Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Kyle_Murphy_053018_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | August 24, 2013 |
Start Time | | 2013/08/24 00:00 |
End Time | | 2013/08/29 00:00 |
Key Words | | SMC |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 8.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.33 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 119.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Kyle_Murphy_053018_1 |
Minimum Dst Value | | -53 |
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 GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAwNCAwNzoyOTozMiBFU1QgMjAxOXaw1OwAAAGrdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiS3lsZV9NdXJwaHlfMDUzMDE4XzI6IExGTSBwbG90IG9mIHJobyBhbG9uZyBHT0VTLTEyIHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDEzLTA4LTI0VDAwOjAwOjAwLjAwMFoiLCAibWF4IjoiMjAxMy0wOC0yOVQwMDowMDowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcwOSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOi0wLjc3MjExNDYwMDUsICJtYXgiOjE3LjMwODg2MjYwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX35hMiTAAAABGdBTUEAAK/INwWK6QAAMAdJREFUeJzt3Xl8FdX5+HFMAgkBQgKBRASCIIuKQalVMG4guBQ3FBGKgoq7olRl0SCIFddqBaqg1Fq1ioBVqgV9qdW6a0GlolEQBUS/QVEjgoZN+J1mfp2OZ5Y7994z++f9R15zb2bOnHnO3DnPzJw7t9EuAAAAKNUo6AoAAADEDQkWAACAYiRYAAAAipFgAQAAKEaCBQAAoBgJFgAAgGIkWAAAAIqRYAEAAChGggUAAKAYCRYAAIBiJFgAAACKkWABAAAoRoIFAACgGAkWAACAYiRYAAAAipFgAQAAKEaCBQAAoBgJFgAAgGIkWAAAAIqRYAEAAChGggUAAKAYCRYAAIBiJFgAAACKkWABAAAoRoIFAACgGAkWAACAYiRYAAAAipFgAQAAKEaCBQAAoBgJFgAAgGIkWFCsUaMw7lThrFXSeNEKr7/+eteuXVOW7MWq2akAOOAAAcXC2euEs1ZJ40UrHHrooY8//nggq2anUohgIn7Yp5Ga8dj33nvv7b777r/73e/czJzWKvbZZ5+dO3fq74jpvffeW9VhN/tyRH3Gjx9fXFxcUlIyceJEvaqNfk6ff9GiRYcffnh+fr4I16hRo9avX+9cjrEo43o/+eST448/vriBmBAvHSr59NNP9+/fv6CgQKx09OjRX3/9tfNGWYbFcouUNJAX15mKioq2bNmS/aoz4HVOUFtbe/HFF3fq1Klx48Zibzn22GPFTqX/d/ny5ccdd1zzBmJCfDCNFbNsxO+++07scl27dm3atKko8KSTTnr++eft1m65N7rZwfxMlUjLEGbsnUhNP4q9/vrrZWVlDz/8sJuZ013FgQce+OSTT+rvPPHEE+Kd8CRYs2fP7t2796cNxMScOXOcS+7Xr9/jjz9eV1f3/fffT506VXRLzuXYVbVv377V1dV1Da6++mrx0qGSAwcOXLx48aZNm7788ssLLrhg0KBBzhtll2BZvpl9A3mRYLlcJHIJ1ueff15RUXHllVfW1NT8+OOPIpV56qmnjjnmGO2/H3/8cZs2bW6//fbaBnfccYd4Kd50rphY/Lzzzlu5cuXWrVu/+uqrefPmHXHEEc7VkIpys4ORYAEa9k6kph3Fnn322fLy8ueee05787DDDps7d64+z9q1a8VJrThF1g95P/30029/+1tx/i3Olc8+++zNmzc7r2L+/PlVVVX6O3369FmwYIHxCoq5StqE6F3at2+/2267aS9vueWWtm3btmrV6pJLLhEdiT7brFmzRI8lTr5FyeLs32ETLGsoMhvRtWjTYkKvqptDvOiQCgsLncsxb5pGLChSNG1648aNejkpiaWaNWtmV2wGbzo3kDSzXStoE1u2bLn88svLGogJ7RKU5YVAXbqLmHcM8w5gV6xkxYoVp556qtiWoqKiwYMHb9iwwc3mOK/0wgsvFAWK+UWgLLf3nHPOEfm0+X3NiBEjpkyZYnxn8uTJZ5xxhlQxSdOmTe12bzsOu7e0g+nzm699GhsiZTDtjhvbt2+/9tprO3bsWFxcrF1BN6/LoSH0OqT1qQeyQYKF1MTh6bHHHuvQocPbb7+tv/nMM8/svffe4miovRw9evTNN9+8y3CgFKfXRx111Keffvrtt9+KQ/8VV1zhvApRVNeuXV977TXx8sUXXxTT4h03CdZJJ530xRdf6C8HDBjweQMxcd111+nvn3zyyatXrxbH66lTp2qJgt0mWBL9gd4ZiLN/cZTXSy4tLRV5T8+ePadPn75jxw5pQbHGm266ST/XtyvHvGmaIUOGiL5TdAB1dXWTJk0SL+1qKFm4cOGRRx5pV2wGbzo3kDSzXStoE6KnFO+va9CvXz+xgQ6rzmwR845h3gEcijWqrKx84YUXfvzxR9EKl1566bnnnut+cyxXKtrxuOOO+6LB0UcfbbkJotcXuYhdNEQCsWrVKuM74qU4/3GOiVjp0KFDX331VbEtdiVLHFpE2sHsFpEaImUw7Y4bN9xwg1id2Ezx/tixYy3X5dAQeh3S+tQD2SDBQmri8JSXl/fXv/5Vev+Xv/yldrtw5cqV4uzwhx9+2GU45PXo0eOjjz7SptevXy/O451XIf7ec889J5544q6Gexn33nvvrp8nUub5tYk1a9YY3//ggw+06ffff79Lly76+7W1tdq0qKc4lXfYBEs5OTnbtm3TpsVEbm6u8b/iXHnJkiWiB9UP/fp6hbZt2+q3b5zLMW+pdqtIK0dM6B2Vs3feeWfPPfd06KEt12Wss/k6xC7HBpJKsGsFbaJz5876DMuXLzfPYJbuIuYdw3IHsCvWzsaNG8V+4n5z7Fb64YcfatNiQctNEJ84YxokNYfYberr643zi5nFItLM0lKi8iIF6dWrV0FBgajDVVddlfLKjV14HXYw80fV2BBGlsG0O27stdde+iVAu3U5NISxDu4/9UA2SLCQmjg83Xfffa1atXrppZeM74tT2O7du+/YsWP48OEzZszQZ9YmRHdiPMSLxMJ5Fbsa0hRx4v7II4+Iv/o9IKlY6aWYkMaJ6x2PmBAdifPilptgKeWVp10NtxvM74teZMqUKYcddpjLcqSqijPyq6++Wh+DJV46VFLz4osvduzY8a233ko5Z7qXtRwaSJrZuRXEO26aySjdRcw7huU22hVrJFLn/v37l5SUaHuynhOnuznG+fW7V2J+y00oLy83py/6nCJlz+AKlk5ERiS+o0aN0i+sSqmYeY1GzjuYeauNDZEymHbHDWOQ7dbl0BDGOrj/1APZIMFCatpR7G9/+5s4LIq/+vvimLXffvuNGzeuU6dO5nE24hC2evXqtFYh3HTTTeJEXL9ob+yT9BPN2tpah8RLP4UVE3bXOfSXlptgKeXYKWHdunVlZWXm90WOpY9WSXcMluhv0hqD9eijj7Zr127p0qXOs1muy82bdg0kzezcCnZXGrRhOpYyuILl5qWbK1jizQceeOCbb74RXbL4a973XNbNOH/KK1gi+5k4caLdRonMwDwGa8SIEZbrtSNS9hYtWjjPYy4q5Q4mNaJUQspg2h03unbtar6CJa3LZUO4/9QD2SDBQmr64enll19u3br1/fffr/9LHG3Ff//4xz+aZ77zzjsHDBhQU1MjDmHvvffe6aef7mYVdu+LRGTq1KmbN2/+9NNPTzzxRIcE6+ijj9ZG/4gJu5E6xpfmTbA0a9Ysy2//DRs2TBzKxTaKLRXbO2bMGO39M888U7yzbdu2zz777NJLL9UvFdiVYxcKkZBNmjRJu4J1zTXXWCZ2uttvv71jx4565+1QrJI3HWZ2boXq6mp9rEz//v3FBmrvt2nTRgTNckV2i2SZYNkVa1ReXv7EE09s2bLlk08+OfXUU837nsu6GefXx2Adc8wxlpuwZs0akcfo3yL89ttvn3rqKX3Ojz76qLS09I477tC/RShe6le87GJyxBFHzJs3b/369WK3FLvfBRdcIKphOadd3Bx2MJ3UiFIJKYNpd9yYNm3akUceKZYyjsGS1uV+J7H81LtMTAGX2J+QmvG48+9//1sc92+99Vbt5YIFC8SZ5fbt280z//TTTzNmzOjRo0d+fr44X1y4cKHLVVi+L5KYPn36FBQUVFRU3H333Q4Jlvb9tZKSkosuusj4NSK71Zk3wZI46xWnvNrzqCZMmKDfcZg/f35lZaXYRnG6LI7v+h0K7f0mTZp06NBB9GTiZN25nF02g59Wrlx57LHHtmwgukPpxpA5XJJNmzZZRsBufoc57dZo+aZzK4goiUxU+7aXmNCDJvpvERbLMu0WyTLBsivWaNGiRd27d2/cuLHILcQubd73XNbNOP/5558vgiNCdP3114uSLTdh7dq155xzjvi45eXliRObwYMHv/766/p/xSdR7BjNGogsbdmyZcYVWe5L//jHP0QhYr3ic7Tnnntecskl+m5pGUBzCQ47mE5qRCkIKYNpd9wQSaE4wWjfvr2ov0goLdflfiex/NSTYEEt9idk5YQTTnjkkUeCrsX/ZHCIDNsmxAAdlXsiTxK5TtC1CNiOHTv0Efr+4FMPH3AcRIbEieY999wjTjH1LzyHQVpdezg3IQZIsFIaO3ZsbW3tmjVrjjrqqN/85jdBVydgS5Yscf6WsUJ86uEbjoPIkOhEO3XqJI6M6S5ld/9CVa3Smtm8CV7XUImQVzJUlQmnO++8s3379m3btj3vvPN4TEDz5s3vvvtuf9aV2YELyADHQQAAAMVIsAAAABQjwQIAAFCMBAsAAEAxEiwAAADFSLAAAAAUS0qCZfm1dgAAoErQXX24JCUcNDwAAN6hn5UkJRw0PAAA3qGflSQlHDQ8AADeoZ+VxDkc3BsGAMAf9LOSpISDhgcAwDv0s5KkhIOGBwDAO/SzkqSEQzT8u+++G3QtAACIJxIsSVLCoQ3DKiwsDLoiAADEEAmWJCnhYKg7AADeoYeVJCUcJFgAAHiHHlaSlHCQYAEA4B16WElSwmFMsF5++eVWrVq99tprQVcKAICYIMGSJCUceoL11ltvcTULAAC16FUlcQ6H5W99z507lwQLAAC16FUlSQmHnlTl5+fr03V1dUHXCwCAOCDBkiQlHJZXs3bbbbeg6wUAQByQYEmSEg7LBIu9AQAAJehSJUkJh/GqFQkWAABq0aVKkhIOuwRr+vTpQVcNAIDII8GShCgclleVVN3Rs7tFyDAsAACyR4IlCV04zAmWqmIZhgUAgEfoTyWhCwcJFgAAkUN/KgldOMwJVmlpaWFhYc+ePadPn75jx46MiyXBAgDAI/SnktCFw7KFtmzZsmTJkqqqqrFjxzovmwHPNgUAgKSgP5WELhwOLbR27dri4uKMi7WTk5OTaWUBAMB/kGBJQhcOhxZat25dWVlZxsXa4YuEAABkiQRLErpwSC00bNiw5cuXb926taamZsCAAWPGjLGbM2Wx3CUEAMAjdKaSEIXDMumZP39+ZWVlfn5+ly5dqqur6+vrjfNnXHhBQUFxcTEJFgAAStCZSpISDsvsTX/ZokWLYKsHAECkkWBJkhIO5wSLYVgAAGSDBEuSlHBoidR111134YUX6m/qv0tIggUAQDZIsCRJCYeWSBmzKyE3N5cECwCA7JFgSZISDi2Rkp5TqidY7BYAAGSDnlQS53BI464uu+wyaYaqqiqGYQEAkD0SLElSwmHX8OaR7wAAIF10o5KkhIMECwAA79CNSpISDhIsAAC8QzcqSUo47Br+8MMP1xOs3Nxcn2sFAEA8kGBJkhIOh4bnaVgAAGSJBEuSlHC4SbDYOQAAyAx9qCQp4XBo+ObNm5NgAQCQDfpQSVLC4dDwvXr10hOsli1b+lkrAADigQRLkpRwODc8jxsFACAbJFiSOIdDepK7w5wMwwIAIBt0oJKkhMO54VetWqUnWDU1Nb7VCgCAeCDBkiQlHCkbnieOAgCQMXpPSVLCkVaCtX37dn9qBQBAPJBgSZISjrQSrHvuucefWgEAEA8kWJKkhCNlwz/22GN6glVeXu5PrQAAiAcSLElSwuGm4RmGBQBAZug6JUkJBwkWAADeoeuUJCUcbhre+DSswsJCH2oFAEA8kGBJkhIONw3fo0cPHukOAEAGSLAkcQ6H+ye564wXsR544AGvawgAQDyQYEmSEg6XDd+iRQsuYgEAkC4SLElSwuGy4W+55RaGugMAkC46TUlSwuG+4Y0J1rPPPutprQAAiAcSLElSwpFZgpWXl+dprQAAiAcSLElSwuG+4Y3j3NldAABwgx5TkpRwpNXwJFgAAKSFHlOSlHCk1fCtWrXSE6zmzZt7VysAAOKBBEuSlHCk2/A8rAEAAPdIsCRJCUe6DW8cieVRlQAAiA26S0mcw5HBk9x1b7zxhr5gUVGRRzUEACAeSLAkSQlHBg3PwxoAAHCJBEuSlHBk0PD6XUKGYQEA4IwES5KUcGSTYAkzZszwolYAAMQDCZYkKeHIoOErKyv5LiEAAG6QYEmSEo7MGp7vEgIA4AYdpSRE4bBMZXbu3Dl+/Pji4uKSkpKJEyeKlxkXnsFSYr0kWAAApERHKQldOKQWmj17du/evT9tICbmzJmjpFiX/v73v+sJ1urVqzNbNQAAsUeCJQldOKQW6tu37+LFi7VpMVFVVaWk2LQWZBgWAADOSLAkoQuH1EJFRUUbNmzQpr/66qvi4mIlxbrHMCwAAFKil5SELhxSC+Xk5Gzbtk2bFhO5ubnOyzrIrD7nn38+CRYAAM7oJSWhC0fYrmDtMuRt27dvz7gQAABijARLErpwhG0M1i5DgpWfn59xIQAAxBgJliR04ZBaaNasWXbfIkyrLZUkWIxzBwDAEgmWJEThsBwytXPnznHjxhU3mDBhgvE5WL4lWIxzBwDAGV2kJCnhyKbhKyoqSLAAAHBAFylJSjiybHg9wSosLFRVJQAAYoMES5KUcKhKsBiGBQCAGQmWJCnhyLLhGYYFAIAD+keJ+nDU19dPmjSpS5cuBQUF4u/kyZO3bNmifC3pyrLhW7duTYIFAIAd+keJ+nCMGTOmf//+y5cvF5mW+NuvX7/LL79c+VrSlX3D6wlWu3btlFQJAIDYIMGSqA9HWVnZunXr9JdiWryjfC1uWD73IfvSGIYFAICEBEsS5wTLKPuG14dhkWABACAhwZJ4cotwwIABH3zwQX19vfgrpuNxizA3N5dhWAAAWKJzlHgyyL26urpz584FBQXi77XXXhuDQe56ISRYAACY0TlKkhIOtQnWwIEDsy8NAIDYIMGSJCUcahOsnJyc7EsDACA2SLAk6sOxfPnyqqqqpk2bKvwGX/aU1IFx7gAAWApDXx8q6sPRp0+fqVOn/vDDD8pLzoaShs/JyQlPyggAQHjQM0rUh6OgoGDz5s3Ki82SkoYfPHgwCRYAAGb0jBL14aioqFi9erXyYrOkquH1BOvNN99UUiAAADFAgiVRH46777775JNPrq2tVV5yutQ+yV0qMz8/X0mBAADEAAmWRHHaYUfJWrKsoapyGOcOAIAkDH19qCQlHKoaXv8iIXsSAAA6ukWJ+nCE89KOqobfZ599SLAAAJDQLUrUh2OPPfb4v//7P+XFZklhw+sJVn19vaoyAQCINBIsifpw3HHHHaeccsqaNWt27typvPCMeZFgVVRUqCoTAIBII8GSqA9HvAe572KcOwAAJmHo60MlKeFQ2PD8YA4AABISLElSwqGw4fnBHAAAJPSJkqSEQ2HDP/PMM3qCde2116oqFgCA6CLBksQ5HN6NA9PLLCgoUFgsAAARRYIlSUo4PEqwGIYFAMAuEiyTpIRDbcMzzh0AACMSLElSwqG24RnnDgCAER2iJCnhUNvwM2fO1BMskWwpLBkAgCgiwZIkJRzKG55ffQYAQEdvKElKOJQ3fOPGjUmwAADQ0BtKkhIOLxqeu4QAAGhIsCRJCYcXDc9dQgAANHSFkqSEw4uGz83N1ROs8ePHKy8fAICoIMGSxDkc3j3J3XIVZWVlXqwCAIDwI8GSJCUcHjW88S4h+xYAILHoBCVJCYdHDf/CCy8YEywe7A4ASCYSLElSwuFpwxtzrIqKCu9WBABAOJFgSZISDk8bvmnTpsYcq6amxrt1AQAirba2Nj8/33g2vu+++wZXHWVIsCRJCYfXDW8cjMVjsQAAdoz9hXG6S5cuQVctKyRYkrCHQ9U3Ab1u+BYtWjDaHQCQUiMbUR/FS98nCXs4VDWYDw3Pc0cBAJJDDjlEujRll2AJ+fn5QdUze/R9krCHI0IJVk5Ojv4hEZ8or1cHAAg5vV8wDh1xSLAifRGLBEsS9nCIBistLS0sLOzZs+f06dN37NiRcTlqK2Y2ZcoU/UOSm5vr9eoAACFnOXTEIcES8vLyAqxwNkiwJNEIx5YtW5YsWVJVVTV27FiH2Zz3Wh/qqd8ljPRZCABACXMftGzZMueuKrrdBwmWJErhWLt2bXFxcWbL+tPwxruEPqwOQIzV1dWtXLky6FrgZ7Zv364d4ffff3838xszJ63/ysvLs0yqjD9uG9F7IHR8kiiFY926dRn/3p8/Db9+/XoSLADZ69evn3YkifpX92OmZcuWaR3kpURK5FjSD6xpunXrJs0cxdHudHySsIdj2LBhy5cv37p1a01NzYABA8aMGaP/K6229K3h9Y/HggUL/FkjgPiJwQ2jWCopKckmwWpkePCVmHj66adzcnJuuOEGbeYmTZoY54zcdSwSLEnYwzF//vzKykqRy4vTuOrq6vr6ev1fIU+wysvL/VkjgPjhsS/h1KlTJ/ftcuWVV5oTLJ3lYHbp+tbQoUM92AivsK9KkhIO/xMscS7izxoBxA/fmAmnPn36uE+wLO8G6ux+uNY4lleUcNpppyneBs+QYEmSEg7fGl7/RPGDOQAyZuyJg64L/qe8vNxlu7Rv394huxJee+01u2WNOVaEdoAIVdUfSQmH/wkW550AMhbF/jWEZs+eLZKVtm3bbt++XUmBbm7dinWJldr94KDLZpUWV1J5r7GvSpISDt8aXv+qbVQ+EgBCyM8Ea9myZbs18HpF/mvatKkWw5kzZyop0E2CZU6n6urqXnnllbQSLKmcSIw5IcGSJCUcvjW8/nmO5dEKgD/8TLBifN1d/17evHnzlBRobJdp06aZZ2jevLmUSDVu3Ni8rJtmPe200/zcDbIXiUr6Kc7hSHdvVqKsrCxCnwcA4eTnsUtfUfwSrKKiIm3TnnzySSUFGtvllFNOMc9gvnxl+S+XoTY+fTT8rUOvJ0lKOHxr+F69epFgAchSIAlWPI5aXbp00dMR/bmgDz74YEVFxZAhQ7IpedCgQcZYHXjggdIM+uNhtQqYv+qk/9f9LT/jGkP+3al47D8KJSUcvjX89ddfH6dDFYBAGLvVuro639bl6Yr8oW/LHnvsYfzSX/bXgaSrU3vttZc0Q8pfSysqKrJMvBx07tzZuNI5c+ZkXH+vxWP/USgp4fCz4eN0qAIQCGOfWlNT49u6ovgLLRJ9W3Jzc42/bJP9kVlKsMw/3ebRaDbjE97DfKOQXk+SlHCQYAGIBOMwA83SpUu9W11tba1xXWHuv10ybktxcbE5wRLvd+zYMZuSNc2aNXNYtYpN+Z9IPNk/zHULRFLCEUiCperJKwCSw5wQzJo1y7vVmQdld+7c2bvVeU0cdY1ZjvTrfkYbNmxIq+QVK1ZIJZh/K1D/lxcXAr3L3lQhwZIkJRyBJFgzZszwbaUA4sGcCjRt2tTP1YW2/3bj9NNPt8uoJO+9915aJUtPV7cMlP6vK6+8Ut02/X/hv4gV2ooFJSnhCCTBqqys9G2lAOLBnAqYb0Wp8txzz1kmH9EdiWX8rcCU0kolzZf6HBKs999/X+lm/Ud1dbVx1cOHD1e+iiyRYEmSEo5AEqxIPHsXQKhkmQdkuS6dR2v0Wrt27dwnWGnF1riIZZRSfoUwe1KS59FaMhbCKgUrKeHws+Fj/FhkAF6zTAKETp06ebqu3NxcY4oQ0fPDiooKu0TqjTfesPxXQUGBm5L1+Rs3bmyZ4vhwC0/6UmTYHotFgiWJczikT5Fv6yXBApAxyyRAY/no8IxJA8Dr6+ultStcl2+Mjz430o7G5nFU7g/U+vz777+/MURdu3bVHm3lT95z1113GTM5/Xd4wiCi+4x3khIOPxvehwvFAOLKIcFSe84mFa69aUxQqqurFa7OB+ZhUjrtG38iibTMwIqLi51LnjJlij6z8euEu6zay+vNPOCAA6S94plnnvF6pW7Q5UmSEg4/G37y5Mm+fdIAxIxditDIlwTL+P7ixYsVrs5reXl5DqEzX1WSsjHnx+VLt/+MLWJel4cb+V/mS3HmZ0b4jy5PkpRw+Nzw+k4/depUP9cLINLWrFnjkCUoTLB23313u7RAfycS3yUUx1jLWJ1wwgkp8x73iZE08MOfNnJmzu0CH5LlHMMESko4fG748OzxACKkTZs2Dp23quNY//79HdIC/3OFbNjdFlywYEFJSYlz6F5//XWXuZE0j13rePF0BgedO3eWNj/YJlO1f8ZGUsLhc8OH/4lwAELIYRSRwuOJ1CVffvnlxv8aRymF/xTRMmL60G/9HburcQUFBW7Cq8+gfblSWt24ceO82DSXzLcLKyoqAqkJ/Z0kKeHwueGlcZRhuDsOIPycsysvEqznn3/eeYaQP6/BHCLj2Hw9+XAowZig2KUmUvyNWV0YclDz+LNAvl1IgiVJSjj8b3jzeRVpFgDdGWecsffee3/++efGN31IsIzPUurbt6/lPIWFhSlXumnTJpFbaAc68ffEE0/Mvm7psvxKoHGGurq6kSNHrlmzxrkcfVnjLTY9azHfkcjPz1fYIkqYf3XR/8wvPNEIiaSEw/+GHzp0qPmTH4kxDeGnn3GG4dwRcG/dunX//Oc/xcStt96q7cPNmzc3zmA+YihPsFwOYDDOJp0c/vnPf7a8MSfe9Ojm1LRp07RnTRnfnDNnjqpjrGVMzIUb/yvythAef4IdkqVk/4yTpIQjqIY3n2CF8DMZLaEa1Am416pVKz1fsXxa3vbt282HC7sOPmPuPzvG9WqZU5MmTVKOEhMzSFljlqQgiPJra2t32Yy+ymwVxsi3a9fO7mmlkTh6e7HPuOTnuiIhzuEIaiczM/60QqPQj2kIM8sDXySOeoBdaqLPcMQRR0j/+te//iW9s27dOlV1uOyyy5xnNt4Ic2C5XapGRNhdKtv18yP8wQcfvGnTpmxW5Lw5mt///vdKNspr5iFZ/gxQaUSC9XNJCUfgDS+NaTjssMOCrU9E2R34GN+G8LPbe4cOHarNYHntoVmzZsZ3WrRooaoObuZ3yDbEv4zniuY5s79d6PDsUOU/e2z5KzrSGrNfi2+6d+/u/8V+JQ0RJ0kJRxgaXvoAB12d6DGe34sju3R6zXUshJlz/y3d8xIT4pzhtdde0xdXsp/PnTtXL0ec8rlcypw52XXVQ4YMUZv3GIsSFdbH1LusT1o2bNhg2TSNGzeeOXPmfvvtl/0qfLZp0yYpXF4fJLNv8ZhJSjhC0vDG3T1a50NhYB6Iau60xDy33XZbsPUEzCw7b123bt12GfZw83fslfyEfDbP59OSG/NIc+e1ZFPbwYMHG7Mc7c1+/fqZo5fxKiRefKUgcOYRbN6tKx4RUygp4QhPw5NjZcwybpajsggswsa4f+bl5Ul9uZZA6G+Wl5dLiytJsHz7gBi3LuMhp3bpoHdpkPSkg9gMPPDtu1bh6WdDIinhCE/D33zzzVIq8MILLwRdqWjQg1ZcXGx8v3nz5pY51oQJE4KqKmDUoUMHfc8cNWqU9qb5bpo+bb4hZewjM6vDiBEj9BIGDRqUxdak9tBDDxk/idqWHnzwwWkVYizB+H7Hjh2NcRs4cKDCmkstEhsVFRU+5FgxC1r2khKOUDW8NOC9UUR+VDVwerhWrVpl/q/ogUL466eRU1BQwLdc1aqvr7d8KMMu0wPB9ekDDjhAKuSKK67IsuP3+fe7LMecuV+8pqZGX+rcc8+V/utdGhTjXzkzfyc0Ly9P7SriF7QsJSUcYWv4kSNHSvt6bC5He8T4oBqH2U4//XTzd2datmy52881+u+JtfuhvrHXpk0by/tWXjDeI9MaIpb7vzgTSPlNLnMWIgwfPtxcmrGQ5cuXp1sZhzp4xLxdt912m1j7lVdemXJZ50RHyQ1T51XH9dxM2iHV5lhh62cDl5RwhLPhzQdfLmXZ2W+//dwkWJqUz0I0E8fToH4hNSQsw6K2AxO7t90XwYxr3GeffRSuNEDSA/AaWXXb7q/0uJnHgb7g6NGjM9mY9LVo0cKhoe+//343tbXcA6dNm6b9N8ungiWTNCRLO8NxeTaV02DmzJnmf1100UUZ7JbxlpRwhLbheXKmS8a+ys38xh9cy5g47ii/ih5OKZOejEu+66673KzCvMZIX9M6/PDDd1nlrE888YQ057333usy2g7XHlq3bu0cruyHcGXMrt2ddyp9NvFB9q2qyWH30BCHw510tiCaT5z0at8q7dGjh97Kfm5F+CUlHGFueOeH6XFNS5PZTQHzNULj/UG7sFuKWda71157ib+VlZWW3+K2y/v16N14440pV2Es2e7xRc4NEcWrWTfccIPDXrR48WLzIlIEjjzySMuSpbGb+lJ6nB0+Gp7eU0vJrnHt5k/3bAoZsMuxjEMpxHFA7HVpHSqD3qxwiXM4otXwzs8h1HZ3MU9ixwx510NYjo53EOlMSxuO5rB1jz32mDan+WtHEodLJikvH1o2ot3v3EUo4CmfBu68+IwZM1KWn3Jf7du3r3lB58h7zS69djO/n/VMoJR7bLqC3qBwSUo4otLw5gfkWBLzDBkyJOjK+krfdk+7W3HqnNtArMXuB1/NbeFdfdRKuWuZb8c475D6BS39zsJLL73kvBYxQ2b1FG/+4he/UB8UdZYuXeq8nzzwwANKVuTciGJF0o8MGuNpd3nMUzU1NZZXK+3m12eIUG4ddS5PMsVRsVu3bg4zBL0d4ZKUcESu4d2cqjZK0j1EfZN9Hooucg43l7i8+8KdKs6b4NyTGXPNdIdSabcYNEoqLKoawnE5zgO61a5r0aJFKVtBn9n4vAPlNUmXmwTroIMO0md4++23fa5hwjkc66RDhPGWgnEiqJqHU1LCEd2GHzlypMsBQ9o3Qbp06RJ0ldVr3769vpmbNm0KqhoivCkbQruTW1paGlQljUTybXc1SBxJxX/HjRuXQbEur+1lf/nBefyHduVMbMUhhxyS5Yoypn2pyrmS3q1d7GYO6z3jjDOkNwM/GZMGqIkPlPaY5bPPPlufh/uDofLmm2+6n5kmkyQlHLFp+LQGDOkDFYOu9c9om6CPKjO+tGPcqKCr/x/6VRmXTaBtaZs2bXyupGWVevXqpaR8veEst1rJKjQpx40Z1+tPDvHII484V6miomI3Fz/bp5C5PtI74bmXbRe0XT8fvcf9wchpFI7jc3gkJRzxa3j3vY75sGukjTfSf8lV2HfffZXUsEmTJsZbORlX2CiEx9zMRolK8c8sLRBLiSxKazspVbVbb58+fZRHQCPaNy8vz9Ns3s0VRCnIXtQn5fdR3n33XeUrdckhPkVFRUHVSmJXw5kzZxpfBl1NpI1Wk4Q9HDt37hw/fnxxcXFJScnEiRPFy8zKiXHDDx8+PN3vwbknXUZyednGI+E5Bbfk/rJWNhHIbKmYPUb14IMPTjcUWtNkeX3LIbUShYfkJ4bC//Pn5eXlKZsvhKdSSKlRfPvZzIQ9HLNnz+7du/enDcTEnDlzMisnOQ1/7rnnXnzxxdrgmwCToZSk6kk5nDTt892W7L366qvSrc+g4hytuGXM5ddvjYy7VuPGjR0S0FNOOcUytQpV1mIkfbJWrFgRdI2s2V3VDm1g4axRYvpZl8Iejr59++qP5hMTVVVVmZWT8IafMmWKOL3W7wOm10UrJdYep0spadmwYYPoyL1uBT1vaN68edBbHAyxq3t3TVcPcuADxlPq3r17SUlJ0LVIzfzLLaHNCOGsUbL7WbOwh6OoqEh0S9r0V199VVxcnFk5NHxatm/fro0N0nsp6WKS9rCoFi1aiM5MJA0PPvjgOeecU1hY+NBDD9XU1EiltWyQcXKcECNGjNCewqUNicvLy+vQoYP+UC5j8LX4T58+PegqR4ObH0BMK7VK7MN+PSWaSezz8+bNC7oiyBz9rCTs4RBHxm3btmnTYsJ5yKrzkdGX+gIItYqKCjffBrBMrcJ/1QoIEP2sJOzh4AoWAN+0bNmySZMm2tchNe3btw+6UkA00M9Kwh4OxmABABB+9LOSsIdj1qxZdt8iTKstaXgAALxDPysJezh27tw5bty44gYTJkwwPgeLBAsAgJCgn5UkJRw0PAAA3qGflSQlHDQ8AADeoZ+VJCUcNDwAAN6hn5UkJRzpPEoQAACkLeiuPlwSFA5P297rHYvKB1K41+VT+biWT+WDKp/Kx7j8yElQOPhgBFK41+VT+aDKj3TlvS6fygdVPpWPcfmRk6Bw8MEIpHCvy6fyQZUf6cp7XT6VD6p8Kh/j8iMnQeHggxFI4V6XT+WDKj/Slfe6fCofVPlUPsblR06CwkHbB4XIB4XIB4XIB4XIB4jgSxIUDto+KEQ+KEQ+KEQ+KEQ+QARfkqBw0PZBIfJBIfJBIfJBIfIBIviSBIWDtg8KkQ8KkQ8KkQ8KkQ8QwZckKBy0fVCIfFCIfFCIfFCIfIAIvoRwAAAAKEaCBQAAoBgJFgAAgGIkWAAAAIqRYAEAAChGggUAAKAYCRYAAIBiASdYTz/9dP/+/QsKCnbffffRo0d//fXX2vs7d+4cP358cXFxSUnJxIkTxUt9kUb/ZSxn0aJFhx9+eH5+vihn1KhR69evt1ydXbGffPLJ8ccfX9xATIiXadVWs2HDhg4dOkTlQSDxiHyjn8syJv6IR+SFZcuWHX300c2aNWvXrt19992XTUz8EY/IS/t8UVFRlmHxQTwi73LxsIlH8Ovq6kaOHNmqVavS0tIpU6ZkFxL/BNwnDRw4cPHixZs2bfryyy8vuOCCQYMGae/Pnj27d+/enzYQE3PmzJEWlNq+X79+jz/+uGiD77//furUqaKFLFdnV2zfvn2rq6vrGlx99dXiZVq11Vx88cU33nhjVLr5eEQ+KtE2ikfkV6xYIU4n/vKXv3z77bdr164dPnx4xgHxTTwib3THHXdcddVVaQUhEPGIvMvFwyYewT/rrLOGDRu2vsHQoUP/9Kc/ZRwQP4WofxLNJs6GtWkRfRFlbVpMVFVVSTM79KyibQoLCy3/ZVesmF+sXZveuHGj3eJ2tRVqamq6dOlSX18fxS4/upGPYrSNoht5kVH94Q9/SLlIaEU38rqtW7fuueeen3/+ecrFQyW6kc9g8bCJbvBbt24tUi5tWuRYhx56aMrFwyBE/dPChQuPPPJIbbqoqGjDhg3a9FdffVVcXCzNbNf2mzdvvummmyzP9hyKHTJkyOTJk7/77juRXE+aNEm8TKu2wq9+9auHH37YoWJhFt3Ii8qUlpaKz2rPnj2nT5++Y8eOlIuHSnQjX1ZWdu211+6+++6tWrUaOXKkKCTl4qES3cjr5syZc/bZZ6dcNmyiG/kMFg+b6AZfJFiiNG1aZFrm2oZTWLKBd955R5yNrVixQnuZk5Ozbds2bVpM5ObmSvNbtr1227ht27Yff/yx5VrsihVngRUVFdriYuKLL75Iq7bPPvvsQQcdpN1sjlyCFenIa7Zs2bJkyRJxqjR27FjnxUMl0pEX5ZxxxhlfNhg2bNhZZ52VeoNDI9KR1/z000/dunWrqalxXjZsIh35dBcPm0gH/8wzzxwxYoR2wPn1r3+dl5eXeoNDIBTZwIsvvtixY8e33npLfyfj5Hrjxo1Tpkw57LDD9NmMg/Xsih0wYMDVV1+t3x4WLy0Xt6vtfvvt98orrzhXLJyiHnmjtWvXRuW0Zlf0Iy+KNZ5QlpaWprf9wYl65DWPPvroCSeckM52By/qkbdbPBKiHvxvvvlG5FUlJSVlZWXTpk0rLy9PPwYBCD4bEEeKdu3aLV261PhmNreHRfObxys4F9u0aVOXt4cta9vIxG7xUIlB5I3WrVsnPnt2/w2VGET+0EMPNQ6JiEqCFYPIa/bff/9XX33VbsEQikHk3S8eNjEIvtFdd90lki27/4ZKwKnA7bffLhLVDz/8UHp/1qxZaX3B4cwzz6ypqdm2bdtnn3126aWX2t0etitW7BOTJk3SkutrrrnGvKs519ahYqEVj8gPGzZs+fLlW7duFXUQp0RjxoxxufkBikfk77vvPv2KvWiFSAwGikfkdzV8Yf6QQw5xs8khEY/Iu1w8bOIRfHG0EafQYtm5c+d26NDho48+crn5wQo4GzBf+9m0adOuhmdpjBs3TntmxoQJEywf0WG8VjR//vzKysomTZqI0F9wwQXffPON5ersil25cuWxxx7bssFxxx23atWqtGorzZNlTPwRj8hra8/Pz+/SpUt1dXV9fb3CEHkkHpEXJk+eXFpaWlJSIo68kRjkHpvIH3rooQsXLlQVFh/EI/IuFw+beARfnNG1a9eusLBw4MCB77zzjsL4eCoa2QAAAECEkGABAAAoRoIFAACgGAkWAACAYiRYAAAAipFgAQAAKEaCBQAAoBgJFgAAgGIkWAAAAIqRYAEAAChGggUAAKAYCRYAAIBiJFgAAACKkWABAAAoRoIFAACgGAkWAACAYiRYAAAAipFgAQAAKEaCBQAAoBgJFgAAgGIkWAAAAIqRYAEAAChGggUAAKAYCRYAAIBiJFgAAACKkWABAAAoRoIFAACgGAkWAACAYiRYAAAAipFgAQAAKEaCBQAAoBgJFgAAgGIkWAAAAIqRYAEAAChGggUAAKAYCRYAAIBiJFgAAACKkWABAAAoRoIFAACg2P8DGJK2K6iHaJQAAAAASUVORK5CYII=)
| VMR Tools created by Darren De Zeeuw. |