Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Kaelan_Oldani_093020_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | July 14, 2000 |
Start Time | | 2000/07/14 20:00 |
End Time | | 2000/07/16 00:00 |
Key Words | | Space Plasma Class |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 28.43 |
Dipole Tilt, in Y-Z GSE plane, deg | | -0.83 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 210.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Kaelan_Oldani_093020_1 |
Minimum Dst Value | | -289 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
|
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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVHVlIERlYyAwMSAyMDoyMzoyMiBFU1QgMjAyMO0lq9YAAAGudEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiS2FlbGFuX09sZGFuaV8wOTMwMjBfMTogU1dNRiBwbG90IG9mIHJobyBhbG9uZyBHT0VTLTggdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDAtMDctMTRUMjA6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDAwLTA3LTE2VDAwOjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6LTQuOTgzMzAzNTAwNSwgIm1heCI6MTE0LjkzMDYzMzUwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX0/VOhFAAAABGdBTUEAAK/INwWK6QAAPdJJREFUeJzt3X9wFGWeP/DRAMMQQhIEjBAgifySH4sRZPkRQwjxABEDRjRgiBFyOeMR5YcsOkZuvyEHuKCsi1luVxZYsYCFczmOs7JudoED77gCS47jqEghBXVQGypYUBS1laIoKt9PzVM89fj0dE/PpCfTM5/3649UT093z/P00+nn3T+mx9MOAAAAAI7yxLoAAAAAAIkGAQsAAADAYQhYAAAAAA5DwAIAAABwGAIWAAAAgMMQsAAAAAAchoAFAAAA4DAELAAAAACHIWABAAAAOAwBCwAAAMBhCFgAAAAADkPAAgAAAHAYAhYAAACAwxCwAAAAAByGgAUAAADgMAQsAAAAAIchYAEAAAA4DAELAAAAwGEIWAAAAAAOQ8ACAAAAcBgCFgAAAIDDELAAAAAAHIaABQAAAOAwBCwAAAAAhyFgAQAAADgMAQsAAADAYQhYAAAAAA5DwAIAAABwGAIWAAAAgMMQsAAAAAAchoAFncTj6byNzeyzOrMMEA3RaMFjx45lZmaGXHI0PhobJEACw783dJK4DljoCF0iGg0xceLEo0ePxuSjsV1FACsN4gW2VAhB3Z2dO3euf//+H330UQeX44izZ8/Onj3bFzBr1ix6GfKzordrrq2tTQ7w+/1y5I0bNxYuXOj1etPT0+vq6uT4w4cPFxQU0PiUlJTy8vK//OUv1suh6QsLC8X0ixcvbm1ttZ7ejOc+OzW6devW8uXLBw0a1LVrV/rckpKSr776ikb269fv3r17cjKqoBym8RkZGVRr+oixY8dqC8zNzZUf7fkhO+WRM3ZwAiNasY58dASinRWuXbtWU1OTmZlJjUgbCf2/fPnll/Jd6/+goG0UdKsI+tGXL1+WC6eBixcvGqdxw0EXQPRgm4MQ5I7p5MmT1H3u27evg8txxPnz56kw27Ztuxuwfft26vgvXLhg/VlR2slSMfLz878PoOREL8V4Ck+VlZV37txpa2urqqqiQorxM2bMoH6Oik2JZPPmzRMmTLBeDvVPTU1NNDEth7o3ClvW01uzuRKox125cqUIf1SFzz//nD6ChufPn0/DYhoan5SURKUSL2n8vHnzxEdMnDiRyiyX1tjYSGPUgGWnDBEUPoIl25wl7gIWpStKQhs2bKDNoz3QWNQKtC2JdyP7DzLbKowoYa9bt04svL6+nuK1cRoELEhs2OYgBLFjEvepHD58WI6/evUqHb/S4Skdy9JuVz2t4vf709PTvV7vwoULb9++rS7HYkaagHb34uCYdsdnzpyxKFVFRYV2Io1e0kjts6gPoJFUEuo8Nm7cGHEZrPfOlHLkNSYayMvLE8P0uTJ80IAMRhp5BsVsOSqKWVQ2+9MbGesStHb0KeqZKok66Tlz5ojhQ4cOUcCiv+Iljf/iiy/EAmmk2vVS2Q4ePGg/YNEEH3zwAbUarRxqQbka5Yw0prq6Wpy9owExgfVZsXBnoTFbtmyhFEJ1bDffNoIuVmOxvVkvxOxDzTZsFS2H1qHZGrb5H6Qx2yqMxEqTjKcJjWteW+EhV1q7ya6GrF69OjU1NSUlhRYY9LMsVrgsA23A6vEkxcr+/furnwJgDQELQhCdJe3itcQzatSo//zP/6S9LR2h0u5M7pp/+tOfFhcX00Ezja+srKypqZHLsZ6RJqC9JM1Ib1HHIM/rBEV71Rs3bqhjbt26RbtU7bNo+fPmzbsVQAMRl8E6EFAfIHsdGqCXYlgNWNQjyvESTUy9mjypYLYcFeUbGdTsTG9kM2DRpyxevFisJa3M1M2IkyLUvc2fP59WIA1T/0fjxcRigcOHD//6669pgBZCw+oH2QlYasOJj1BnXLVqFW1mcgJ6GXLJ4c5C48vLy9UjhKDbhtliVRbbW8iyBf1QsWFT2Wh6SiFBq9CnTx/tf0Rl8z9IY7ZVGFGp6uvr7wXU1dXRS+M02qdoKzzkSjPb1axZs4YCGY2nfzrjliNYrHBZBjqqHDNmjJzl7//+7ynLWtcaQIWABSHQHocO5qhft5iGdoJ0sCiGMzMz/+///k8M//Wvf7XeZasz0gQyjqjnacxKZRwpZ5HvUpcvC3P58uWIy2AdCLR35VxlZWVVVVVtATSg1UgcT1tclzGugbNnz1KvQxWxOb2d0pqh3re2tpY6GMpt1KYrV66U/TH1RuLEwIwZM6hIRUVFNEzdvxZZtm7dSvGrPXBmS1weVQOW9dkmGqk2XEZGhlZ4GiPXAw3QagxZu3BnofEiR8qXQbcNs8Wa0ba3kGUz+9CrV6+KYRqw/neQi9JOF1nM4jEQ4y22Cg2VKisrS8xLA9euXTNOYwxY6gpXBV1pZrsa+q+XK9PssyxWuFqGiRMn7t27lwYuXrxIB5mU2IIWDyAoBCwIgfY4u3fvpqNhOppUx9PL/Px82s+Kfai8IqDtl9XxIWfUPteiVLQzpUNPdQwddBrDnNkywy2DdWHMziRR31NaWur1emlv3tDQIIsn0cR0TDx58mTr5Qh0PD106FD1PKJTZ7BCoh6IDt/lmbNz585NmDCBPvGxxx6jl/SXhqnTlXdJi4+gkdQFHjx4kP6qZ7bslMEsO5otwU4UDncW6w0yZElUIbc3m2ULuWGrjOeo1Clt/gdZ0LYKLYpR7K6vr5f3YAW9Pm5dCzsrzXpXY/+zzFb4l19+KTbyiooKcVABYB8CFoQg9ji0o6H9tfoVJOo1Dx06RHtPGqa/6mGlej+WthyLGcMKWDbvIDE7gxVuGawLo90LRS+N0+zcubO8vDzo7Gb3VKnLOXDgAB1Anz59OtzPNYogYGnlJBSwqEaLFy9uv9/3jBs3zvgRFB+Tk5PlnUBhBayQZ7DUCWyewQprFpsBy2yxqpDbm82yqdPLM1g0Y9AqUOsYL2nJKSO7B8vI7LypNj7oZNZrOORKM9vV2DyDZXNjyM3Nraury8rKsnnzGYCEgAUhqGd9+vTps3v3bvGS8pb4mhjt48rKyuRkGzZsmDNnjtj7X7hwwbjLNpsxrIB1/vx52o1u375dfBePBuil8VqbvFWFFBcXR1wG68KIb/PRorRv89HxPY2k4jU2Ng4dOlQWr7q6Wnxr/datW36/XwYjs+U0NDRQX9Lc3Gzzc60Z6xK0doWFhZTqxPUpWv6qVavUAEeJiookvk64d+9e2jDU4/uQkcVOwJINF/QeLHl3nWhZeXWS8lzQq1EWs3QwYJktVhVye7NZNnX6kpISsX7mz58ftAoUIChGrFu3TqwQ2g7pAElOafM/SGO9VahELpH3YAX9FqHWWNqHhlxpZrsacQ8WzaXeg6V9lv2NgTZyGkmHE+rIiI9SgBVsJRCCuiuhPp72wps3b24P3G2dk5OTlJQ0aNAgSgDqZLTjowM+emvs2LHyazhyArMZwwpY7YELVbQb9QYUFRUFfQ4W7WErKyvp6Jl21uqXrcItQ8jCUE4yPo+KdsrUwxmLR10UrRlaJpVKe65V0OV4DKynN2O2kKC1++qrr6jn9vl8tJaoFhQK1XLeuHGD1qq4W+Uvf/kLDatXoxwJWNRe4gti4lEX2ozUx9fU1IjWpyArJ6CNk8YEXb7ZLB0MWGaLVYXc3myWTZ2ethy5YZudRqLwQWuvX79+9NHisVXHjh2T71r/BwXdWqy3ChUlHvHwNkIDMrqptMbSKmvnnzTorqY9cJsg/VPIbxEaP8v+xkD/reIqoQoBC+zAVgIAroMOzL6LFy9SyIh1KTqP9gCIaKNUKh/8BhAW7MUAwHUQsEJatWrV7du3b9y4YXZdMiFRmpQ35HWCvXv3qk9qAAgL9mLgat5gUBgLcVHIkOKxzJ2soaGhX79+Pp9PfRBrwqP6/upXv+qcz6KNcNCgQeJZbgARQMACAAAAcBgCFgAAAIDDELAAAAAAHIaABQAAAOAwBCwAAAAAhyFgAQAAADiMS8AyPpgYAAAAOl+sE0EnYVNPNi0KAADgWny6Yzb1ZNOiAAAArsWnO2ZTTzYtCgAA4Fp8umM29WTTogAAAK7FpztmU082LQoAAOBafLpjNvVk06IAAACuxac7ZlNPNi0KAGB06dKllpaWWJcCgFF3nMj15PngDQAAzcsvv0z7QK/X29zcHOuyAHd8umM29WTTogAAmrS0NHGceeTIkViXBbjj0x2zqSebFgUA0MgT+bhKCDHHpztmU082LQoAoMGdEuAefLZDNvVk06IAABoELHAPPtshm3qyaVEAAA0CFrgHn+2QTT3ZtCgAgEbe5B7rggAw6o7Z1JNNiwIAaLKyshCwwCX4bIds6smmRQEANAhY4B58tkM29WTTogAAGgQscA8+2yGberJpUQAADQIWuAef7TDG9TT7bkttbW1ygN/vtzPezgd1tKwAAPEJAQvcg8926Ip6aqt727Zt+fn53wcUFBTQS+vxEXwEAAAfCFjgHny2Q1fUU1vdlKKOHj0qhmkgLy/PenwEHwEAwAcCFrgHn+3QFfXUVrfP57t3754YpgF6aT0+go8AAOADAQvcg8926Ip6aqtbe9m1a1fr8eqMFqJQcACAOICABe7BZzt0RT1xBgsAIHoef/xxBCxwCT7boSvqaX0PFr20Hh/BRwAA8FFQUICABS7BZzt0RT2DfouwtbU16LcIjeMj+AgAAD4QsMA9+GyHbnkOlvbP7/f7gz7vymy8nQ9ypsQAAPEGAQvcg892yKaebFoUAECDgAXuwWc7ZFNPNi0KAKBBwAL34LMdsqknmxYFANAgYIF78NkO2dSTTYsCAGgQsMA9+GyHbOrJpkUBADQIWOAefLZDNvVk06IAABoELHAPPtshm3qyaVEAAE1RURECFrgEn+2QTT3ZtCgAgKaiogIBC1yCz3bIpp5sWhQAQIOABe7BZztkU082LQoAoEHAAvfgsx2yqSebFgUA0CBggXvw2Q4TuZ5mP3QIAMAKAha4B5/tkE092bQoAIAGAQvcg892yKaebFoUAECDgAXuwWc7ZFNPNi0KAKBBwAL34LMdsqknmxYFANAgYIF78NkO2dSTTYsCAGgQsMA9+GyHbOrJpkUBADRvv/02Aha4BJ/tkE092bQoAIDmH/7hHxCwwCX4bIds6smmRQEANAhY4B58tkM29WTTogAAGgQscA8+2yGberJpUQAADQIWuAef7dCN9bx8+fLs2bN9ATRw8eJF+VZtbW1ygN/vD2uZfFoUAECDgAXuwWc7dGM9x44du27dursB9fX1ubm5Yvy2bdvy8/O/DygoKKCX9pfJp0UBADQIWOAefLZDN9YzKSlJfen1esUApaujR4+KYRrIy8uzv0w+LQoAoEHAAvfgsx26sZ4lJSX19fX3Aurq6uilGO/z+WiMGKYBeml/mXxaFABAg4AF7sFnO3RjPa9evZqVlSV2BzRw7do1MV5rla5du2ozeix1UukBAFwGAQvcg8926MZ6FhUV1dfXy3uwCgsLxXicwQIAiIAMWG1tbbEuC3DHpzt2Yz21U1PypXYPFr20v0w+LQoAoJEB69KlS7EuC3DHpzt2Yz1zc3Pr6urkPVjatwhbW1vxLUIAAPsQsMA9+HTHbqznhQsXCgsLvQE0QC/lW36/H8/BAgAICwIWuAef7phNPdm0KACABgEL3INPd8ymnmxaFABAg4AF7sGnO2ZTTzYtCgCgQcAC9+DTHbOpJ5sWBQDQIGCBe/DpjtnUk02LAgBoELDAPfh0x2zqyaZFAQA0CFjgHny6Yzb1ZNOiAAAaBCxwDz7dMZt6smlRAACNDFjNzc2xLgtwx6c7ZlNPNi0KAKCRAevIkSOxLgtwx6c7ZlNPNi0KAKBBwAL34NMdJ3I9PT8U6+IAAMQGAha4B5/umE092bQoAIAGAQvcg093zKaebFoUAECDgAXuwac7ZlNPNi0KAKBBwAL34NMds6knmxYFANAgYIF78OmO2dSTTYsCAGgQsMA9+HTHbOrJpkUBADQIWOAefLpjNvVk06IAABoELHAPPt0xm3qyaVEAAI0MWE1NTbEuC3DHpztmU082LQoAoJEBa8eOHbEuC3DHpztmU082LQoAoEHAAvfg0x27tJ5nz54tKiry+XyZmZk7d+6U42tra5MD/H5/WAvk06IAABoELHAPPt2xG+vZ3Nyck5PT2Nh479691tbWmpoaMX7btm35+fnfBxQUFNBL+8vk06IAABoELHAPPt2xG+tZUVGhnrWSKF0dPXpUDNNAXl6e/WXyaVEAAA0CFrgHn+7YsXpSKkpJSaEVl5qaunjx4o4sipawdevWjIwMr9c7f/78GzduiPE+n+/evXtimAbopf1l8mlRAAANAha4B5/u2Jl6lpSUFBcX3759m4bp75w5cxYuXBh5mTyeysrKO3futLW1VVVVyUVprdK1a1fjjBYiLg8AQFxDwAL34NMdO1NPyjqUh+RLGvZ6vREvzefzUbQyLgpnsAAAIoCABe7Bpzt2pp6UgWQkag+korDSj6agoEANWHJR2j1Y9NL+Mvm0KACABgEL3INPd+xMPefNm1dUVHTr1i0apr+FhYVlZWURL23nzp1VVVVtAZWVleXl5WK8+BZha2srvkUIAGAfAha4B5/u2LF6UhJKTk5OSkpKSUmprq7u4NLq6+vT09O9Xm9paam8yZ34/X48BwsAICzWAev69es0/sCBA51eLuCIT3fMpp5sWhQAQGMdsIqKisS7J06c6PSiATt8umM29WTTogAAGhmwtmzZYnz3kUceEe8eOXKk04sG7PDpjp2p5+XLl/v160drLek+4zMUYotPiwIAaGTAogHjuyNHjhTvqt9VAogSPt2xM/XMyMjYvn27fIaCC/FpUQAAjXXAWrZsmXj3+vXrnV60+HD37t3NmzfT2rty5UqsyxL3+HTHztST1peb01U7pxYFANBYByz5bkVFRacXLT7s2bNHrKIXXngh1mWJe3y6Y2fqmZqa6vJzy3xaFABAYzNgYT9pZteuXWL9DBo0KNZliXt8NjNn6rl582Y69Ll7964jS4sGPi0KAKCxGbAefPDBxx9//F//9V87vYBu19bWJlZRr169Yl2WuMenO468nkmWcJM7AIBLyAg1ZMgQ49UG9QwWycjIiEkhXU6snKysrFgXJO7x6Y7Z1JNNiwIAaNQI9eabb65fv1694KAFLOwtgxJrZuLEibEuSNzjs4E5U8+kpCRHlhM9fFoUAECjXgQUA7t27TK+KyQnJ8ewqK4lVs7cuXNjXZC4x6c7dqaeKSkpd+7ccWRRUcKnRQEANMZzVOoj3bV3cRUsKLFy8EXLjuPTHTtTzw0bNtBm99e//tWRpTkFJ70BANqDBSz1TiwELDvEynn77bdjXZC4x6c7duwSIW5yBwBwJ+u7rBCw7BArJ+jXMCEsfLpjNvVk06IAAJqwAtb48eNjVU7XunLlilg5Q4YMwfPuO4hPd8ymnmxaFABAE1bAKigoiFU5Xev48eNy/ai3r0EE+HTHbOrJpkUBADQIWB106NAhuX4OHDgQ6+LENz7dMZt6smlRAABNWAFr5syZsSqnO928eTMlJUWsHJ/P5/LfhXM/Pt0xm3qyaVEAAE1YAQtPItBcunRJXT8nT56MdYniG5/umE092bQoAIBGRCj5lFHrgPXss8/GqpydY+nSpVlZWdXV1Tanv3v3bnZ2tlw/aWlpN2/ejGoJExuf7phNPdm0KACARkSo6dOn2wlY5NChQ7EqaicIuhKsVVRUqOvnxz/+8RdffBG9EiY2Pt0xm3qyaVEAAI2IUKtXry4vL7cTsBL7i3IPPPBAuAFr7ty5NH3//v3V81jRK2Fi49Mds6knmxYFANCICCUekhkyYGVlZV25ciU2Be0UmZmZ4QasgoICT+DuNHVFRa+EiY3PqnNvPW/cuEH/51pL1NbWJgf4/f6wlsanRQEANGrA6tOnDw0/9thj77//vvqulPA3uYs1EFanMHr0aJp+2bJlci1lZGSE9aHUeVGPRuv27t27YZY30fDpjt1bz5UrV27YsEFtiW3btuXn538fQMcT9NL+0vi0KACARg1Y8vxNjx491HelsrKyWJY1+tLS0sINWOJo/5NPPlHP84X1ocnJyWLGS5cuhVfchMOnO3ZpPc+fP5+Tk0NJX20JSldHjx4VwzSQl5dnf4F8WhQAQKMGLPULce2BhzxNmzZNDVgJ/6BRkZbC6hS6d+/uCTxiVK6l0aNHh/WhXbp0ETO2tLSEWd5Ew6c7dmk958yZs2/fvvYftoTP57t3754YpgF6aX+BfFoUAECjBiw6NFXPYK1du9bzQwhYRmL6U6dORbyWBg4cGO6HJio+K8GN9Tx27NjkyZPFsNoSWqt07dpVm9FjKdrFBgBwJzVgifu15UWu9evXa7vKhP+xZ6pgWJ2C+KXnPn36qE8cDTdgjRgxQsx4+/bt8IucUPh0x26s59ixY7/++msxjDNYAAAdpAasmTNnip5+yJAh9JL6+yeeeEINWOHeXRR3Jk6cGFbAErmKVosasMK9U03eWX/q1Knwi5xQ+HTHbqyn2ckn7R4sehnWMp0vKABAPFADVmlpqdivUs4Q72pPH0j4gCVPJtmc/vjx42J1URiVayms71q2tbXJGV977bWISp04+HTHbq+nx/AtwtbWVnyLEADAvqD3YIkzWOTZZ59VA1b37t1jWdbok2ewaIXYuWDX1NQkrwnKtbR06VL7n3jhwgU5I55Qyqc7dns9tZbw+/14DhYAQFjUgCXP38gzVfKuLO2iQaJS6/vGG2+EnH7Hjh3ymqD8MqBYmTYdPXpUfmLv3r0jLnliSPgNTGJTTzYtCgCgUQNWamqqdipFntGREvthmGrAorgZcvrXXnuNppwwYUK78g3EsAJWcXGx/MR58+ZFXPLEwKc7ZlNPNi0KAKBRA1aPHj20M1UyNEiJ/TBMNWB5vd6Q08s1RqslsjNY48aNk584d+7cyIueEPh0x2zqyaZFAQA0asCaMGGCdqaKW8BSz9iFvKOfVlFSUpKY+MqVKz179owgYC1atIhmeeihhzwMHjMWEp/umE092bQoAIBGDVhtbW2Un7xeL43p1q3biRMnxGPKVadPn451kaNoyJAhsqYhfxGksrKSJnvggQc+/vjjduVpC2EFLLH+xZcJEv4xYyHx6Y7Z1JNNiwIAaNSAJciEkZubKwYoQ8iRR44ciVlZo089Yxfygp1cPzt27GiP9CZ3sf7F4zAS/ikYIfHpjtnUk02LAgBoLAKWIK98CU1NTbErbNSpAevll1+2nrikpIQm69evX3NzM73MyMiIOGCJm+VpCR0pfALg0x2zqSebFgUA0FgELHHiKjMzMz093RP4QRj6u2vXrtgVNurUgNWlSxeRnMxoq64jZ7DEX3RGfNYAm3qyaVEAAE3IM1hDhgy5efPmpUuXxO3Y4nJYoqI0qdbd+nqoturk/WqRBSyRzxL7KRgh8emO2dSTTYsCAGhCBix5r7e4jLVly5bYFLRTyLNQ4oxdS0uLxcTqqqMM+uCDD3YkYImTZ4n9Jc2Q+HTHbOrJpkUBADQhA5Z8doB4hMGQIUPa2tpiU9boUyteWlpqPbG66tQfezYGrOvXrx85ciToBUcELBWf7jiR66ntQWJdHACA2NAC1s2bN7Xdo8wZ4k6sxA4BQZOlUUtLCwWmN99806M84UI+pNQYsMTTRHv06EFJS3tLrn+RX0+cOOFwleIKn+6YTT3ZtCgAgEYLWOLH9VQVFRXirccee4xe+nw+Y0pIGGrFR48ebTbZgAEDPIGfvtbilPF0oCBvzzJmUzmLyGeJ/RSMkPh0x2zqyaZFAQA0WiZobGwUTyeXdxSNHDlSvHXw4EHr8zoJQFRZPG7U4qlUag6zE7CSk5PFxMarq3KWF154gQb279/vWGXiEJ/umE092bQoAIDGmAlOnz595MiRjz/+WGSCgQMHivGnTp2il48//nhsChp9V65c8QQeS3H9+nWP8ovXRrROwgpY8t5546LkLOJZo4n9Jc2Q+HTHbOrJpkUBADRmmaC5uVn8Zs6LL74oxsj80dlFdNSKFSuysrKqq6uNb4kb1cWJK5GHzB6a8NZbb4UVsOTDWo2LkrPMmDGDBtavXx9pzRIBn+6YTT3ZtCgAgMYsE7QHvvtGmUMNGWYpIY7IYGR8Sw1Y4rHslCmDLqSsrCysgCXvwTIuSswiHgrvYf9zhPG+ddnHpp5sWhQAQGMRsIxE7LB+OpTLdevWzU7AGjFiBA2bPcl95syZYQUsLdW1tbXt2rVrx44dNCBmKS4uFhP0799/8uTJDQ0NPJ84yqc7ZlNPNi0KAKAJK2CNHz+eJj516lSUCxVFL730kogyxpioBqyioiKP+Q8vFhYWRhCwunTpIl6uX79ejFmxYoWYZfXq1WLdSgsWLHCoxvGET3fMpp5sWhQAQBNWwBKPEojrG7FFciINDQ3aW6dPn/bcv4t/9uzZNFxTUxN0IfKRV5GdwVq7dq14SWFOziJ/jlDIzs52qMbxhE93zKaebFoUAEBjP2Bdv35dPMFhwIAB0S9XtAwePFgkGPntSOnIkSOe+8+hSEtLE5MFvQ1LPdv01ltvyfHWAatnz57iZUtLi5rPggas4uJiB2sdL/h0x2zq6fFs3LjxwIEDsS4IAEBnsx+w5K/ByKAQj+QX+h5++GHtLTVg9e7dW0wW9LH14mdthGeffVaOr6mp8QQeo6XNpZ3Balcil1nAKikpYXgbFgJWLB0+fLiwsNDr9aakpCxevLi1tVW+VVtbmxzg9/vDWqbcoN9//32nywsA4GphXSKcNWsWTfzII49EuVDRcvv2bbnDf+KJJ7R31YD1xhtv0HBRUVHQ5agBi6KYHD916lR5XkqOVM9XyZHipcUlQrJ582YH6x4XELBiafbs2U1NTffu3Wtra1u+fDmFLTF+27Zt+fn53wfQvwe9tL9MdYOeMWPGf/zHf0Sn7AAArhNWwLp586Z4Zmac/lpOc3Oz3NsbH+ilBizxk0HyZ4I08jSY54cXTOfPny9GbtmyRY5UfwdajrQTsGw2SiJBwHILilldu3YVw5Sujh49KoZpIC8vz/5yPAZjx45N4J+LBwCQwgpYtGN8+OGHafoPPvggyuWKij179lDhBw0aJHb12jW4AwcO0Mi5c+fKYfXyn0rMPmTIkLS0NHVViFg2a9Ysdcni3nlBfnUxZMCiQpo9hSuBIWC5RWNjozyD5fP5KG+JYRqgl/aXQy26adOmBx54QN24165d63yJAQBcJqyAtWvXLrGHjNMfzPnRj34kyp+amuox3MCunrVSz2YZaaejJBHgSktL1ZFiUYK8N0u8pPKIZ5DOmzdPC1iU3hypcnxBwHKFs2fPjho16vLly+Kl1iryzJZkPE2logn++7//+8knnxTfkfEEfuj0k08+6Zy6AADESlgBSwQIT+DGo+zsbPULdHHh0UcflfGF/p44cUJ9Vw1YFj+8aPGTQUFjWWNjo+xrLly4IEaKl+JxpuKDjJcIb9++7VjN4wQCVuwdO3Zs6NChZ86ckWM6eAZLDlNik78h7wmc6aUk51SxAQDcJqyAReSPupDk5ORoFs154lt+M2bMyM3NpYFdu3ap76oBS33oqMbirePHj9Nb2j0q8rQfoQQmRoqX48aNEz3OkiVLZMDq0qXL6NGjjfmPAwSsGDtw4MCgQYNOnz6tjtTuwaKX9heotajf71ePIQYPHtzhIgMAuFS4AUs70RLNojlP++G/yZMnq++qAUt89a9Pnz7GhVDuobcmTpxofOvChQsew9W95cuXmwUsynnissn169enT58uRvbt21c8yHTOnDncntQQd1tUxNxYz4aGhszMTOPvQ4lvEba2tkb2LUL1ZVtbW1lZmbwlq0ePHg6UGwDAlToSsLp06RJfCUAUft68efLCnPqueMB6bW2teCmmycrKos5F/dakxe1Z6sktimjijiv6FLnGGhsb1YWL01fiQQ/ipBrp169fdna2FsiYQMCKJY+BfMvv90f8HCzjyC+++CI9PZ3e6t69+82bNztabgAAVwo3YD3//PPqHvjYsWPRLJ3DxMmkd999d8KECTTw5ptvqu+KhyxQHhLfIhe3nwvqrwNZBCzqLOittLS0PXv2iFNT77///sSJE43LUdeheK7Ye++9J16OHz9+3LhxYvj48eNRWxluhICVaMxa9H//93/FeSz5XUUAgAQTbsCSJ1oEigLRLJ2TxBVAT+BXaILWWj6+QZw3Up8mqv7Uh7inqqysLOiniOnleb7Ro0e/88471gHr6aefbr9/eVFEt5MnT9KAz+eLrxOEHYeAlWjMWlR+tzbozYwAAAkg3IBVW1urhgNX7R6bm5tpv212zUGGnqlTpy5atIgGhg0bpj6pQXy18MEHHzx16hS9zMzMlNVUl9PQ0EBjpk+fHvRTxINYv/76azFjTk6OelF106ZNYjJ1HWqpS1y47NOnDw1z+5YVAlaiMWtR+i8V36EdM2YMnjsKAAkp3IDVHrjT6Lvvvps8eTLN+Oqrr0ataOGhLOL1ej2BLwkGnYBiU69evWiC119/XZ6HU6/9FRcX05j169eLl/IZCp7AI0k//vjj7OzsZ555ZuTIkWKkyGEacd7r2LFjYpqlS5eqAUs+3EENWHv27FFHijvbxo4dS8PLli1zcBW5HwJWorFoUfm1Dp/PR/8Y4tCE/rsYPp4EABJSBAGrgzNGibzmYPHwiBdeeMETeDqDyFLilFJOTk5BQcH169fz8vJoTFNTk5h40qRJMgOdO3euR48eYjgjI0MMBL0DXQQs6jLENNoj2lNTU8VkasCSy5F3fVGElQ8McnYtuRyf+rKpp3mLTps2zRNMenr69u3bO7OQAADRkDABq62tTQYUs6uEMkL94Q9/oIHhw4fLHEMxS9yDJZ8FWlFRIff5MlQRcW/usGHDgl7ZUG9pVwOWOHkmb1lTp5FnwsaMGUMvk5KSWlpaunbt6glcr4zCqnIvBKxEY9GiZ86ceeSRR4JmLPLP//zPV65cOXHiBB1/MPzRKABIAAkTsNqVu6YWLVoUdAJxlxVFqLNnz3oCD0Qw7tjlBQrxMCozU6dODfoRYq7k5GQtYImHNYgfNxTPgpfk7+fQ+B07dogTWu+++y699eSTT6oLpynpXfmDhokHASvRWLfo3bt3165d27dv35SUFPrbrVs3s/83OtRIT0+vq6vrtJIDAHRQIgUseQbLLP2I2zwoQl2/ft0TeMyh+tMdgpxY3GZu5u233w76ERShPIHn+2gBq6ioyHP/Ie/icVlS0PNtxofCU5nFabDHHnusI2vJzRCwEk1YLXrt2rU5c+ZovwytSQrwer30z5CamkqHMjRM/8lTpkz59NNPv/vuOzoEkYcsAAAxlDABS2QmQXvAlTpBz549xUsRtoTCwkItYMkMJPf2Q4cOpcXKycy++aReWFQDVllZmef+Q961gBV0Oc3NzZ4fPhRezhXWb8HFFwSsRBNBi1ZWVlpnLDtoCZTD6PiJstc//uM/RqNqAADWEiZgvf/++2qsMU4gLgvKyJKTkyMmpmPglpYW8VxQ2R1QGhNjhg8ffu7cuW+++eb27dvyPvqgP6EjLF68OGjAeu211+SMIjxZLyrob/VYZ7IEkMBV07CpZ0QtSgcT//Iv/3Ly5EnxIDj6D1yyZIl6SBQuSlpjxozZuHEjHgkBAJ0m3gNWXV1dbm7uq6++qu5OZ8yYUVtbe/DgQYpE8qfVxPmn8ePHi5c0ICbu1asXvRwwYIB4KX9i+fjx4zt27FCvNtBw7969aZrq6mqz8qg/jKMGLPldQuoyZFDz3H+Me1Byem2MIylk6dKlnkC4pBXonu/FI2AlGgdb9ObNm7t376Z/YzqIyc/Pp3/F7Ozs6dOnv/zyy6NGjbK4f0vj8/mefvrpjz76SH6fhXz22Wfl5eWrVq1avnz5smXLvv76a6eKDQBsdTBg0WHho48++rd/+7dRKJqVDz/8kHat8udlrI9dN23aJH6hmfTv318s4amnnhJjSktL6eWwYcNkJOpIweTPCAqTJk166aWXxGLT0tJooKWlRQ1YI0eONFuUnF68pGNvOVdHIhEltpkzZ6qFpA/y+/1Uwpg/1xQBKxFo/4Gd+dF0DET/MOfPn1+zZg2lJdoxycerBGVxLdLr9ZaVlf3ud7+jw6wVK1bk5OQsWbIE32cEAPs6GLBishfVvoWnSklJMY6kfay4Z5wMHDhQLEQe8YpzVOvWrRMvd+3a1ZGy/d3f/V3QgtHqEt9hFI+bl+PpUNxsUXJ68VJc4hT+67/+K7LiUTEsrrTQ2ovtrx928oYUQ2zq6YIWbWxsnDJlinXSsikpKentt9/+xS9+8dOf/rSuru5Xv/rVoUOHEvhrvQDQEREHLDo4VPc8CxYsiELpgjMLWIsWLZozZ44YVr8eSIep33777fDhwz2BX18WCxHfyPP88CkJHT9AFb/3bERrWDyFi9LV/v375fiZM2eaLUpOL14uW7ZMzvXiiy+GVSr5YFUVrRZjpzNs2DCbyzxw4MBbb71VUlJCx/bPPPNMdnY2hcUPP/xw9erVe/fujexXFD0u6I47B5t6uqlF29rafv3rX48YMSLo9cQkRdD/4ZC8Xu/GjRtjXUsAcIuIA5b8oQupg+d+wvLQQw/Jz5W3T23ZsoV2oZRITp8+LSaT1xALCwu1X/fbvn371KlT6VjU8bLJgsnnuYsCiCc4UC6RPzvtsXyUqLiQt2/fvj/96U90nNyzZ085l/i9QoEiHS2ZVsjcuXODPvGhpqbG2BdkZWVRmqQYJO9Fk+izrCtIK1m71cyIIp1xxt///vevvPIKNZPFqrP+6ITBpp5ubdELFy40NDRQ3vqf//kfOsbSLrrTW/Qfoh6liSf/2pGSkkLz/uQnP5G7IQDgKeKAJX/1WR4NUgLotJPlIm0MHTp0//797YEb0onxrAllPnXXR4knsjMrYZEfR0FEXObzBCKReILDJ598ogYsiw7o5Zdf9ih3iai3i4waNUp+HUpdWnJy8h//+MeVK1d2796degfqFIzH6nR8TiFPfoqMpOJHfkh2dvbly5fNSkU90ZNPPmmnoykpKVFnlBdhxTZDevToQVuRnECcmIx8vccVNvVMoBalLZj2O/R/SP9a4hkQxsfoGf/ZvF4vHf08//zza9as+dnPfkZHS99++y3trXBhESDhRRywqGPeFXDw4EHZ9wf9eT7HyUuEIe/1pjhFWUTu7qicnVA88UD5AQMGtAdunBJPdd+4caPIJUuXLhWRKDU1lf6OGDEi6EJo9QZ90qmMQeJnqmkvrZ7M85jfttulS5eTJ0/SsbpZxNy9e7eclzoOKvasWbOuX7+uTfbcc8+pn0UZjnoQcV1FzK4mwtdff726urq+vv7YsWNmF14oZvXq1Yvbby+yqSePFqU9kXoJ3z7x/0P/6tOmTZsxY8b8+fNffPFFOrR64403KI2dOXMm1jUDgMg58rSFyspKsbsYOHBgJ3znv6mpyROIGnYmzs3NVXdo0S5be2BnSzlGu1onz6VR7KBQRQNLliyxWIh6I7yUlpZGR8JiePz48eLkk3hpfSzdrVu3PXv2hCy5tq4IjZHv0sc9/fTT8i1KYFevXlVnF/fv08G5fJC9WgCL4nVyA7kBm3qyadH2wHcYaVeYnp5Osanjz0qVHriPjlHoOMnn89H/Xu/evQcPHkx7hMmTJ5eUlMydO3fOnDl0SFRYWFhQUPDMM89QSRoaGujw99tvv431igFgyqnHWcn7jTrhZyrEg9fpqM/OUwPXr18vCjZ06NDOvEtMo97YLlgHxLNnz8qv+6nf+/v5z38ub8aig175VkVFxYIFC+RkNH7lypWlpaXPPffcunXrzH79WmO8/Ee5jXbR7YFvR6qnoFJTU8+fP2+2nL1795p1Fr/85S/pUJ/arm/fvkH7oHBXbJxiU082LappaWn57LPP6N9m5syZdNxJRxjiqqLZP0ZU0eeKiEYDtGugwlAEpPLQ35SUFDrgo5Q2ZsyYhx9++G/+5m+WLl26YsWKX//61zt37qQ9CIU22rnQ3mTVqlXV1dU0sGnTps8///zcuXO0WzHevgYAklMBS9zzTv+z165dM75LSch4Uof8+c9/Hjly5KJFi4yXoiyEG+Yc+Xpgx73yyivqTm/ixInW04sTQmfOnKFQJefas2eP9hQroT1wt3t5efmjjz762muvyYc7RGDNmjV0hCxv6s3Ozv7www/Vz6K3qO+wXsjq1atpNy526XJGOt5Wpzlx4kRVVdWkSZOeeOIJ2oeL51BEXOz4wqaebFo0Ajt27Fi4cOHs2bMzMjK8Xi/t17wBIgDFKo1FhspMObJ37949evTo3r07/aWKUJiT597kXWs0kvYvdCRHvY58WD9AQnIqYNFhjDibYvyh5X/6p38S14zoH43+DadMmSJOWlM8kidgLJ6NrqH/R3G9qV+/fjZPzLhHXV2d3CNZ3EiuoRU1dOhQ2mXR8TBV3/gkCMpAjhdVPppVHOvKz6KShHXNgQq8YMGCXr16UZD65ptvrCf2sOmO2dSTTYtGAx2Y0gEWHYb+/ve//8UvfkG76SVLlsydO/epp54aMWJE3759MzMzxc9dk+4BtJtISUmhgTiKaOI4jApMhe/Tp8/48ePffPNNqjXOjUG8cypgyZ8ipv8Rdfz+/fuNV4IoIR07dky9zYimoZ3G4MGDP/jgA+sPEpf8aAkWl6jcTK6NjiykoKBALGfAgAF79+51qmyaH/3oR2qr0T7Qzo1cHdHB1RJH2NSTTYu6Fh3WNDQ0bN26dffu3ZTSampqSktL6Vjtvffee/7552kPkpaW1ivgoYceEqedxDdWxJkn2qGLY6wuAeJElIN3mIUkiiHiV8+ePSk+9u7de9iwYRMmTJg9e/aiRYtWrlz5s5/97PPPPz98+PAf//hHSmaUSo23j9Ch3rlz5/793/+dJqBjRDpOPXnypP2DRUp7X3755caNG2l2MeZPf/rT448/LoKsODNHuZby7pAhQ2bNmrV48eL/F/DOO+/QX3E/3PHjx+1crKHPolYT1dm3b9+nn376u9/9jv7SEqgKOOcXR5wKWLQ9Dxw4UPxHUPe/bNky2nq/++474/3OAv0v0zYT9BBr4sSJZjdXnThxQs4ivkYXdzZt2pSbmyufdxox+j+1+EqgI9auXau2y09+8pPofZbgYdMdx1k9a2trkwP8fn9YM/JpUc4+++yzKVOm9OvXr2/fvpMnT542bVpGRsakSZOWL1++ZcuWn//85xs2bFizZo149v3ChQvpXZ/PF+0TbA8o7E8pyJQZ7eJ5LH+vyf5y1KVJIvlRRbp16yZOaso78Oiv7z5K1TRGpENK2xRhRZalINvnPmpcSrTPPvtsUVHR+PHj6eD7xz/+8TPPPPPCCy88F/Dqq69S0qUmpkRIGbSxsZF66/Pnz3/11VcUEyksbt++nbo92gBEUvxzwEcffUQzVlRUvPTSS4WFhXl5eZQeiouL6XhAuz515coV9Qfg44WDv9msPd7J88Nv7FPk2rVrl/qASovtavDgwUG/oazefqQ+zAmiZP78+bSq6V8v5JlFR3jYdMfxVM9t27bl5+d/H0C7P3ppf14+LQqREWeGqGN+5ZVXpk+fPmzYMOra4+XiJnQCLSLTtkGBj4KgOLdK6VCcMqRYT/GCgv7zzz8/e/ZsyoJzAxYtWkRBf8GCBbQTe+SRR8TdgRQrU1NTKWeIuwZpDP3Nzc2trq6m1Ehpb//+/XRIQPP+8pe/pJhIWZDyojj7KM4viry4Z8+ef/u3f1uxYkV5efkbb7xBYbG0tJSyDs1LHy0e0URo2+74fwoVwCwzqSc/1K/6ewLf9i8rKxN3+Wj/VpSkabXIU6q//e1v5QqvqqrqeIHBbTxsuuN4qiftmI4ePSqGaYCOMu3Py6dFwXGXLl06fPjwvn37amtrqQMrLi5+6qmnJkyYMGbMGOpiKYeJszLyqqWdU0E2J7M5b7du3ahf37hxo7j2Sn3q5MmTqc+m/lucA5Mi+FDjGanOvDILDjLemR6Zt956y3P/nkW58PHjx6vT3Lx5k7ZA+e57772nvhX06ZradjVp0iRHSgtu42HTHcdTPam3uHfvnhimAXppf14+LQqu8s0331DoEXee7dmzx+xr1W1tbefOnaMY19jYKK5k/eEPf6DARGnpnXfe+c1vfkPvqo+iEDdy0cI78gUrERzF3WD0uWY3jVkQN4hQGWhGWgKVU16YE7U4ePDgjh07tm3bVl9fv2rVqldeeYXCX0VFxeuvv75w4cKXXnppwYIFFFhnB5QFPPfcc9OnTx85cmTfvn3HjRs3ZcqU0aNHjxo1isY8+uij1GdTou0RkJqaKl7Ki4yUdOWDSLQgqF2yNF7KFNcrxSXLXr16iS9tBI2S8ZsvN2/eHPHWYubkyZMffvhhU1OT8a3jx4/379+fViNFJW27opfU7tZrshMetQUx4WHTHcdTPbVWoR2icQILnVhSAEgQLS0tIkR+8cUXn3766XfffUcjKVBSUnzooYco+U2dOnXJkiXTpk1LS0ujcEaBj5JfSkqKTyFuL+vSpYu4CEixgzLHnDlzZsyYQUtIT08fPnz49ACKleIbHmKWB+5/s9Usi6h5kQYoIIpvgYgB8aWQrKysuro6Fz7pl4433n333cGDB2uVooosW7Ys1qWDaOHTHcdTPXEGCwCYE7/QkmCPDhFnZA8HiAgLCYxPdxxP9dTuwaKX9ufl06IAAACuxac7jqd6im8Rtra24luEAAAA8YhPdxxn9fT7/XgOFgAAQJzi0x2zqSebFgUAAHAtPt0xm3qyaVEAAADX4tMds6knmxYFAABwLT7dMZt6AgAAgAvEOhF0Ei71bHcoNWMhWAgWgoVgIVgIFhLbhcQFLvVsd9OWgYVgIVgIFoKFYCFYSGLjUs92N20ZWAgWgoVgIVgIFoKFJDYu9Wx305aBhWAhWAgWgoVgIVhIYuNSTwiKz4Yej9A6bobWcTO0jpvxaR0u9YSg+Gzo8Qit42ZoHTdD67gZn9bhUk8Iis+GHo/QOm6G1nEztI6b8WkdLvWEoPhs6PEIreNmaB03Q+u4GZ/W4VJPCIrPhh6P0DpuhtZxM7SOm/FpHS71BAAAAOg0CFgAAAAADkPAAgAAAHAYAhYAAACAwxCwAAAAAByGgAUAAADgMAQsAAAAAIchYCWU2tra5AC/329nvFPzgh1ma/Ls2bNFRUU+ny8zM3Pnzp1hzYvWcYrnPnXk4cOHCwsLvV5vSkrK4sWLW1tbg86L1om2oK1z+fLl2bNn+wJo4OLFi0HnRetEG/odMwhYiWPbtm35+fnfBxQUFNBL6/FOzQt2mK3J5ubmnJycxsbGe/fuUf9dU1Njf160juO0Lpy67aamJmqatra25cuXU9gyzoLW6TRa64wdO3bdunV3A+rr63Nzc42zoHWiDf2OBQSsxEFb5NGjR8UwDeTl5VmPb1d2WBHMC2ExW5MVFRVmZ63QOp3P4hnTFLO6du1qnBKt02m01klKSlJfer1e45RonWhDv2MBAStx+Hw+6gPEMA3QS+vx7cqGHsG8EBazNZmamrp169aMjAzqHubPn3/jxg05C1qn81kErMbGRvUMFlqn82mtU1JSUl9ffy+grq6OXhqnROtEG/odCwhYiUPb+8ijbbPxTs0Ldlis4crKyjt37rS1tVVVVS1cuDCseYOOh4iZBayzZ8+OGjXq8uXLIWdB60SPtkqvXr2alZUl7s2igWvXroWcBa3jOPQ7FhCwEkdHjgYS/kgi5izWMEUrMUwxS73MYWdetI6zggasY8eODR069MyZM0FnQet0Gq11ioqK6uvr5T1YQe+QQ+tEG/odCwhYiUO7bk0vrcc7NS/YYbYmCwoK1IAVdFeC1uk0xoB14MCBQYMGnT592mwWtE6nsT6xEfQ8B1on2tDvWEDAShzimxetra1Bv5FhHN+u7LAimBfCYrYmd+7cWVVV1RZQWVlZXl4uZ0HrdD6tC29oaMjMzGxubraYEq3TabTWyc3Nraurk/dgqd8iROt0GvQ7FhCwEorf7w/67BCz8eoOK9x5IVxma7K+vj49Pd3r9ZaWlga9yd1iXrSOUzw/FHSk2iJonc4UtBUuXLggnlJGaIBeqtPLYbROtKHfMYOABQAAAOAwBCwAAAAAhyFgAQAAADgMAQsAAADAYQhYicPih2nD/UFNmz+0GXQy7XbU1NRUs9mD/oCr2T3FAADgNonR77QHHiZcVFTk8/kyMzPNfr4sXOjAEofZD9OG+4OaNn9o085kmzdvDvkdEGPACqvWAAAQK4nR7zQ3N+fk5DQ2NlJFKCPW1NSEtRJMP8WRpYDbqD9MG+4Patr8oc2Qk1EZaJMN+vsVKgQsAIAEEL/9TkVFhVNnrX7wKY4vEdxA/WHacH+OwObPFIScbPv27dXV1SGLagxYqamp9F86fPjw+vr6kLMDAIAbxG+/Q53O1q1bMzIyvF7v/Pnz1ecRdgQCVgLSfpg23B/UtPlDmyEno4QU9BHY1suRzp8/P2vWrFWrVoVcAgAAxFZc9zv0srKy8s6dO21tbVVVVQsXLgy5BDsQsBKN8YdpnTqS0O4NtD6S+Pzzz0tKStQxZrcWWlwTvHXrVnJysp1aAwBArMR7v0PLUX8T1uv1hlN7UwhYCSXoD9OG+4OaNn9o03qy3NzckydP2ikzAhYAQPxKgH6noKBADVhmFyjDhYCVOMx+mDbcH9S0+UObFpMdPnzY7BZFI+PNhuI3xa5evTpv3jw7V9MBACAmEqPf2blzZ1VVVVtAZWVleXm5zeWE+BRHlgJu4DGQb4X7g5o2f2jTbDL6B/jyyy/DLbAYSQdDY8eOpZf9+/dftWqVPKoAAAC3SYx+h9TX16enp3u93tLSUtzkDgAAAOBSCFgAAAAADkPAAgAAAHAYAhYAAACAwxCwAAAAAByGgAUAAADgMAQsAAAAAIchYAEAAAA4DAELAAAAwGEIWAAAAAAOQ8ACAAAAcBgCFgAAAIDDELAAAAAAHIaABQAAAOAwBCwAAAAAhyFgAQAAADgMAQsAAADAYQhYAAAAAA5DwAIAAABwGAIWAAAAgMMQsAAAAAAchoAFAAAA4DAELAAAAACHIWABAAAAOAwBCwAAAMBhCFgAAAAADvv/l3YBZMRFgN0AAAAASUVORK5CYII=)
| VMR Tools created by Darren De Zeeuw. |