Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_100621_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | October 08, 2012 |
Start Time | | 2012/10/08 12:00 |
End Time | | 2012/10/09 12:00 |
Key Words | | By reversal storm |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -3.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.85 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 103.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_100621_2 |
Minimum Dst Value | | -111 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU3VuIE5vdiAwNyAxNToyODoyNiBFU1QgMjAyMWcP5/AAAAGtdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiUGF1bGluZV9EcmVkZ2VyXzEwMDYyMV8yOiBMRk0gcGxvdCBvZiByaG8gYWxvbmcgR09FUy04IHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDEyLTEwLTA4VDEyOjAwOjAwLjAwMFoiLCAibWF4IjoiMjAxMi0xMC0wOVQxMjowMDowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcwOSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjMuNTY3NTI0OTk5NSwgIm1heCI6MTUuNjg4OTc1MDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfTcFqz4AAAAEZ0FNQQAAr8g3BYrpAABAeElEQVR4nO3de3BUZZ7/8WCAJIQYLhEiBgzXUbkGFLOAJGJUEJG7IEKIGPGCrDDgIhedFTOIw8zgjUF3leDgDhYOouMlKrOEBR12xZJhs1akgEpqQ20o2CJlpaZSFkVlv788Px8PT/c5Od19utOd8379keqcPuc5p5/n9Hk+fa5JzQAAAPBUUlsvAAAAQHtDwAIAAPAYAQsAAMBjBCwAAACPEbAAAAA8RsACAADwGAELAADAYwQsAAAAjxGwAAAAPEbAAgAA8BgBCwAAwGMELAAAAI8RsAAAADxGwAIAAPAYAQsAAMBjBCwAAACPEbAAAAA8RsACAADwGAELAADAYwQsAAAAjxGwAAAAPEbAAgAA8BgBCwAAwGMELAAAAI8RsAAAADxGwAIAAPAYAQsAAMBjBCwAAACPEbAAAAA8RsACAADwGAEL3ktKSpj1KoEW1Z+i0UCHDh3KyclpteRozJr1DfAPvu3wnu5F4r87if8l9LloNFB+fv7BgwfbZNasb2Gg0pCgWHHxk6QfpaWlzZ8//9y5c2GX4+2C6WJFcnKyLN7IkSOffPLJs2fPRl6mJ8vmUL5iDN+wYUN6i3Xr1rkZXlVVVVRUJB88Jydn586dauCBAwcmTZqUkpKSkZGxZMkSa3vZzTeQQyF2n8jhY1pnKi+kmYwx8/LyQqrzaOxnkg/ryazDEO31Tb4Ry5cvl5WkU6dOshZNnTr1s88+0+/KWiRD0lpMmTJF/rUuWNBG/P7771euXNmvXz8pUNaQ2bNnf/HFF0FnXVtbqwuXF6dPnw4cJ5ZRiViGNscqiJ9Yt6rS18rGNMJyvKWLvXTp0rfffitZpFevXv/93//tSZlRZczljTfemDhx4v+2KCwslH+dh1dXVw8YMKCiokI+uAQg6UHVcOnG9u/fLwObmpqkF5Sc5DzfoFotxE2ZdgPz8/OlcD1EPoIMafOA5XKShAtYkq4kCW3evFnWH/n3hx9+kAqX9lXvnjhxIjs7W1aqiy127NghX5+TJ086L5jksFWrVv3P//yPKnDv3r2yZgYdU8L0pk2bVOFlZWWSpAPHIWDBV1gF8RPrJulvf/ub/qF/5swZCVvyw1R+xcoGV+/kMDZhgUcGrS9ky65+B8uW9/jx43qqdevWde/eXea1YMGCxsZGl4unSF9SUlKi333llVekC0lOTnYoWToJmUQGSu+yZcsWXabdcLtyAmfnfsklRelDVPJiwoQJzsNlwfReKzuSkKRunefbKqOQkLJU0IEffvihtT+WT/TBBx/Yjfyb3/xGKl/qWT6vpD2jZBny6KOPqt178kKNELjHxSrUSYw2tVtpgxZraPUrY1eI3Uwd1k9NypE6DByuyOQvvfSSdYj8a/36BJ1KFkPWCrsyrYwvQuBuwqD7OK0V7mY7Y7e5WLNmTWZmZkZGhhQYdF4OFa6XQdbVPXv26DIlVvbp08d5owQ4IGDhJ3YBa+jQoX/5y19kOyu/TWVDZrdRdg5YskGUH9ZSiPQBY8eOVcP/8R//cfr06TJcSi4tLdX7ZlpdPOX777+XTap+t7i4WG8N7UqW5Z85c+b3LeSFLlMNl8lluGzl9XC7cozZOTOWXLoQ3WnJC/nXebj0HNu3b5c+QFpk7ty5Fy5cCJxFRUVFeHuwHAqJPGDJ35/97Gdff/21vJBVSF47jGxtF2kOo+Qnn3xSGkKPIP86zDq8SYw2tVtp7Yq1avUr47BsQWdqt35aZWVlBV03FMklxrtSlKxaznUi68OSJUvUZ7ErWZGlKisru9Ri48aNQfd/B24xrBXeaqXZfRmfeeYZCWQyXGJo4JqjOFS4XoZDhw4NHz5cT7Js2TLJss6fGnBAwMJP3BwilM2fNdMEnTzoC/2T0bqbJCcnRx/jk0inN/fOi2eli5J31ZER55LlJ6keXltbq8uU+CI/oNVreaGH25VjzM6ZXUUFfgS74dKdSOchdbh06VLpgI3yq6qqpHOSj+M8X2d2hbgpM+ly1jElGkoolBfTpk3bsWOHQwnWdpHmMGYnQ/SyyYtevXq1+hlDncRoU7uV1q5YO0G/Mg7LZjfToOunlbELM2hz2E2SFEANl0y2YcMGiR3q/L9Vq1bZZThZqtzcXDWtvAh6fmTgF8HuSxS00hy+1K2u/A4Vbl2G/Pz8d955R16cPn26X79+8qULuniAGwQs/ERvW1NSUqwnucvPyokTJ8oWVr2rjwWEFLDsxrRyPtwW2EPIltHuJ7hdya0us8slDCm7GCOHugdLXuhOV7b4xsEX+dk9ePBg61FXu/k6cCjETZkOA+WDSL/4wQcfyF/16dyUEBg6Wx0hjDKdx3e5qgQemW128ZVxuWytrp9WgfuorGPKN0V+OFnfamxsbHUPlpXkkmXLlul9nEYUKyoqKisr0+dgBT2Zz/lTuKk0919G53nZVfhnn312/fXXN7ccUVVHG4GwEbDwE7uNrHSNH374oWw35bX81aPJBk4HAtlYhxGwpGT31yoGLt6mTZvsjlfalexmD5aM0OoSRhKwjHOt5F/n4YWFhdaApYOX2Ldvn/zOPnbsmJv52nEuxE2ZzgO3bNmSnp6uTw+yG7nVPVjWEVzuwQppEpcBy65YK7uvTKgfp9X102rJkiWBh7T0mOGdgxUoaKAMHB50NOcabrXSHL7UbvZguVwZ8vLyNm7cmJub6/LkM8AOAQs/sdvIyi9jdS2YbN0WLlyoRxszZoxso9WlbQsWLAgjYG3evHnatGmq5zh58qTe3Dsvnsyxurp6w4YN1o2mMQu7kvW5LGL69Ol6Khk+e/ZsNXzu3LmtLmEkAUtdLSiVFvQqwsDhO3fuXLp0aVOL0tLS4uJiNXzbtm3S5UhVuJxvUA6FhJGl3MzdbmTdLkHPwdInz6mG0+fQSHSzu1uH3SQRBiy7Yq3svjKtFuIw06Drp5V8F+QbIb86VIXI1+Szzz7TY544cUKCyI4dOyS7yFvyQv5t9SrCSZMmSf5W+V5WS1lOnfsNKpfoc7CCXkVoNJYx01Yrze7LqM7Bkqms52AZ83K/Muzdu1cGGpeVhPR9BxRWGvzEbiNSUVExYMCA5OTkfv36SX+sRzt+/LhsRtXw7du3hxGwmls2mvJjUQoZOXKk9RKeoIunpKSkyHxli2nc+ckYP2jJsgmWjCI/r2Vrbr0aS7qQJUuW6OHW399By3G5wTUOaujh69atC3q/K7vhZWVl6uKp+fPn68NASQFanW+rS2gU4nJ8TwKWVLv6jOqEM2NkaaDly5entFi2bJkeYevWrTIkaJl2k0QYsOyKtbL7yrRaiMNM7dZPKwkfUnu9evWSWavbVh06dEi/++2330oQUTMtKipycx+sL774QvJcWlqaFCjp7dFHH7Xb5SyJR91QTcgLHd2sjMYyPmyrldZsv7mQwCTfGn0VYeC83K8MEijVUUIrl993wIqVBjCdPn1aNuJtvRT+Qgfmnt/WTzd3QvGQpNK9e/fGco5or9ioAf+f/AhubGy8cOGC3XEfRA8Bq1X+XD8lTeoT8mLgnXfesd6pAYgEGzXEnZRgYjDfbdu29erVKy0tzXqjSzfaaoFDEucLGVcLE5/CXj8Tmnze119/PTbzkpWwX79+6rZtQOQIWAAAAB4jYAEAAHiMgAUAAOAxAhYAAIDHCFgAAAAeI2ABAAB4zC8BK/A+xQAAwENt3dXHF79UBw0PAED00M8a/FIdNDwAANFDP2vwS3XQ8AAARA/9rMEv1UHDAwAQPfSzBr9UBw0PAED00M8a/FIdNDwAANFDP2vwS3XQ8IiNhoaGmpqaxsbGtl4QAIgp+lmDX6qDhkcMSLrq0aOHrGz5+fltvSwAEFP0swa/VAcNjxioqalRd9vLzMxs62UBgJiinzX4pTpoeMTAq6++qgLWtdde29bLAgAxRT9raM/VwS38EWO33nqrWtkKCgraelkAIKboZw1+qQ4aHjGwaNEiFbAWL17c1ssCADFFP2vwS3XQ8IiBX/ziFypgyYu2XhYAiCn6WYNfqoOGRwwQsAD4Fv2swS/VQcMjBghYAHyLftbgl+qg4REDBCwAvkU/a/BLddDwiAECFgDfop81+KU6aHjEAAELgG/Rzxr8Uh00PGKgT58+BCwA/kQ/a/BLddDwiAF9V1sCFgC/oZ81+KU6aHjEAHuwAPgW/awhTqvD4fk2Fy5cyM3NDbUhaXhEW01NTXZ2NgELgD/RzxriujqCttaqVas2b95MwEK8KS8v5xAhAN+inzXEdXUEttaJEycGDBhw8eJFAhbiTWVl5RVXXKEC1rx589p6cQAgpuhnDXFdHYGtNW3atD179gR9K9SiAM+tWrVK78Tat29fWy8OAMQO/awhrqvDaK1Dhw6NGzcu6Ft6oINYLDH8Td8HS5SXl7f14gBA7NDPGuK6OozWGjly5Ndffx30rVCLAqJhw4YNKl2NHTu2oaGhrRcHAGKHftYQ19VhtFYkO6VoeMRAaWkpJ7kD8Cf6WUNcV4dDa7EHC3GopKREBazHH3+8rZcFAGKKftYQp9XR6p4qAhbikA5Y8qKtlwUAYop+1uCX6qDhEQMELAC+RT9r8Et10PCIAQIWAN+inzX4pTpoeMQAAQuAb9HPGvxSHTQ8oqqxsbGysvKee+4hYAHwJ/pZg1+qg4ZHVM2YMUPWsQ4dOqiAtXDhwrZeIgCIKfpZg1+qg4ZHVHXr1s163WtRUVFbLxEAxBT9rMEv1UHDI6qMG4sUFha29RIBQEzRzxr8Uh00PKKKgAXA5+hnDX6pDhoeUUXAAuBz9LMGv1QHDY+oImAB8Dn6WUN7ro5Wn7cDuFddXT1o0KDMzMytW7cGvkvAAuBz9LMGv1QHDY8IlZeXq/A0fPjwwHeNgJWfnx/7JQSANkQ/a/BLddDwiER9fX2XLl1UeBoxYkTgCKmpqdaAlZubG/uFBIA2RD9r8Et10PCIRGVlpQ5Py5cvDxxBEhUBC4Cf0c8a/FIdNDwiUV1dfcUVV6jwtHbt2sARCFgAfI5+1uCX6qDhEaH58+er8PSLX/wi8F0CFgCfo581+KU6aHhEaPLkye4DVnZ2dswXEADaEv2swS/VQcMjQoWFhe4DFusbAL9hu2fwS3XQ8IjQoEGDCFgAYIftnsEv1UHDI0I5OTkELACww3bP4JfqoOERIZ2cggas6667joAFwM/Y7hnitDqC9lIHDhyYNGlSSkpKRkbGkiVLzp07F1KBXi8jfOTixYvOAUufoUXAAuBPbPcMcV0dRmtNnTp1//79ly5dampqWrlypYStsIsCQlJXV+c+YGVnZ8vf+vr6mC8mALQZ+llDXFeHQ2tJzOrUqZMnRQGtqqqqch+w1PlYNTU1sV5KAGg79LOGuK4Oh9aqqKhgDxZixvqoHAIWAASinzXEdXXYtVZVVdXQoUNra2sDx3cQ/eVFu7V7926XASs7O5uABcCH6GcNcV0dQVvr0KFDgwcPPn78eORFAS498cQTLgNWbgsCFgC/oZ81xHV1BLbWvn37+vXrd+zYsciLAtzr37+/+4ClbtlQXV0d88UEgDZDP2uI6+owWmvbtm05OTnh9Vs0PCIxbNgw54Cln1QoAUuFrcrKylgvJQC0HfpZQ5xWR9DTpyI5rYqGRyTWr1/vHLBKSkoIWAD8jH7W4JfqoOERCQlVBCwAcEA/a/BLddDwiIT7gJWfn0/AAuBD9LMGv1QHDY9IuA9Ykq7U+VgVFRUxX0wAaDP0swa/VAcNj0iEFLDU6/Ly8tgs25w5c3Jzc2fMmBGb2QFAUPSzBr9UBw2PsF28eHHIkCFxG7DCuOYDADzHVsjgl+qg4RG2mpoa67WrcRuwXnnlldjMEQAC0c8a/FIdNDzC1tDQkJqaKqtQSkqKXcB65JFH2jxgBV0wAIgN+lmDX6qDhkck1IWBo0ePtssxBQUFKuVMnjw5lgHr6NGjHTp0ULOuqqqKwRwBICj6WYNfqoOGRySys7NVeAoasKzHECVdPfXUU/Li+eefj8GCSYzjHCwA8YCtkMEv1UHDIxIqwaxevTpowDp//vwVV1yhA5a65DA2B+yqqqr0rGMwOwCww1bI0J6rI+lybb04SFTV1dWy/qSmpjokp7vvvrtNApa48cYbWcMBtDm2Qga/VAcNj7BVVlbK+iM5xiE56asI5cWiRYvkxRNPPBGbxcvNzSVgAWhzbIUMfqkOGh5hW7Fihaw/6enpjz76aKsB6+6771bH7AYNGhSbxdMB6+LFi7GZIwAEop81+KU6aHiELS8vTyUYFWVGjBgROI46/11MmTJFjxybxevYsaOaY01NTWzmCACB6GcNfqkOGh5hu+2221o9n0/dx0EdIlS3bFi8eHEMlq2urk4v1bFjx2IwRwAIin7W4JfqoOERNnXq1cqVK7OysuRFt27dAsfRAWvhwoWxPMn96NGjOmBVVlbGYI4AEBT9rMEv1UHDI2w6MK1fv15erFmzJnAcHbCys7PXrl0bs4BVUVGhA1bM7h0PAIHoZw1+qQ4aHmHTActh15S+V4K6fjBmAWvevHl6voMHD47BHAEgKPpZg1+qg4ZH2FSIkb8OAUtfypeWlrZmzZoYBKy33nqra9eu+jk5dscuASA26GcNfqkOGh5h07dKdxOw5s+fH5tzsIYNG2acej927NiozhEAHNDPGvxSHTQ8whZSwIrSndwbGhqmTJnSv3//t99+Ww3RN4/QYnbveAAIRD9riNPq0H2GMXzDhg3pLdatWxdqgd4tHfwlpEOEUQpY+qHOqampjY2NzT+eGUbAAhAn6GcNUa8O6W8yMjKk3jMzM5csWRLStEZrvfHGGxMnTvzfFoWFhfJv2EUB7rk5yV1yT1QPEVqvFlQ3FCVgAYgr9LOG6FbH7Nmzp0+frn5wy99p06YtWLDA/eRGa0m6OnjwoHotLyZMmBB2UYB7bgKWTjkS/aN0DpaexaOPPir/PvTQQ/K6e/fu3bp1k+8CAQtA26KfNUS3Ojp16vTDDz/of+V1SkqK+8mN1kpLS7t06ZJ6LS/k37CLAtyLh4B18uRJPYu8vLzmH5+QI3+tS+jhHAEgJPSzhuhWh8SppqYm/a8ErEhSkfGvpLfA8R2EvvjA/xMPAeuee+7Rs7j//vubLz9PkYAFoM3RzxqiWx0zZ84sKir6/vvv5bX8nTRp0sKFC91Pzh4sxIN4CFj9+/c3zrVST5WeNm1aMwELQBygnzVEvTpKS0vT09OTk5MzMjLUuSPuOZ+DJf+GXRTgUnV19ZAhQ2T9efjhh+1yjPWJy1EKWOPGjTMClnUuBCwAbY5+1hDX1ZEU7CrCc+fOcRUhYkZfrFdQUGCXY2pqaqIdsKzXDI4YMaKZgAUgztDPGuK0OuxOn1q3bh33wUIs6RtQzZo1K04Cljh69GiPHj3kxYMPPthMwAIQB+hnDdGtjtra2l69ekmlJ/8o8Mz02KDhEbbJkyfL+vPmm2+6CVj5+fnRDljdunWz7ldrJmABiAP0s4boVkd2dvaOHTv0meltiIZH2IqKimT92b9/v12OOXr0qE4/ubm5XsWdkydPVlZW1tfXN18esNasWaP3q82ZM0feXbRokbweMmRIXV1dhDMFgPDQzxqiWx1S3fGQrpppeETguuuuk/WnqqrKLjlJDPI8YDU0NFx55ZVSzsiRI5svD1grV66UIbNmzZLXkrSaLc8lVP8CQOzRzxqiWx2ZmZnW+2C1IRoeYcvKypL1p76+PpYBSx927NKlS3PAOVi7d+/W+9Xk3enTp6vh6l8AiD36WUN0q2Pr1q0lJSUXL16M6lzcoOERNpVdmu1PdYpGwJJvjSowNTVVz/qKK65QA+VftV/t2LFjzS13LUn68Q7vANAm6GcN3ldHsiNOckdiUfe4ysnJabYPWPv374/GOViqwGHDhtXX13fr1i2p5fR2+Zuenn748GG1X02ddKUepKMWEgDaBP2swS/VQcMjPOoE9lGjRjX/GLDWrFlz5513SpB68cUX1Ti7du2KXsCaPHmy3kN21VVXyd9Bgwbpd9Xu4aamJuu/ABB79LOG6FZHcnJyVMt3j4ZHeCoqKmTlKSoqav4xYC1evFilmaysLDWOvqYvGgGrtLS0rq6ua9eu8vqmm25Sz3iurq6Wv9nZ2Xpk6w4tAIg9+llDdKsjIyPjhx9+iOosXKLhEZ558+bJyjNw4MCmpiaVnB5++GEVfSTrqHGsAUtCjycBS++U2rBhg/y7evVqeb1ly5Zhw4bJi+3bt6ujh3r8UaNGyZAjR45EMlMACBv9rCG61bF58+aSkpK//e1vUZ2LGzQ8wqNOexI1NTU6Oakh/fr1U+NYA5YeIcKApU6r0uXI9yip5S4MN9xwg7wYP358Ustd4/X4d999twx59913I5kpAISNftYQ9UOEbXiSe9LlYjZftCeSomTl6dy58/nz542Add1116lxjHsoeBKwDh8+HBiwtmzZogaqywn79OmjboPS0NDQu3fvpJbn+UT6gQEgLPSzBr9UBw2P8Dz55JOy8ixbtqzZchWhSjl6B9KNN97oecB64YUXVGmyAPLvwoUL5fWrr76q79Sg96s1W+4TkZubG+HnBYDw0M8a/FIdNDzCY01LRsCS0KPGUec/eRuwxowZo0qbPn16s+VxPfoU+6SWuzY0NDTIu9XV1erkd3W1IwDEHv2swS/VQcMjPA4B65FHHlHj6NPePQxYY8eOVaXNnj1b/i0sLJTXlZWVxkMJ9fhqT9v69esjmSkAhI1+1uCX6qDhER6HgKUjVDTOwZKopEp7+umnm398HmJ1dbV1XtZZyGj6eCIAxB79rMEv1UHDIzyBAau0tNQhYHXr1s2TgGXEuNzc3CTLlYyBAUvt8UpNTVVnZQFAjNHPGvxSHTQ8wmNNS4sWLTL2VFnH6du3r8Sg3/3ud9EIWDk5OUkt9xG1Ho60zqJ///5qYGVlZSTzBYDw0M8a/FIdNDzCUF9fr47N3X///fJvQUGBQ8Cy+zc8OmBNmTJF/lXnsF+8eDEvLy9owFL71ZKTk7/99ttI5gsA4aGfNfilOmh4hEHfQVRdnafu6h7jgCX0PbFk+OTJk4MGrI8++kgNnDZtWiTzBYDw0M8a/FIdNDzCUFlZqe47dfvtt8u/6j6fqampKsqsXbtWjWYkKk/ON7cGrL179yb9+OTBAwcOBA1YRhYEgBijnzX4pTpoeIRn3LhxKuI0BzwSp2vXruo2VEbAUrfF6ty5c3V1ddjz1QHrlltuOXXqVNKPNxE9f/580IBVX1//s5/9TAbOnTs3go8LAGGinzX4pTpoeIRHnYNVVVXVHBCwkn68kboRsPT55m+99dbu3btfeeWV/fv3hzpfHbBKSkqOHj0qL2688Ub1VkZGhnrrzjvvtE4yZMgQa+wDgFiinzUkUnXU1tZOnTo1rYW8OH36tPtpaXiERx0QbGxsbA4IWOnp6UH3YKkL/bp06dK5c2c9cl1dXUjz1QFrzpw56kk4+sk86orCwKOBMkc1fMOGDZF/cAAICf2sIZGqY+TIkZs2bbrYoqysLC8vz/20NDzCUF9fL2tOVlaW+nf37t3WgKV3KRkBS1KXuugvcF+Xe9YnHloD1rFjxzp06KDe0reSV0aPHq2Gjx8/PrLPDQAho581JFJ1JCcnW/9NSUlxPy0NjzAcOXLEGqT0M5UVHbyMgCU/APROJk0GhjRrHbDy8/NVsJs/f76xDOfPn7dOItlLnZJ/5ZVXRvjBASBU9LOGRKqO2bNnl5WVXWqxceNG9Yw2l2h4hGHz5s2y5owcOVLFIyNg6UOHRsDatWtXUoBQZ60DVm5urjo0WVJSIsObmpr0kUdJVMZUYc8OACLElseQSNVx5swZ9cAQ1eucPXvWGCGwV4ukhwMGDRqkVh51e/TAgKVOfo9qwMrJyVm3bl1Sy+WEkq7krd69e1uXymrgwIEyPDMzkwfmAIgx+llDIlVHUVFRWVmZPgdr0qRJ7qel4REGHbAOHz7cHCxgffjhh83BDhHecMMNXgWsjh076pOrysvL5a3XXnttwIABM2fOVHnLSt/n/ZlnnonsowNAaOhnDYlUHZ06dXL41xkNjzAsW7YsqeVhNeoQob6jujZv3rzmYLdur6qqMsYM+xwsYQQsB/pB1B06dIjkLlwAECr6WUMiVYf8Ot+4caM+B4urCBFtRnI6efKkEZvUjRICA1ZTU5NxIWF9fX0Ys1aKi4vl72233Ra4y8pQU1Ojp3r44YdDmiMARIJ+1pBI1SHd26RJk1JayAv51/20NDzCYCQna3xRZs6cGTiaou5QqqmztUKdtVJSUhJYvh29u6tDhw6h3nwLAMJGP2vwS3XQ8AjDmjVrZM1Zv369+jcwYKnQExiw9u3bp+9WpYR6M3drwJozZ477gHXs2DE94YMPPhjSTAEgbPSzBr9UBw2PUEmcUvdG1/fBch+wrPFIafX0KYO1hMLCQvcBS0yePFlN2Ldv35BmCgBho581+KU6aHiESl8zqJ6yLBobG10GrCNHjugnBiqzZs0Kae7WgJWfnx9SwKqrq9P7z0KaKQCEjQ2OwS/VQcMjVOfPn8/MzJQ1595779UDgwasPn36yOt+/fpZJ1e7nTTjuYGtsgYsdfs39wFLqJuRduzYMaSZAkDY6GcNfqkOGh5hyMrKSrr8/HQjYD300EPWgdZpjZPc1enw7lkDlnrwTkgB69FHH03iHCwAMUQ/a/BLddDwCJW6KUPXrl2tt7AyAlbnzp2bbfZg9ejRI3Bfl3vWgKWeMBhSCU888URSyw20Qr09BACEh37W4JfqoOERqhUrVshqk5aWZt2DJXnLyFjNNrdpUKnIk4AVRgm33nprePMFgPDQzxr8Uh00PEKlHztjvQBQPw1TufPOO5ttApb7eNTU1LRr167du3dbd5VFGLDUrbPE1q1b3U8FAGGjnzX4pTpoeISqoKBAZRTrLayMgGV3FWFzKAFL3ahd3H///XpghAHrr3/9q0ySnZ0d6iN6ACA89LMGv1QHDY9QqYizcuVK60AjYKmTnCIMWMOGDVPjdOnSxZh72AFLP6unsbHR/VQAEDb6WUN7rg6jf2rrxUGCmTdvnqw2DzzwgHVgdnZ2YO6JMGCNHDlSjXPllVfqgREGLDFw4ECZ6t133w1pKgAID/2swS/VQcMjJPX19eos9R49eliHX3vttSrupKenqxdLlixxDljqXC6HeGRNUYcPH1YDIwxY58+fT05OTmq5xYP7qQAgbPSzBr9UBw2PkNTV1alY061bN+twffvQJ598Ur246qqrggYsdZNS+Rv0XSv1QB6lsrJSDYwwYOmn+hjLDwBRQj9r8Et10PAIyUsvvaQCyooVK6zDdcD64IMP1IuMjIwBAwbIi4cfftg6pkQcSUsS1FoNWOqeVeKaa67R56RHfojw9ttvTwr9BqcAEB76WYNfqoOGR0j0XiUj1kyYMEENb2xsnD59urzQZ1AVFBQELarVm6rrLGW9qWnkAWvt2rUy1bx580KaCgDCQz9r8Et10PAIiY41H374oXW4vuKv+ccMNG3aNDVEPTYnkPNjAevr68eOHatn9+WXX6rh/fr1izBgqUdEi3379oU0IQCEgX7W4JfqoOEREnXUT+KUMXzQoEFGwFqxYoU6ndzuoTQ6IQV919hTNW7cOGMqbe3atSF9hKA3SgWAKKGfNfilOmh4uLd7924VTW688UbjLZWlRFNTk8pGKor17t3brjS1i0vd8z3QK6+8Yk1Rubm5arh6vmHQt1zatm2bTJWSknL27NmQJgSAMNDPGvxSHTQ83Nu1a5fKNKNGjTLe0nGnvLx89uzZ1gBUU1MTtLRWT3LPyMiQEfr27St/586da53KKtTrASUCqjPJnnnmmZAmBIAw0M8a/FIdNDzc++677zp16iTrzOuvv268peOOhDB9DE4kJyfbHSJ0DlgnT55U4WnDhg3W0QIDVmFhYUiforKyMrxdXwAQBvpZg1+qg4aHe4MHD1bRpLa21nhLDb/iiiuampruu+8+nX6GDBliV5pzwHrwwQfl3T59+ixfvlxeLFq0yDqVVainUh07dkzdK9Vh2QDAK/SzhgSrjqqqqqKiorS0tJycnJ07d7qfkIaHe926dbM76qfjjrxuaGjQ/86ZM8euNOeApefVs2dP9aKurk5P1aFDBz0L6zOnXVIRsLi4ONQJASBU9LOGRKqO6urqAQMGVFRUXLp06dy5c/KL3/20NHz7VtfCOkQST25u7owZM8IoTT2FsKCgQN+VSs9FZZ3U1NTmlhVSp5/PPvvMrjTngKVOZu/YsWP37t2tqU5NpY5UKseOHQv1g9xwww1qf1sY0wJASOhnDYlUHSUlJSHttbKi4dsTiSD6hKempqabb75ZRZAxY8Zs27ZNBn755Zc6l6xZs0byUOfOnR1u9Wmwi0QyU3UV4cCBA5stJzk5nIDlUJqyaNEiefexxx7btGmTSlpHjx7VU1lvkWUkSDf69++vpn3//fdDnRYAQkI/a0ik6sjMzNy+fXt2dnZKSsrcuXMvXLjgfloavt2QplehYcKECRcvXpSsk+Say6NsU6ZMkZGXLVsW+NaRI0fKy8urqqqaWw4RypgDBgx44YUXHEpzCFgS0dRpUvJZ3n77bbWQMqSxsVFNtXDhQr3wxu40N4qLi9W0OTk5dhc5AoAn6GcNiVQd0nilpaU//PBDU1PT0qVLFyxYEDiCgzZZZnho3rx5PXv27Nixo/tEZbjvvvtancvhw4fVyF5dfOcQsCSrqXnl5eXpe0OI5557Tk311FNPqSFZWVlhzNpappg1a1akHwYAbNDPGhKpOtLS0iRaqdcSs1JSUtxPS8MnqI8//njFihUSqqyne4etS5curc7x6aefViNfe+21nnwEh4D18ssvd2jx2muvybqdnp6uZn3TTTfpqdSQUG+CpehbYWny6SL9PAAQDP2sIZGqo7Cw0BqwJG+5n5aGj0MXL16cM2dOz549Z86cef78+ZqaGvk7efJkic7Jycnq2JlLjz32WHl5eXFxsawVqampvXv3vvrqq9VDAAMF7vtUGhoarE8A3Lp1qycf0yFgZWVlqXlVVlbKv59//rn6Vz77E088YQ1Y8lnCOEQo9u7da2TTe++9N4zTuQDAGf2sIZGqY+fOnUuXLm1qUVpaGtLF5zR8PJCIoB4sM2TIEHmtbq0ZntWrV+sbHOiAYpDAdPjw4VOnTsnrXr166ZElcARdPEnw1ll4deWdXcDSxyKFvFYLrA+A3n777daAFUnga2xsvPXWW40KfOqppyL8XABgRT9rSLDqKCsr6969e0pKyvz580M9yb2mpkZ6mugtGz744IMtW7acOHHCOvDIkSMTJ04cP358RUXFjBkzdAd/yy23hLSPKjk5OS0tTf97/vz5xYsXq9edO3d2uIhP2bFjh3VHziuvvGKMUFdXZ12ewIfkhM0uYK1YsULNS12TqOjH76jn56hrDBWHh+24MWHCBKNKMzMzpRojKRMANAKWwS/VoTuVBx54oK2XpV0pLy9fsGDByy+/fPfdd+skdOrUqffee+/ee++96qqrrD26y0QlSUj6/quvvnr06NEvvPDChg0bfv3rX6ujw/v27ZOcIX+bLXdJ6Nu3r5tFlaW69tpr1ST6kX+avjhR5v7pp596WEUPPfRQUstZ6sYuMf2kHfnZoAdad2uJ6dOn69fq0sVIDB061KhqqZBvv/3W5eSSYuVXSnhHKgG0ewQsg1+qw9qpdOzY8fnnn3czlfTuPXr06NKlC4/L1aSX7dOnj6So/v3733PPPdZUpF9bdzW1qnv37j179pQyKyoqQlqS8+fPjxkzRqLY6tWrXU4isU/NNCMjQ5Xw7LPPPvfcc0eOHNHLf9ddd4VcKY704TnrLqiZM2eqo4FSkzJ36/jWQ5/q+TmKV8tjHAkVN9xwgz670Y4+l6tTp05uLsZEPJPm3rVr1+7du4nL8BABy+CX6gjs13fs2OEwfmVlpXGKdNCzfPyjurpaNsf//u//LoFG10lIx/i01NRU9UI67F69ekW+Y8Y9SYc6SH3yySdBz4KXz+jtTJctW6ZKlmRz9dVXG7MLvFZj/fr1+l2Z5Ne//nVSy40bPFykU6dOGWe+Dx8+3GH8hoaGQYMGWcf/6KOP/u3f/k2iYWNjo9qz5eHiIdpKS0tVO4b6gEvAQRIB63J+qQ5p+MmTJ1t7iC5dujj8atfPLdGSk5OlU4nlMsePwCvR3JN6fu+99+6//371r2SygwcPvv/++x9//HGb/HrWRwmHDRsWuLRFRUWez1ESpFp/gtZPz549jfH1zbHEzTff7PnyKJs3bzbuKCZNLAszduzY559//rbbbuvWrZsE0PT09JkzZzq0vn5LXkiBvXv3/uqrr6K0zPCKvsW/5GavypTNqQRu90ec0f4kEbAu55fqUA0vX/7rr79e9w2SolatWiW/zo2RS0pKgvYl6gl0viKV8/jjjzunK+t+oNWrV+uR582bZy3q/Pnzhw8fPnPmTFt9FkWfWh4oLS0tcGWInHQ8djdH7dWr15///Gdj/Lq6OnWGu2SyUA+bhkrfPt5bah2QML1s2bJWDz4iBk6dOrV79+6//vWv8lpWKt1SmZmZXs1CX6j7q1/9yqsykViSCFiX80t1WBs+cO+U9Acy8IMPPpB3t23bpoenpKRIJjOu8JcxJSio+zYl6BkMstjftNDLv2fPnvHjxw8cOHDUqFEFBQXFxcUjR4506D6tBwpXrlypds+oK+8ko8TzBZuybMaRzZtuuumqq64aO3as6n6iQd2cwuCwd0pCiborWJSWx+qll15yf6h37ty5od5JX8afMmWKulmG1b59+9asWfOHP/xh06ZNgwcPnjFjxvvvv3/kyJEnnnji2WefJZZ5qLq6WjWxfE/lF4713h+ycbP+qJDX5eXl7777bhhbNl2m9Y7Q8JUkAtbl/FId1oaXX+12u2SM4zivv/56c0tvp08bMowYMSKxMtZzzz1n7U3VYZ1QD//Nmzdv6dKl6nWnTp0SqwbE6NGjrR8n2rOrr6/Xdd65c2cJW88884x0Y63eWiJmpFudMGGC85qQk5OjRq6trd29e/fevXv/9V//dcWKFf3795d4OmbMGOlWW12R3K9psl498sgjb775piQwCWfWECBDJP0vX76cXtylJUuW6IqV305//vOfrQ1hvaGgvgBC6n/jxo0OZX700Ue9e/fu06fPCy+8IOvzDTfcIJPoMmU9f+edd6Thhg8fLr9It2zZEv1PGRf2798vX23fnpIYg81pYvFLdRgN/8knn2RmZjpv7u+88049vvzathv5+uuvj/mnCU46bOMY3NmzZ4cNGyYbu2uuuWbNmjVDhgxx2b0Z5LOPGzfu2WeflV52ypQpjS3+4R/+YfHixd98800bfuTwvP/++/qjWe9BFSV1dXV6dh6e8hIl1dXVmzdvfu211+TXheSbTZs23Xvvva+++qrLGP3FF18UFBR07dr1yiuvDG9ls1sDf/vb3/7d3/2deta7Ghh4dDUSR44ckWWWKDxx4kQPi/WctI4sp6QWCZpuxn/ppZesNZmeni6RyKjeHj16qIsVjK2c3R3/ZWVQR7EdyI9VKVb/q26t0m5IdQXup3/xxRdVBcoPgLZasLaVRMC6nF+qw67hJY6sXr3aeF5bUsuF68aYElbs7o0pv1qi/wlsSaiaOXOmhCdj4ygbuFB3Tann4ul/O3bsuGDBgi+//LINP12USI2lpqZKB3Dw4MEYzO6mm25SVSq9YwxmFycaGhoGDx7syUMkg5KcUVxc7P5gtMQCfW8Cmapv375SyB133KHetR44i1qVROr06dP6EK28UAeRZQvwxhtvjBkz5tprr/3444/VmCtXrpQRgm6vgu6Pl4EbN240Bn7++ef1LZa10Mesv/vuu1AbS1aDLVu2/PM//7Oau/xbWFiYcDu/ld///vfqU8hvCetw+bWmP69Xz4FILPH83WkTfqkO54aX7/natWuzsrIklMiP76eeesrhmy+/dLdt2/bzn/9cf5euvvrqKCyyrboWe/fulfmGekKMMn78eClh3bp1aWlpnTt37tev39atWxN0Y5cQIjm1pR04cODAfffdl5ub26lTp5SUFIkC6nDkgAED9GG+48ePr1ixQkb75S9/adyf1pl8YdULCRPqdEkZ8uqrr1oX4MUXX5wwYYK+l6ys7ToiZGRkqPuvWk86TE9Pz8zM/Jd/+RdrIUePHq2srHQ+Linvyjgypud1+Pzzz1t3CCmjR482tgDq/Cepw8CKCgxbN998c9AqNW5fok+4lBIGDRr093//97omA7355pt2Oy8Do7Y+rCyTRPuw2nvvvTds2DBZ5YzbzoVKJtfLLyuzHi7fcetB0j179gSdXDa8o0aN6tat2/LlyyNZjPiURMC6XHuuDuPL7Hn5q1at0oUb22JvffLJJ/LbVLZ64cUpY6eU5KroLSrgiS+//PKuu+666aab5FdE4A5mN+u8/ExSYch6iFaRb64kOWOgPvKoyazVmfh/+tOf9u/fr759UrLkDElsxgL/8Y9/7N+/v17Ud955RwbedtttqampI0aMsKYHCdl33HGHxM3S0lI9UBZVFlh+6ki2k3y5YcOGxx9/XKKMZCAZs0+fPu4/e9AdVBI95YNYh/Tu3bu5ZWdM4MiBT6406A2RkZnUTrXq6mrrcPfNt3DhwkceeUSWPycnJ/CqiEhInevFkJUqkqKeffZZ6zLLD101XJbZOlxSqcTHvLw866Uqxq2CIox6cSiJgHU5v1RHNBpevrT6luWybfW25FmzZskWIaTDfDLmnXfeKZvmqVOnyvLIxk5+UeXn57f5nRGACG3cuLFv37533323RBZJIe5/acgvE6NXE4MHDx4zZozLEhQjfhnPLZDEZuz1se7MUCQ2qVOaXn75ZT3w4YcfHjp0qPw17uPqLNTz23r27KkufNY7sWT53333XVW3n376qfXhAeKbb75xU6wUou8ql9TyI/O//uu/VJmSj+UTSc1MmjRJsqNxFa2byDVw4EAPd/daHxIlc7cbbffu3fKurF0zZ860G0cdWdYkQslAfZ+/QLprCHpcNSsry83FLu+///6WLVvuvfde1YILFiwIvQ5iIYmAdTm/VEeUGt66K/69996LpKja2lr5/sgGKyMjw32oku+bjM+NZ+Ar1n49DOHtCY6c+r0UyUlpMq108BJZrE+j6t69u9rvZYx8/fXXGzf7+OijjyRqFBcXG/d7kyijjz+uXLlShtxxxx1GaZLqApf8+eefVy/0RaZB7dy5U08yatQomd3SpUtVVnCokAh3NSkHDx4MvMdv0OO8W7dutY5jdxKV9Q41SS1bYElO1jUqcHbq+IZUe9CPKaRRrNceSsBdtmyZJCrJ4lIJgXlUZnf27NnVq1fLwmRnZ69ZsybyivJEEgHrcn6pjug1vP6pKr8C1RD5tWH9laO2IPI9lF85X3zxxYMPPigbRPliqAnl25iamupmmyvjy6/kYcOGnTp16pNPPtm+fbu3e9GBRHHy5EnpkPThrYkTJ9bV1X344Ycy8MSJE/369Wv122Snd+/e6kSxsEuIEtlE3HfffXqnzmeffSaJRzYIJSUlaoi8pUeWDjjUW+aqKrU+EEz6+48//liXWVVVdfToUet5YBJzZaa7d++WCZ1PTZPRnnnmmTFjxqh7DRok9tnt05KN6rhx4/7pn/5JFszNfQclHebl5b300kt6SNBLp2VJAqc1glHQc6RkHVPbaok1estv3Xrv2LEj8A6CsoWX+tHlS0cQeDqdKkfKdHlTOqPLkB4nHu4NkUTAupxfqiN6Da+f6pXUctx98eLFbr4eLr9C8p1UJ2Rwyx8gUEVFhfTugXdkra+vX7FihZvfLTNmzLCOph71Lelk1KhRakhgh6fTQOBbt99+u/Xgo/Sjdo9ICqqoqOjMmTO//OUvH3jgAfkRJZ/ru+++q2jh5mJJWXhVztKlS72q4eHDhydZbi/yq1/9Si+tBAWv5qJnlOS4f3HAgAHr168PvCJHBTh9R2hp0CNHjlxsoetfGkvPQkhYPH78eHp6up7EmFdubq51FrJGSevod/v06TNt2jRjEglzzS2n0x0+fFh+ZhsnvWnyY0AWTD6F3e0Vw9O1a1evbk386aefPvLIIzk5OYWFhSHdri+JgHU5v1RH9Bre+h2OnApV3bt3X7BgQWxu5A20V5KTDhw48Pvf//65556z+8apMXv27Kn+td6orLq6urKyUp21rU6xmjRpkgyRr/y7776rgl1+fr68JV9YCTdvvvlm8+XnU9fU1Kib8v/2t79NSUlRe7Llr0wycOBASRIZGRm33Xbbgw8+KLlKjRzhR5ZC7G5e5QlZwpEjR8pnkQDq7dMajh07dsstt/Tv3//jjz9evny583ayW7duUsm33nqrLM/nn3+un6duJSNYY5OMKYlKD9m4cWPQ3UhSsh5H2lTtFvrmm2+MjfzPf/5z41x+SUt/+ctfjA9lfQqIIjO1jiCB1c3PgLS0tKFDh0rlPPXUU0EfUa/I+hl5Q1hzZFLLFbXuGzqJgHU5v1RHVBv+9ddfD/ySyKZz1qxZU6dOlS9G7969rW/pg4bqaynbWdkWzJkzh+ekAlGiDhXpfQbq26fONxLjx49Xw+32/ahHY7kMQHv27JkwYcLLL7/s2dL7TOAtT+24PJh7zTXXqJKffPJJNSTor2KZqWzMrTuWZIgEDr2jS8nNzVVrwjvvvKPjTtC7If7Hf/yHcbnD22+/bYxz9OhRieZ33HGHCt9du3adN2+eRDq7+32cPHlSXWsppY0dO/att96yfhb5ORFJza9fvz6wWiTIupw8iYB1Ob9UR7Qbvra21rq3efTo0cZO7O+++66srEy+XRzsA2JPvo/qjO8XXnhh3Lhxf/rTn6zvNjQ0SH/mz5tDxicJOgUFBSUlJYH3nQ+V5I/PP/9cFStNbLwrES0tLU1+5Q4fPry6urr58vvvGCQDTZs2zdi2t7rXUAL3XXfdJT+ho/S0U+ueOfksoU5+5swZiYzq4IndB+/Ro4fD3d0kDn711VfStRGwDH6pjhg0vHqCsqxn/ryZJAB4Tt9zPysry/legJIPVq9ebQy8+eabjQ2ycQmqeuCs4Y477gjchXbllVeGeulAzFjvExHS7bWkeq1XpGqPPfbYqVOnAoenp6frG3zU19ffcsstRkVF5/MlKr9UBw0PAInuwIEDKmNNmjTJ6NqnTJnS3HKhX3l5+fbt2yVIFRQUBF5b9/XXX+sJ8/Pz7WbU1NQ0e/ZsXXjPnj0DT7GKKzonDR482P1UElsDU9SIESPUu8ZdVTX1/IOgh3Gj8+ESlV+qg4YHgHZAnQ938eLFr776SmLWqFGj9u/fH9IlAo2NjUeOHHFzzmt9fX083P7Ajc2bN+uUI+nn7NmzDiN/9913X3zxRV5enp5EnZUo4XXGjBnWfX7/+Z//GdKjq6L/QRNJ4lXHhQsXcnNzQ21IGh4A0F5JajROoho+fHhtba3kSJUmf/Ob3zz00EP33HNP4DFBSVfOgUxC7UcffWQ8DkiRmS5dulTeLSkpoZ81JF51rFq1SkX1kKai4QEA7Zi+sX6oysvLXc5i165d+klNEsseeOAB6+4u+llDglXHiRMnBgwYoO5ZHNKENDwAoH3bs2dPSPcvlZD09NNPezV3+llDglXHtGnTZAVqDr0haXgAgB/87ne/c7jnQocOHbKzs0+cOOH5fOlnDYlUHYcOHRo3bpx6HbQhnaN6bBcWAIA2c+bMmcOHD1ufddPQ0ODJAwPs0M8aEqk6Ro4c+fXXX6vX7MECACB+0M8aEqk6ItkpRcMDABA99LOGRK0O9mABABA/6GcNiVodBCwAAOIH/azBL9VBwwMAED30swa/VAcNDwBA9NDPGvxSHe5vvAYAAMLQ1l19fPFRdXjb9v4pzfMC47k0zwv0T2meFxjPpXleoH9K87zAeC7N8wLjubRoFJjofFQd8bxqxnNpnhcYz6V5XqB/SvO8wHguzfMC/VOa5wXGc2meFxjPpUWjwETno+qI51UznkvzvMB4Ls3zAv1TmucFxnNpnhfon9I8LzCeS/O8wHguLRoFJjofVUc8r5rxXJrnBcZzaZ4X6J/SPC8wnkvzvED/lOZ5gfFcmucFxnNp0Sgw0fmoOmj7dolmba9o2faKlm2vaFmDj6qDtm+XaNb2ipZtr2jZ9oqWNfioOmj7dolmba9o2faKlm2vaFmDj6qDtm+XaNb2ipZtr2jZ9oqWNfioOmj7dolmba9o2faKlm2vaFkD1QEAAOAxAhYAAIDHCFgAAAAeI2ABAAB4jIAFAADgMQIWAACAxwhYAAAAHkvggJX0I+vAAwcOTJo0KSUlJSMjY8mSJefOnQs67YYNG9JbrFu3zs1wxEzQZq2trZ06dWpaC3lx+vTpoNPSrPEsktahZeOZXStUVVUVFRXJdzYnJ2fnzp0hTUvLxgM62QglcMBSjLaX3nf//v2XLl1qampauXKlrAeBk7zxxhsTJ0783xaFhYXyr/NwxJ7RrCNHjty0adPFFmVlZXl5eYGT0KzxLJLWoWXjmV0rVFdXDxgwoKKiQrbG0gcvX77c/bS0bFyhkw1bewtYVrIGdOrUKXBMaeCDBw+q1/JiwoQJzsMRe0azJicnW/+VH0+BY9Ks8SyM1qFlE4JdK5SUlNjttaJlEwudbNjac8CSH0/WcK3HTEtLk9VCvZYX8q/zcMSe0ayzZ88uKyu71GLjxo3yb+CYNGs8C6N1aNmEYNcKmZmZ27dvz87Olp9Dc+fOvXDhgp6Elk0sdLJha7cBq6qqaujQobW1ta1OogO43XDEntEWZ86cyc3NVWcDyIuzZ8+2OgnNGlciaR1aNp45tE5paekPP/zQ1NS0dOnSBQsWhDRt0OFoE3SyYWufAevQoUODBw8+fvx40EkI1/HPaNaioqKysjJ9DlbQo/40azyLpHVo2Xjm0DoSrdRriVnWw/pupqVl4wedbNjaYcDat29fv379jh07ZjeJcRhY/nUejthz/qET9HcPzRrPImkdWjae2bVCYWGhNWAF7Upp2YRAJxu29hawtm3blpOTU11d7TCmupDh3LlzQS9wCByO2DOaNS8vb+PGjfocLOtVhDRrQgijdWjZhGDXCjt37ly6dGlTi9LS0uLiYj0JLZtY6GTDlsABK+lyQQda1wzr63Xr1gW9FYfdcMRM0OY7efKkuvOKkBfyr3V8/ZpmjWehtg4tmyjsWqGsrKx79+7ynZ0/f37Qk9wdpqVl4wGdbIQSOGABAADEJwIWAACAxwhYAAAAHiNgAQAAeIyABSDqHB4Qa/fw18BTaJ3LMQSd3GF2bka7cOHCggULZO7du3ffuHGjmw8OwLcIWACizu4Bsa0+/NVISG4eNOswuctnzdqNVlxcbL07+Y4dO9zXAAC/IWABiCnrA2Jbffir3WM6mgMeNBuUMbnLZ83ajZaSkqJvnikvWo13APyMgAUgpqwPiG310RkOAct40GxQxuQun9RhN5o1YNndnRwAFAIWgNgxHhDb6sNfw3jQrMPkLp81azfawoUL9d3J5UW7f1QtgEgQsADESOADYsPbgxVYjt0p7S73YBmT24124cKF+fPnp6SkZGdnb9u2LTMz0+0nB+A/BCwAsRD0AbGtPvw1jAfNOkzu8lmzbkbbuXOn9fl6AGAgYAGIOrsHxLb68Ff3D5oNKuhVhK0+a9ZutGXLlsnAS5cuVVRUDB482PpMTAAwELAARJ3DA2IdHvYc0oNmnefY6uwMQUfbuXNndnZ2SkpKUVFRVVVVqJUAwFcIWAAAAB4jYAEAAHiMgAUAAOAxAhYAAIDHCFgAAAAeI2ABAAB4jIAFAADgMQIWAACAxwhYAAAAHiNgAQAAeIyABQAA4DECFgAAgMcIWAAAAB4jYAEAAHiMgAUAAOAxAhYAAIDHCFgAAAAeI2ABAAB4jIAFAADgMQIWAACAxwhYAAAAHiNgAQAAeIyABQAA4DECFgAAgMcIWAAAAB4jYAEAAHjs/wADCtCLeRaNeAAAAABJRU5ErkJggg==)
| VMR Tools created by Darren De Zeeuw. |