjQ2EgoABbJ6tWrjY0E1KuoqCgsLDQ6CjBe+/bt2f+vv7//okWLjA7HjazWz1bJKtVhwYbnl+/osJfv1KkTbSg0NNSVy8DZWcLMzEyBgWn2zDPPsNrT8zSrI6tWrWLBdOjQwdhIQA1KrcaMGcNGd9u4caPR4YBh6Juwfv162Q0rzZo1y8rKqpaPbbBgP6vMKtVhwYbnY2Omp6e7dUP8ki8Xh49PTEz0qhwFXs/RJeySjts+Y8YMY4Nh6tWr51X5lB6MPiocdXXU4qIu/luzZg01E+9N69SpU+1PDIEju3bt8nIgJCTk+vXrRgcomAX7WWVWqQ4LNvylS5fYf3JUVJRbN9S9e3e2IRef1tyzZ092xOjq1auCQtNo8ODB7BMFBQWZ5KJ7/pBHqiWjY6lWPv74Yz7Eq4vjnFGWNnbsWNuuFDmWZe3fv59/DYYOHcpvSeboV6XhvycFsmA/q8wq1WHNhk9ISGD/xi+++KKbNsEGYWfOnDnjSlHbtm1j5YwaNUpUeBocOXKEfyKaNjASKUo62WFCf39/o2OpPkpKSvihSqZDhw4fffSRhqLy8vL4/Z4May+mQYMGwoM3UEFBgWmfamUelDnxH5/sNuTCwsL4+HjZMxvopfv2zzqzZj+rwCrVYc2GX7FiBfsf1jD4pxqvvvoq303UrVvXxdKKi4tr1apFRfXt21dIeBrQPpE/GNHZJyq6G/X9LLCjR48aHUs10adPH9sDTuzL/Pe//11lIbdv305KSpKlVmFhYZs2bQoJCeFz9u3b59bPoo/y8nJ+Wyse4qRs2LBhPIWS5qOU1i9ZskSWZvn4+Pzxj380MFohrNnPKrBKdVi24fku/tatW2JL5s/kYb/PhJwEYQlWRESE60VpM3fuXL6/M9tpnb1797LY9Bw/thq7fPky/wKnpKTYplmUJK1du1a5kPz8fOkVV6R9+/bS65e7du3K5pttjDcNMjIy6MMOHz6cfSL6KRIUFDR//nyj4zKjxx9/nH8lxowZY3eZpUuXSg9zelVegerRaatl+1lHrFIdlm34CRMm8C5EYLEnT56U7heuXbsmpFg23ENiYqKQ0pxFGRX/Wfkf//EfhsSgoKKigvfllBwYHY5no1ynefPmrDJ79+5NdTt48ODAwEDZGUMSGxt74cIF2xLOnDnDb7/nqMuULbZ582b+rlHD1YpiewmRV+XBObP9FDGD6OhoVj/KQwOWlJTwCzk4+lV89uxZ3UIVyLL9rCNWqQ7LNjylPuxHEu0cRd0YfP36demu1tHvMw3S0tJYmYb8jOOH9MPDw/XfuhqtW7dmEU6ZMsXoWDzbyJEj+Rf4ypUr0re2bNlim0lkZGTwBQoLC1955RXZAvTb4NNPP7XdEKVuixYt4ovVrVvXE+/Pp/4+NDTUNrti1qxZY3SAJkI5E7shmlEzsB99SR544AFpldIvPU9MWy3bzzpi9uo4evRoSkpKQEBATEwMdSrfffedtnKs3PD82p3Zs2e7XhrtPvz8/PiP19OnT7teJvfCCy+wkt98802BxaqxYcMGvncT+6EEolSARUj/DkbH4sG2b9/Oj1Tdd999tgtQh7dy5Up2wpqjrKt58+b8mZsc/TtUeX0V/evx5fUZ+1cUSgebNm0q+8j0jy/LQellp06diouLjY7XeEuXLuXV0rhxY1n6ruDUqVO1a9fm63bt2tWtcbqDlftZu8xeHX369Hn33XfLysq++eabrKysgQMHaivHyg1Pe39Re3bqeAIDA/ku4PXXXxcSoRQ7Sde6dWvhJSujJJ59qHbt2um8aafQLpvF+Z//+Z9Gx+LQ+fPnBd58XlhYmJGRQX0PZTx79uxxvUD+Ha7yaj/bq2Rk1D8gctCgQXwtk4ymq+zgwYNjx47lv6a4WbNm3av8oTVhwgT+X8MkJCR4xN2Fjg4i0pfW9ZPvtJvlFVJQUODs6jt27OCr/+Uvf3ExGJ1ZuZ+1y5Oq46effgoODta2rpUbnvYabC9JuYu2JzHzcthwl8yWLVsEBsnVrVuXCm/Tpo07CneED19EHYbJh6VZuHAhC9XX19eEJ5u2bt3Kjm1QPnTz5k1XIqQf9KmpqWPGjJGlOC4OtzZq1ChelJpHZ9KvO/4kKCn6b9q/f79Tm+bjq9EnMvOAsZQfx8fHyz4vNWtWJek/SMeOHW1rhr4DBgZv66mnnqLgqb18fHzob41KbJqhl3y+l2s/sS5duiT9umpIsEiDBg3Y6pGRkZojMYSV+1m7PKk68vLyNI+yaPGGZ0+hIdu2bdNciPRMgfuuAeedmW7PceOPQSQvvfSSPhvVjFIW9hAk6jPMlguuXLnStrtNTk6+du2aypNH9ImoT6Lko0+fPgqHjiZMmKAtwtdee40X0qxZM/W/N27cuJGWlsZCor65fv36Fy9e1BAAP7xBPbqoW0PEevPNN20vQZs3b57dhalZN2/e/Pbbb/NruhmTPHHvk08+iYiIcPQtUhAeHq5hDLzDhw/zB5RRlnby5EltYVNOz++2cWWPrT8va/eztjymOs6ePUs/N5XH+Fb+n9EtVBOiPSCrBM3PLe7VqxevyYceekhseFJz5sxhW9Ht8HhsbCzbYvPmzfXZootu377NevrU1FSjY/l/p0+fVj6bRl3dzp07lQthV/HbLcfX11d6uio/P9/ZCDdu3MgHOdM2FAgl/S5eZnThwgX+EShR27VrlyuliUXpZqNGjWxrfu7cuVWuS5kxfzYXQ1X92Wef6RC2QkiyM5jOGjt2rFNb5Df5Unrk4rA4/MYIKsqDrmzzsnY/a8szqoN2ppQZ0M8RzSWg4fkVu6tXr3Z23cmTJ/OdzpAhQ9wRHkc/69mGaH/t1g0x/FGstHM0/KHOKr3xxhu8OezeuaY/6gN470K9WufOnWWjQ3E0v1WrVtLu59SpU9STJSYm2g6RwAQGBn7wwQf3KsfRkOZe6q9/YhHyowLBwcEGnl09cuQI/xQmOQdUVlaWlZVlW/9PP/30n//8Z/Xl3Lx5UzZ+5ujRo90XtnIk0tse69Sps3v37v3793/44YfHjx9ft27dpk2b9u7de/78+Zdffpm+ga+99trBgwdXrVrVrl07vhZ9FvV5POVz/LO3bdvWxfilIx7rsycUwsvy/ayMB1THvn37YmNjXexI0PBTpkzhOw7av8fFxdGeRc2K/M4+L10uAKeej+1ZWrRo4e5tUb/C84AHH3zQ3ZsThXIFfiZC88kygagzkHZm/BG2lA/17t1b1uNylId179796tWrfCxcuzp27FhUVMS3JXtXOnqCMn6rh5fbHmyg3ogRI3gw8+bNMzDbKywspN8YsiM9lIBSCqLtyVclJSWyce3Dw8N1/oAXL16UJuLPPfecU6u/9NJL0mOltDtSczKXPTSMtkvfLm2nj2VOnz7NAqAyPeWx0F6W72dlzF4d9H/esGFDu3d2ONWWaHja8dk98xIWFka/3hytJR2unX4F6nPRD79Rzt0jwQwYMIBtKDAw0GzXMymj1JBdKEPNZ3Qs96QXRDu6z3fv3r3KiZTMU089RavYXoe3evXqyMhInrTRBO0i1LRdjx49eOEqf1q4FR8P3Uv3Wzo4/mwAqZEjR7qeD506dUp2PIzSFPoxoMPYTmfPnpXm9L169dJQiPQgsVflHRvKl4TSu3zvmpeXpzF0G/fffz8rk37AeMQOysvy/ayM2avD9v+fP27CqbZEw5O///3v0dHRdtMsmkk7kS1btkj/jflzY9j+UbeB79hTJnx8fNRfg0zfitzc3BEjRqgPkl+XRt5//32twRqGP1rYxWdsuygzM5NX48yZMxWWpK/We++9N2XKFNs7/5k//OEP6enpXpVHUJSbnn5xSS/ErvLA6owZM6QbEtgFukI6zpb+d1dQIiI7cBUUFCT2qcP83hop2s8IGWvDrmnTpvH9G0288847mouifyvpTwL60kqPpMp06tSJ16HA/WRxcTH/ODk5OaKKdR8v9LO/Z5XqQMNLUQYjHXBBij2ndvXq1fwAtZfL4zs4i3ZtbLtqxoin1IoWk8bfoEGDwYMHV3lQnT4mW6VDhw6CAtfVc889xz7v8ePHjYohKyuL1/zIkSPVr/j555/3799fem98eHg4+45R66u5qpdyYulPBfqt7+i4S2FhIb+chVK34cOHm2R4iwsXLvAz1DSh2+C6lOm2bdtW9i//zDPPuGNbq1atsns1HjV9y5Ytt23bJvAZqfPnz5du4sSJE66XKd232GY5VJP79u3LyMjgCyjfhqVBdnY2/4bo8yxL+jfcvXu3QjapAP2sjFWqAw1v19tvvx0REaF88xf9dNP5CoCCggK2afpdqLAYeySFQvC+vr4rVqy4dOmS7eH98ePHs2UEPkFIZ/Sh2Ecw6izh+fPneVW7OLI8ZVQaWoH6Zn4tGomOjrbbA/EzzlFRUa4E6Q4UsPQjPPHEE06tTpV27Ngxpw6ZTJ8+XXZV3GOPPeZc0M6jtCM1NdXRvyrtghYuXLhy5UpXzoJNmjSJF0gbcurafGXUKNJoR40axd+SnUl003WckZGRrPykpCR3lE97SPpF3a5dO9phSttowIABzhblhX7296xSHWh4BbRfoz2F3UyLfjYZ8kgsdnjJ39/f7rsUUpMmTWShssMhdvfgbCc+bdo01gHzI2QkNzdX308mEh+RfMaMGTpvmn7g8otsKEXQ57e1LdouPxJpt4fr378/f3fDhg2GBKlMeiEUfYHnz5+v8mjxzZs32S1vKq/Zv3Lliuy4Nf12evzxx/X8gUH7GUfHzlk82kY6/MMf/sALCQkJEf6J8vLypKekGzRowDZx5MgR6a7STTV58uRJvpVDhw65XiDtP4cMGUK7REf37XKxsbFOZb1e6Gd/zyrVgYZXg/6X3n777TZt2rDfuPTXlYsYXJGSksL+w48ePSqdT31PXFycbC9A3VKXLl1Yt0SphnKmFRwczAdFTEhIMOTTicIH9qSdu57bpe8JHzzMS8chYe2idpfmWF27duXZHr3FuxANP8d1c/DgQenlUI0aNapylbfeekv6rf7Tn/6kvDy/n4MbP368oPCdxh6AXbt2bUd3mNIvq8TERNr5VHmymIpiz37g/91uGmyFkifpmKWUC7KzgXxOVlaWO7bL8BHzKX3UdpyP/im6devmaPAUGen+MzQ0VH3i6IV+9vesUh1oeKfQ/zD9bDLw3Bm/qX769Olszq1btygfku0I6Gfl008/LVuX9a+0n7V93IdsJ+KJz6uXovjZCSba7eq2UfpWNGzYkFejhmHVhLt06RK/ysqrMt2kvoTi5OdWqLc2OsYqfPzxx9IvJ32cwYMHSx+0wr7V9JeWlD2F2kvxZDpl4bI8hprPPGNX5uXlRUVFOcq0WGvWq1evQYMG7du3l12rIDvB2rRpU3ffakcxSHcg/LlV7k7f6XPxnwpPPvmks6tTOqt8HQjtSClPnTt3Ln80Nf1QkTaByqtEvNDP/p5VqgMN71loh9K7d29qtQULFtAvRX4ZDUd7ZDWX5bJMcf369bGxsbJdTEpKig4fxN3ef/999nFeeOEFfbbYvXt3XoePPvqoPhut0sWLF6WPIfeqfBIOnzb/E5DuVWZCtgcYateuHRER4WhEcn6LABk6dCg/dPfXv/61SZMmtoeIqB9dt26dsR/TLvo/nTFjRkxMjEKmxf7r69Sp06JFixUrVtA/tbTFtQ3HoIH0xg4mNDRUh+1u2LCBN7r6W47oN5j0YLP0m3D//fc/99xzCkVJPyltVM2Tf7zQz/6eVaoDDe9x2Hkf2y6H5mzfvl1bmS+//DL9BqWSx48f7xHjylSJX2ZLP+V1+ERr167lDeH6cNXCSY9n8MyDul4Pamu73aFd9AEPHjzYvHlzPsfX11fhHJCzD34xCmWHHTp0UFkJzMKFC/WM8G9/+5s0EXR0qahwfGQW+pGjZvmzZ89Kvw/0hUlLS3PqsP3mzZulq+/du1d5eS/0s79nlepAw3sc23Ep6VfX888/b3Rc5iJ9pIbt2VKxpCN3mPOk27Vr12Snz3r06GHUBfiaXbhwoV+/frZPXOb9HP1rUBbCTxpWealyfHy8x90qe+TIkffff5/CXr58eUJCQlRUlKNPt3TpUv3Do2qnkKgtKOmp8gI4UaTX1FOSp7zwhAkTpLWk+ekFx48flx77z8zMVFgY/ayMVaoDDe9xpM+OpRzCkN2oR+C/MtVcHK0ZdXV8gFBqDj3HRXOW9DgW9UlGh6PdnDlzwsLCkpKS0tPTt23bdvjwYbuHH9jAvDJUCY0bN16yZIkHHb1TtmLFCvpElDFHR0ezA0jU8W/dutXouHTFLpzwUrza/datW9IL/8nKlStd2eiVK1ekR+yGDh1quwxlnGzILlc2VP1YpTrQ8B6nqKgoLi6udu3aZniwicmx+5ucujjDWfzuetrVmvzJaPTjnh3HCg0NNXMiKAp1tMeOHTtw4ADlH/fff7+nPLPcRbR/8LjDcq7jz8giEydOtF1g37590gNO9KNIyJMeKGmTPm+U9syyA8OpqansLde3VZ1YpTrQ8FCNPfTQQ2zvtmTJEoHFFhcXnzx58uLFi9JxENz3nBOxqPetNgdvALhnn32W/SfKBkmmb7v0JkeSnJwscLtUvnSInMDAQH48VTrmsMAtVgNWqQ40PFRjly5d4ieGXLzkiJKq0aNHN27c2O6VPVOnThUVMwBowy805M9Wv3r1qnSkkho1arz66qvu2HTLli2lOVZJSQklXtKDW+7YqOeqztUh6xuMDgfAjerUqcO+5xMmTODnxdQ8UIwSsjVr1rRo0cLRWABcamqqmz8EAFSNDxNIPvvss5ycHOlpQUq/3HqaeMqUKdJMrl+/fuhnHbFKdaDhoXrbuXOndDfn7e3NDkHFxcXRLrhnz57p6ekPP/zw6dOn6RcnP7aflJSknFQx9FN106ZNxn5AAOCSk5N5iiP9V9VnMI4FCxbY7iXYQxt12LoHsUp1oOGh2uPD5LiIdtn16tXLyMhYu3Ztfn6+0R8LAORu3rwpS618fHz++te/6hbAli1bpAGwYSDQz8pYpTrQ8FDtbd26VfmBGI54e3vXrl27d+/eZ8+ePX/+vNGfAwCq9sILL/B/4YSEBP3vqaTdBbulkY/bgn5WxirVgYYHKygrK3v99dcpSVq5cmVISEh8fDwbwIb2g35+frbpF80ZPXq00VEDgBYvv/xy48aNdR7IXqq0tPStt97iuR36WRmrVAcaHiyLj1ZQUYlNX7x4EaMYAIBA6GdlrFIdaHgAAAD3QT8rY5XqQMMDAAC4D/pZGatUBxoeAADAfdDPylilOtDwAAAA7oN+VsYq1YGGBwAAcB/0szJWqQ40PAAAgPugn5WxSnVoGH0RAAAA1DO6qzcXC1WH2La3TmnCCzRzacILtE5pwgs0c2nCC7ROacILNHNpwgs0c2nuKNDTWag6zPzVNHNpwgs0c2nCC7ROacILNHNpwgu0TmnCCzRzacILNHNp7ijQ01moOsz81TRzacILNHNpwgu0TmnCCzRzacILtE5pwgs0c2nCCzRzae4o0NNZqDrM/NU0c2nCCzRzacILtE5pwgs0c2nCC7ROacILNHNpwgs0c2nuKNDTWag60PbVEpq1ukLLVldo2eoKLStjoepA21dLaNbqCi1bXaFlqyu0rIyFqgNtXy2hWasrtGx1hZatrtCyMhaqDrR9tYRmra7QstUVWra6QsvKWKg60PbVEpq1ukLLVldo2eoKLSuD6gAAAAAQDAkWAAAAgGBIsAAAAAAEQ4IFAAAAIBgSLAAAAADBkGABAAAACIYECwAAAEAwT02w7t69u3jx4rCwsPDw8KVLl9JL/tb58+fT0tKCg4NjY2O3b9+ufl2FMkE3Xv8mnXn06NGUlJSAgICYmJgpU6Z89913tiuiWU3ObsveuHFj0KBBYZVogl7aroiWNTNXWgcta2boZF3nqQnW5s2bO3To8GUlmti6dSubf/Xq1QYNGrzyyis//PDDV199NXbsWPXrOpoP+pN1w3369Hn33XfLysq++eabrKysgQMH2q6CZvUIspbt0qXL8uXLSystW7aMXtqugpY1M1daBy1rZuhkXeepCRbtiKnHZdM00bVrVzZNjb1x40a7q/A9u6N1Hc0H/SmMCPzTTz/RLyfbJdGsHkHWskFBQdSgbPrOnTv00nZJtKyZaWgdtKxHQCfrOk9NsEJDQ0tKStj0t99+GxYWxqajo6NXrFgRExMTERGRmZlJP4v5KrztHa3raD7oTyHBysvL69mzp+2SaFaPIGvZUaNG5ebm/vjjj/SvmpOTQy9tl0TLmpmG1kHLegR0sq7z1ATL29v7119/ZdM04ePjw6ZpIiMj45tK6enpkyZNUr+uo/mgP0cJ1tmzZxs3bnz16lXbt9CsHkHWsrdu3YqPj2fXZtHE119/bbsKWtbMXGkdtKyZoZN1nacmWAoJMr1k09T8kZGRTq1rqeTazOwmWPn5+Q0bNvzkk0/sroJm9Qiylk1NTV22bBm/Bote2q6CljUzV1oHLWtm6GRd56kJlqNTud26daMmZ9O3b9+22/Y4PWx+tgnWvn37YmNjP/30U0eroFk9gqxlAwMDHV2DxaFlzcyV1kHLmhk6Wdd5aoK1adMmuzcjbN++ffz48fzo5eTJk/kqfM/uaF1H80F/sm543bp1DRs2vHz5ssKSaFaPYHsXYU5ODjuClZ2dbfdSaLSsmWloHbSsR0An6zpPTbDu3r27aNEiNnzOkiVLpMNp5ObmUk4dHh4+YcIEu9ffOVpXoUzQjdfv2Z1JysrK+FtsAs1qcnZb9osvvujXr1/tSv37979+/bp0eTaBljUzDa2DlvUI6GRd56kJFgAAAIBpIcECAAAAEAwJFgAAAIBgSLAAAAAABEOCBQAAGjl6ELuzj/t95513HnzwQX9/fypn4sSJt2/fdrRFu08NV/kUYUdbsdpDiEEfSLAAAEAjRw9id/Zxv7169XrrrbdKS0t/+umnVatWUdKmvF1ZgqXyKcKOtmK1hxCDPpBgAQCAANIHsbsy1CSla3aHnJWyHVDN2REspVux2gCYoA8kWAAAIID0QeyaH5by888/P/XUU/xImCOyBMvZZ7DItmK1R7iAPpBgAQCAq2QPYtf2uF92cVVUVNS1a9eUNydLsJx6irDtVqz2EGLQBxIsAABwie2D2DUfwbpz585jjz3WvXt39tLuJe33VB/BcrS6bCs4ggXugAQLAAC0s/sgdleuwaLsh1/L5Yjr12BJt4JrsMAdkGABAIBGjh7E7uzjfidMmPD555//+uuv//3f/z179mxnr8FS+RRhR1ux2kOIQR9IsAAAQCNHD2J39nG/r7/+etu2bf38/Bo0aJCVlfX999+r3KJysTKOtmK1hxCDPpBgAQAAAAiGBAsAAABAMCRYAAAAAIIhwQIAAAAQDAkWAAAAgGBIsAAAAAAEQ4IFAAAAIBgSLAAAAADBkGABAAAACIYECwAAAEAwJFgAAAAAgiHBAgAAABAMCRYAAACAYEiwAAAAAARDggUAAAAgGBIsAAAAAMGQYAEAAAAIhgQLAAAAQDAkWAAAAACCIcECAAAAEAwJFgAAAIBgSLAAAAAABEOCBQAAACAYEiwAAAAAwZBgAQAAAAiGBAsAAABAsP8DoDty1OD185UAAAAASUVORK5CYII=)
| VMR Tools created by Darren De Zeeuw. |