Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2011-08-TP01_022723_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2011/08/05 00:00 |
End Time | | 2011/08/08 00:00 |
Key Words | | SWMF-01_2011-08-TP01 |
Model | | SWMF |
Model Version | | v20211020 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 14.23 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.46 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-01_2011-08-TP01_022723_1 |
Minimum Dst Value | | -115 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-E for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIE5vdiAxMCAxNToyNzoyNSBVVEMgMjAyM9v7gHgAAAG2dEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiU1dNRi0wMV8yMDExLTA4LVRQMDFfMDIyNzIzXzE6IFNXTUYgcGxvdCBvZiByaG8gYWxvbmcgVEhFTUlTLUUgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMTEtMDgtMDVUMDA6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDExLTA4LTA4VDAwOjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6LTMuMjUyNDcxMDAwNSwgIm1heCI6NzQuNTcxNDUxMDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfeNNlpMAAAAEZ0FNQQAAr8g3BYrpAAA7hElEQVR4nO3df3AUx5k38AVZEosQijAoMpFBlsFgAxEyDiZYkcWvABGEwgoBYyNkWcaWOWJTlErHInwJURIwh3XOHSaJFeBi1+FzzHE+J9ERONBhx/iQy8TmcgrhKJGDsihBoaJUKRWlUu371PbrrvHszkzPbs/szPT384dqdtQz0z3d2/3s/AxFAQAAAECqULozAAAAABA0CLAAAAAAJEOABQAAACAZAiwAAAAAyRBgAQAAAEiGAAsAAABAMgRYAAAAAJIhwAIAAACQDAEWAAAAgGQIsAAAAAAkQ4AFAAAAIBkCLAAAAADJEGABAAAASIYACwAAAEAyBFgAAAAAkiHAAgAAAJAMARYAAACAZAiwAAAAACRDgAUAAAAgGQIsAAAAAMkQYAEAAABIhgALAAAAQDIEWAAAAACSIcACAAAAkAwBFgAAAIBkCLAAAAAAJEOABQAAACAZAiwAAAAAyRBgAQAAAEiGAAsAAABAMgRYAKCuUEh+H3jq1KmioiLLNTuxaSfWCQDJwbcRANTlREQyZ86cjo6OtGwaAZYTsFchOWg3PnPz5s3NmzdPmDAhMzMzNze3urr6vffeo5kFBQVDQ0M82dq1a/k0zS8sLLxx4wZ1E6WlpboVlpWV8e4j9HlGeWhubs6JiUQi2vmWC3InTpyYP39+dnY2FaGurq63tzfplQtuNOFqL126VFVVFY6hiYsXL8YvGEpEO5+WXbNmTSpFEM+w0X4zmq/Ldl5enuV6Kisr2fyamppPP/3UPJO2SuSFppuwCCkmiEc7UMqmk+BcKGDyRTDJRsJF2HzLCmUTCZuNYA5NMuYCN7cF3oQW4DNLly7dsmULG/lu3bp1+PBhGhFpetWqVTTN0tD8jIyMgYEB9pHmr1y5Mhr7wtNv62PHjvG1tbe305z4Ts1EW1tbRUXF9RjaNH3UJRBZCUUzlA0aPimT1HvSYJ/iys03arRa6uJ/+MMfDsa0tLRQ/26yEt0mtAMAxSjU76dYBJEMG+03o/lara2tPFYzSr948eKjR4/S3qB/UfrZs2dbZlWwRFEPNN3kMp/EmgUX8VeAZbQJywDLaCWCFWrUbCwzlnQaWRBgAVqAz9DPOO3PfY66p+XLl7Ppd955h0Yp+ss+0vxf//rX0dgXnmZqu6fy8vK3337b1ihFAz8//UETtAZdArvdChWHCpXiys03arRa2kvaZOYHHkzGlb/85S98WSn7x3Il0c/vN8v5NLOkpOTq1avi64mmcCQmYRnT23QpwZ49ewoKCqhQtbW1PIbjC9KchoYGdtSQJlgC88MhdhehOX//939fWFjIGh59pNCZHZuh4P7jjz82Wa3OlStXKKYPh8O0LIUg2mOW5isx2ijFLrRbaOfQLtq9e7fJ/pQVYAlWqFGzscxYwgTxB9K0NWK5Vwn9SsnPz6cdtXbt2v7+fj6/qakpLy8vNzeXVphwWyY1wvNAO+TNN9/k66Swcvz48dqtgL8gwPKZ+fPn19XVvf/++7pOhz7SV/H69evRWBewatUq+sLTNPURNJ8lZl/1KVOmfPjhhzRBK6HpqEBvqEW9D980TdBHXQK7ARaNr/wIStIrN9+o0WqpM21paRmK2bFjBz8KJbIJowBLyv6xXEn08/vNcv7+/fupT0+4rYTpaaMvv/xyVVWVZVajwgFWepsuJVi5cuXNGJpgm9Au2NjYuGLFCp6APlqu2e4iNL+mpoaPl/SRBmkqOJWRgj9+vNBotVrTpk1je3JwcJDKQrGReHESbpRWQskob5SevgguBFhRsQo1ajaWGRPMvLZGLPfqd7/7XdqrtPcoQX19/aZNm9j8F154gQIymk9xanzTYkxqhOfh1KlTM2bM4Its3LiRgl3LQoFnIcDymRs3bjQ3N9OXkAbdoqKiLVu20Bz2L/rGsh9PixcvPnfu3MKFC2ma+lBdv79v3z4aw6KxwwM07kY/36mZ/2SPxvUa8Qc/bAVYlE/q1C5dupTiys03arRa+sFaXFzMCksTCQ/wGK2Ef9SdIpSyfyxXottvlvNp9Orq6orfUML0bIcUFBRcuHDBMqvxuTWS3qZLM//v//6PTVN5CwsLdZmnOXw/0AQV37J0dheh+SyO5B/5YQztcUSj1RqhZXNzc8WLY7RR+jqwaZqwFWAlZPRf7UrMK5RNmDSb+IyJNAPdR22NaCXcq5QB3oroZxW/qJF+CcR/6XTbMqkRbR7mzJnzxhtv0MTFixcnTJhAEVvC7IEvIMDyMfqW0k8cfvjhD3/4A/0epX7h3nvvpY/0l6apY6IRiyVgX3iaSd3E22+/TX+1hweiBgODrreSeASLfq5NnjyZn6RIZeVGnb75amkgb2lp4ddg8T2ZsIM22kR2drb2IncXjmDF7zfz+YcPH054cM4oPdso/XSeO3euZVajSV1r4k7TNckkDyyM1hCfIIl1mqc3+mi0Wq3333+/oqKCGgZrhPxkt93iGKW3FWCZpDHfFXYrVNdsEgZt5swzL7JXteITiG/LqEaOHj3KvgW1tbXsVwf4FwIs39P2vzRKHTx4sK6uLvrZ93PWrFn8v/ybTGNnTk7Onj17dPNFeijd5UH0UZdAcLg9cuQI/T47e/aslJWbb9Rotbqhy+hSpISbMNqilP1jspKE+81kfjR2c9aZM2fE03PmO4RLIsCKX7/TTTckcARLm0DwCJatRQQDLKPValFE8s4779APA5qmv/H7QTBv2vT8CBYt6E6AFU2qQo2aZeoBluVepQTa+4U5wSNYgq2FvrA7duwoLi4WvPgMPAsBls/QrzcaGtlB/uvXrzc2NmpHXxqWqAtg92S98cYbY8eO1f4GsuzsRHoodoMb9TKp3CW3d+9eymf8SaukV26+UaPVso6MX4OV3F2EsoogshKj/WY0Pxp78kL8NfJG6RsaGtizKm7evBmJROKjw4TiS5SwjOltuqHYNVj9MQmvwWIXIVHBKcGKFSv42Uka/o3OHRstkmKAZbRarfz8fHYLHjWSxx9/PH4/COZNm766uprtn1WrVrkWYFkuaN5sRNappatN3SKWe3Xnzp3Lly9nkeiFCxf4RVrsGixaSnsNlm5b4q2FvgU0k35v2C0deA3qzGfee+896v7C4XBGRgb9JKIRUfuL6saNG/Tzjp3R//TTT2lae72ClAArGrsS2fw5T9rj9kZbNEpsd+WCG024Wuoi2eOgCE2YX3IkGGAlUQTxlRjtN5P9SaPR0aNH48uSMD2NZKWlpfSRRhrd88kSMqmU+MTpbbqUYPfu3ez+r/r6en5pC1+QhvBNmzaxxrBx40aeoLW1leYkXL/RIpa5Nf9otFqt9vb2kpIS2pMTJkygcDl+PwjmTZueapx2O+0i2lEmBy9FvgiWLVO8Qs2bjW5Zy6+YrjZ1aSz3ajQWYxUXF1Ma+qZo7/ijgIm+rfwuwvhtibcW+hqys4QJ9wz4COoMAIIP45O4ixcvUgyR7lx4iO55Lk6rrq7mT4YDX0OnAwDBhwDLUmNjY39//40bN4zOS6qJwk1+xZ4L3njjDe2TGsDX0OmAg7ITSXemPMQX+8cXmbTkxzy7bO/evQUFBeFwWPsgVqAd8tOf/tSdbVErnTBhAns2GAQAAiwAAAAAyRBgAQAAAEiGAAsAAABAMgRYAAAAAJIhwAIAAACQDAEWAAAAgGSqBFjxD/kFAAAA96U7InCJMuVUpkYBAAA8S53hOMjlVDNkBgAA8Cx1hmNlyqlMjQIAAHiWOsNxkMuJI1gAAACeos5wrEw5lalRAAAAz1JnOFamnMrUKAAAgGepMxx7sZy6U3t5eXn8X83NzTkxkUjE7nqczDL42+DgYHd397Vr19KdEQCAgFNnOPZ6OVtbW3ks1dbWVlFRcT2msrKSPoqvR50ahSTU1tZSCxk1alRXV1e68wIAEGTqDMeeLufQ0FBJScnVq1fZR4quOjo62DRNlJeXmy+OI1ggqLi4mDWSkydPpjsvAABBps5w7Oly7t+/v6GhgX8Mh8MUcrFpmqCP4qtSp0YhCTwK7+vrS3deAACCTJ3h2NPlnDJlivaUja5WMjMzdenxbH5IDhoJAIA71OlpvVvOw4cPV1dXa+fgCBY4BAEWAIA71OlpvVvOsrKyM2fOaOforsGij+JrU6dGIQkIsAAA3KFOT+vRcp44cSL+GnZ2F2Fvb6/gXYQ4RQiC0EgAANyhTk/r0XJSIHX06NH4+ZFIRPw5WFrq1CgkAQEWAIA71Olpg1xOHMECQWgkAADuUKenVaacytQo2NLV1VVSUoIACwDAHer0tEEuJ45ggaUDBw6gkQAAuEadnlaZcipTo2DL6dOnEWABALhGnZ5WmXIqU6NgFwIsAADXqNPTBrmcOEUIIrSNZHBwMN3ZAQAIMnWGY2XKqUyNgl3aAOvQoUPpzg4AQJCpMxwHuZw4ggUitI3kwIED6c4OAECQqTMcK1NOZWoU7NIGWNeuXUt3dgAAgkyd4TjI5cQRLBCBRgIA4Bp1elplyqlMjYJdCLAAAFyjTk+rTDmVqVGwCwEWAIBr1Olpg1xOnCIEEWgkAACuUaenVaacytQo2IUACwDANer0tEEuJ45ggQg0EgAA16jT03q0nOfOnVu4cGE4HC4qKjp48CCf39zcnBMTiURsrVCdGgW7EGABALhGnZ7Wi+Xs6uoqKSlpb28fGhrq7e3dtGkTm9/W1lZRUXE9prKykj6arwdHsEAEGgkAgGvU6Wm9WM7a2lrtUSuOoquOjg42TRPl5eXi61SnRsEuBFgAAK5Rp6f1Yjnz8vL27dtXWFiYnZ29atWqGzdusPnhcHhoaIhN0wR9FF+nOjUKdiHAAgBwjTo9rRfLSXu/vr7+1q1bAwMDGzZsWLt2LZ+vTZaZmRm/oAmXcg++Qm0MjQQAwDXq9LReLGc4HKZhj01TmJWdnc3n4wgWyHX58mUEWAAArlGnp/ViOSsrK7UBFg+kdNdg0Ufz9eAIFljq7u5GIwEAcI06Pa0Xy3nw4MENGzYMxNTX19fU1LD57C7C3t5ewbsItdSpUbAFARYAgJvU6Wk9Ws6Wlpb8/Pzs7Ow1a9bwi9xJJBIRfw4WjmCBpc7OTjQSAADXqNPTKlNOZWoUbDl58iQCLAAA16jT0ypTTmVqFGxBgAUA4CZ1etoglxOnCMFSe3s7GgkAgGvU6WmVKacyNQq2vPbaawiwAABco05PG+Ry4ggWWDpw4AAaCQCAa9TpaZUppzI1CrYsW7YMARYAgGvU6WmVKacyNQq2zJw5EwEWAIBr1Olpg1xOnCIES+vWrUMjAQBwjTo9rTLlVKZGwZa/+Zu/QYAFAOAadXraIJcTR7DAEgIsAAA3qdPTKlNOZWoUbNEFWD09PenOEQBAkKkzHAe5nDiCBZZ0AVZ3d3e6cwQAEGTqDMfKlFOZGgVbEGABALhJneFYmXIqU6NgCwIsAAA3qTMce7GcJqf2mpubc2IikUgq6wFgEGABALhJneHYi+U02vttbW0VFRXXYyorK+lj6usExekCrAsXLqQ7RwAAQabOcOzFchrtfYquOjo62DRNlJeXW64HR7DAnC7AOnnyZLpzBAAQZOoMx14sJ+39vLy8zMzMKVOmtLS08PnhcHhoaIhN0wR9tLVOybmEQECABQDgJnWGY0+X8/z580uXLm1sbGQfdbVCEZgufciUS5kGX0GABQDgJnWGY6+X8+bNmzk5OWwaR7BAOgRYAABuUmc49no5tQGW7hos+ii+HnVqFGx56qmnEGABALhGneHYi+Wsra1lN3NduXJl5cqVDQ0NbD67i7C3t1fwLkKcIgRL1dXVCLAAAFyjznDsxXIeOXKktLSU6mD8+PGNjY0DAwP8X5FIRPw5WFrq1CjYsnnzZm2AdejQoXTnCAAgyNQZjoNcThzBAku6a7AOHDiQ7hwBAASZOsOxMuVUpkbBFgRYAABuUmc4DnI5cQQLLCHAAgBwkzrDsTLlVKZGwRYEWAAAblJnOFamnMrUKNiCAAsAwE3qDMdBLidOEYIlXYC1e/fudOcIACDI1BmOlSmnMjUKtugCLPqY7hwBAASZOsNxkMuJI1hgSRdgzZs3L905AgAIMnWGY2XKqUyNgi26AKukpCTdOQIACDJ1huMglxNHsMCSLsB64okn0p0jAIAgU2c4VqacytQo2IJrsAAA3KTOcKxMOZWpUbAFARYAgJvUGY6DXE6cIgRLCLAAANykznCsTDmVqVGwBQEWAICb1BmOg1xOHMECSwiwAADcpM5w7N1y3rhxo7i4WFcTzc3NOTGRSMTW2tSpUbAFARYAgJvUGY69W84tW7bs3LlTWxNtbW0VFRXXYyorK+mj+RpwBAss6QKs7du3pztHAABBps5w7NFynj9/vqSkZHBwUFsTFF11dHSwaZooLy8XX6E6NQq26AKs5557Lt05AgAIMnWGY4+Wc/ny5W+++Wb08zURDoeHhobYNE3QR/EVqlOjYIsuwNqyZUu6cwQAEGTqDMdeLOepU6fmzp3LprU1oauVzMxM3YIhU05nG/wI12ABALhJneHY8XLW1tbm5ubSDs3Ly6urqxNZpLS09MMPP2TTOIIFjkKABQDgJnWGY2fLWV1dvWLFiv7+fpqmv8uXL1+7dq11ngwOPumuwaKPttaTWlEgmBBgAQC4SZ3h2NlyZmZm3rp1i3+k6ezsbFtrCMXdRdjb2yt4F6HRegA4BFgAAG5SZzh2tpwUTg0MDPCPFGDZOq8XjauJSCQi/hwsHMECSwiwAADcpM5w7Gw5V65cuXDhwps3b9I0/Z0/f/7jjz/u6BaNqFOjYAsCLAAAN6kzHDtezvr6+pycnIyMjNzc3IaGBqc3Z0SdGgVbEGABALhJneE4yOXEKUKwhAALAMBN6gzHypRTmRoFW+Kf5D44OJjuTAEABJY6w7Gz5bx06VJBQQHtzYzPxD8d1Dk4ggWWdAEWeeyxx9KdKQCAwFJnOHa2nIWFhfv37+dPB00jdWoUbIkPsPLz89OdKQCAwFJnOHa2nLQfvRBdRVWqUbAlPsBCUwEAcI46fayz5czLy9M+B8tlGDXBEgIsAAA3qdPHOlvO1tbW2tpaL1w1rE6Ngi0IsAAA3KROHyu/nBmmcJE7eAoCLAAAN6nTxypTTmVqFGxBgAUA4CZ1+lhny5mRkeHo+s1h1ARLCLAAANykTh/rbDlzc3Nv3brl6CYEqVOjYAsCLAAAN6nTxzpbzp07d9bW1v7lL39xdCsi1KlRsAUBFgCAm9TpYx0/RZjERe4nTpyorKzMzs7Ozc2tqan59NNP+b+am5tzYiKRiOV6MGqCJQRYAABuUqeP9WI5Fy9efPTo0cHBwaGhodbW1tmzZ7P5bW1tFRUV12MoAqOP4utUp0bBFgRYAABuUqeP9UE5s7Oz2QRFVx0dHWyaJsrLy80XxKgJlhBgAUddCtW+ZccCAKlQp4/1dDmHhoZefvnlqqoq9jEcDvMX79AEfRRflTo1CrYgwAIODQDABep8xbxbTtbTFRQUXLhwgc/RJoi/nCt+pMSoCeYQYAHHG8C1a9fSnReAwFKnj/V0OYeGhnbv3j137lz2EUewAqy/v7+kpCQrK+vrX/+6SbKmpqapU6cuW7ZM1jsuEWAB09PTwxtAd3e3UbL9+/eXl5c//vjjaXzLKoCvqdPH+qCc/EiV7hos+ii+EnVq1KcOHTrExrbhw4ebJBMZAm1BgAXM8ePHeQPo6+szSpaRkcHSHDhwwMXcAfx/r7zyyl133bVkyRKTVupx6vSxXixnQ0PDxYsXaeLmzZuRSIQHUuwuwt7eXsG7CDFq+siJEyd4TfX09CRMQ0EVT/Pv//7vUraLAAuYXbt28QZw8uTJhGn6+/t5ms2bN7ubQQi+I0eOlJeXr1ixglqaURoe4v/iF79wM28SqdPHerGc1MhKS0upDvLz8+vq6iii4v+ieEv8OVha6tSoT9GQFh/omDAaAu1CgAVMU1OTrRbY2NiY7ixD0GRlZYm3wEcffTTd+U2SOn1skMuJUdNHfvazn9ka3v7zP/9TynYRYAHzq1/9ylYLfOihh9KdZQgaWy2QX53sO+r0scqUU5ka9anVq1fb6lwoMJKyXQRYwPzt3/6trRa4YMGCdGcZAmVgYMBWCywrK0t3lpOkTh8b5HJi1PSRiooKkchp27ZtLNmbb74pZbsIsICh4YrVvvnV63/84x+/8IUvULIVK1a4lTVQwpkzZ1gLHDZsmEmyjz76KDs7m5JNnTrVtbzJpU4fq0w5lalRn1q2bFko9tizK1eumCT77//+b3aNp6wrYBBgAcMe406OHDlikozCL5Zs5syZruUNVPCb3/yGNa0RI0aYJOOXq+bn57uWN7nU6WOVKacyNepTd9xxh8jxA+nDGwIsYJYuXUpVP2PGjMHBQZNknZ2dt912WwinCEG2y5cvjxo1iprWnDlzTJJ1d3dnZmZSsvvvv9+1vMmlTh8b5HJi1PQR6ixEAqzTp08PHz6cki1evFjKdhFgAZOfn89q3/IGVdZWv/nNb7qSL1AFj93NO7e+vr5wOEzJJk6c6FbWJFOnj1WmnMrUqE9t2rSJ6qiystLyAdlbtmwJ4SJ3kG3SpEms9imIN0nGH8b2hS98wbW8gQoED88HoAWq08cGuZwYNX3kvvvuozoaNWqU+eOJqXMZOXIkpfzyl78sZbsIsIDZvHkzVf3q1avNk127do0dZhg/frw7GQNF/P73vx82bBg1rWeffdYk2eDgIPsxUF5e7lre5FKnj1WmnMrUqE+xO7NCVu/AkX6BJwIsYIqLi6nqx44da/IQbWbjxo0hPGgUZHvmmWdY//P222+bp1ywYAEls/WyOE9Rp48NcjkxavoIu4eLBjnz4a2np2fEiBESOxcEWMCwdmUZ4pO5c+f6engDb+LXoVpe/+D3nsq/ObdLmXIqU6M+Jf6bjIVEuAYL5Pryl79MVT9mzBjLI1hoJ+AE9rDl4cOHHz9+3Dwlu9nQ/GkOXqbOd0eZcipToz4lPmix2+lXrVolZbvxAVZhYaGUNYO/iAfuo0ePDvn5EmPwpilTprAu6NChQ+Yp2Y0+zz33nDsZk06d4TjI5cRhCR8R/E12+fJlVpuyhrf4AKu4uFjKmsFfnn76aar9hoYGy5Tscnga5FzIFahD8FmA0c9a4Pr1693IlgPUGY6VKacyNepTgr/Jenp62HOwxo4dK2W78QGWf+/NgVSwa7BETruwR4r4d3gDb2I3T9x3332Wj6oZP348O5lI/aE7eZNLneE4yOXEESwfaWpqojraunWrZconn3xS8EiDiPgAa/bs2VLWDP4i3lEUFhb6engDbxI/SS14z7VnqTMce7GcJ06cmD9/fnZ2dm5ubl1dXW9vL/9Xc3NzTkwkErG1TnVq1I/6+vrY8QOR03NOX+RObU/KmsFf2LV9y5cvt0zJnqPt3+ENvIld5P7www+bv6zJVkpvUmc49mI5q6qqjh07NjQ0NDAwsHnzZj7gtbW1VVRUXI+prKykj+brwREsv+DPJhY5QcMOpD/11FNSNh0fYFk+ahICSTxwX7hwoa+HN/Am8eNScn9kuk+d4djr5aQwKzMzk01TdNXR0cGmacLWtTLq1Kgf8WcTz5gxwzIxe5J7VlaWlE3HB1jPP/+8lDWDv6xbty4kdmeW34c38CbxK6v83gLVGY69Xs729nZ+BCscDlO8xaZpgj6Kr0edGvUp8S5D7iHJ+ADLv90WJK2zs5PdPEGBvmXi7du3h3AXIcgmfm/g8uXLKWV2dva5c+ecz5d86gzHni4ntZ5p06ZdunSJfdTVCj+yxYVMuZRpSMpjjz1GdURdjGVK1rmYv3BeHAIsIO+++y6rfZGrAGfOnEkpb7vttq6uLhfyBooQ/5HJjnWFBB7o4E3qDMfeLeepU6cmT5788ccf8zk4ghVUZ8+eZccP7rnnHsvETl/kjgBLTQ8//LDg8QP21kJy8uRJx7MFymDvEpg6daplSvZisaysrM7OThcyJp06w7FHy3nkyJEJEybQuKudqbsGy/K1KjiC5Rf8Fc4ijw9FgAVOEG9XixYtCsWe+I/HNIBE4kMVrsHyCy+Wc+/evUVFRfGH39ldhL29vYJ3EWqpU6N+NDAwwF6gS0OXZeKVK1dSyunTp/f19aW+aQRYQKi3YQ8KEXlMg9+HN/AmduJP5BHKfm+B6gzHXiyn/uIpTWVEIhE8ByuQxLsMuSdoEGABOXDgAKt9kTdR+n14A2/atm0btaumpibBlCtWrLB85rs3qTMcB7mcOEXoI+KDFrtSQdYlxgiwIBq7CpAdwRJ5jj97oMPYsWPxoFGQ6IknnqB2tXHjRsuUCxYsYJ3Vj370IxcyJp06w7Ey5VSmRv2os7OTAiaqo6qqKsvEW7duFeyGRCDAAkY8xC8rK2NNxaf3cIEHXbt2LSMjgxpVQUGBZWIeYPm0s1JnOA5yOXEEyy/4CRoauiwTO32R+1/91V9JWTP4CIX4o0ePptp/8sknLROzR4qQY8eOuZA3UIGtt1m8+uqrlHLMmDGXL192IW/SqTMcK1NOZWrUj86dO8d+vYlcWudQgMWeE0HuvvtuKWsGH+HNYPr06ZaJ2ViYk5ODV+WAROxBIV/72tcsU7IWOGrUKJ+2QHWG4yCXE0ew/IK6CeosqI5ErtlkL+XNzMyU8gyY+CNYIbzEVz38GOojjzwikp69Ns6nTyECb7L109HXLVCd4ViZcipTo3709ttvUwXdfvvtIgGW3KcYJwywfHrgHVIxbtw4qnqRd4/09fXdeeedlPi73/2uCxkDFfT09IwdO5YaFf2AtExMrZR+YVLimpoaF/ImnTrDsTLlVKZG/WjWrFniMRM7kD5ixAgp7+GKD7DWrVuX+mrBX06fPh2Kvdytv7/fMjE/3DVz5kwX8gYqsPWwZb+3QHWG4yCXE6cI/eKBBx5gdfTaa69ZJnbiGix24z3j0xtzIBXs4eyCIf6RI0dY4jlz5jifNVBCV1cXu5Na5HVh/LZrWa9kdZk6w7Ey5VSmRv2oqamJKmjBggUipwhlBVjd3d09PT18bQiwVGbrGCpZtWoVJd62bZvD+QKFNDY2UqPavn27SGJfP+1WneE4yOXEESy/YJ3Fli1bRBLzo03t7e1Jb5HdaZ+dnb1x40YEWPDcc8+FYm9qEnw0tq+HN/Cm1atXi0ftvm6B6gzHypRTmRr1o+nTp4diD2e/cOGCZeJ58+alHgnl5eWxldTU1CDAAha1l5eXiwRY3d3dI0eOpPSzZs1yIW+gArvnndmlqOvXr3c4X45QZzgOcjlxBMsv2C3HIbHXC7ID6YS6pKS3yFvF1772NQRYYOsFl/x65Pz8fOezBkqwdd36u+++yxJTu3Uhb9KpMxwrU05latSP2KOtxowZ09PTY5n4woULoZQfsscfK8p+CCLAUtzUqVNZ7Z89e9YycXd3N3txYUVFhQt5AxX09fWxB4Xs3r3bMnFnZydrrpMmTXIhb9KpMxwrU05latSP7F5PwJ5Kevz48aS3uGzZMtZDLV++nG2aXQCBAEtNbGyjEF8wva+vgAEPogCL3Rh47do1kfTspPZzzz3ndMacoM5w7NFyGp3Xa25uzokReacKThH6xfz586mC5s2bJ5L40KFDrEIrKyuT3iJ7pl/oszfksJHS1rX2ECS2eomBgQF2SnH27NlOZwwUsWnTJmpRw4YNO336tEh6X4f46gzHni6nrhra2toqKiqux9DgSh+TXhV4SjgcZsObyDtqXnvtNfGLFYywi5R1pwXZ47gyMjK6urqSXjP4EXs9gMgzHqOa9/IKpgewVFZWxhqVyINCBgcH58yZQ4kffPBB57MmnzrDsafLqasGiq46OjrYNE2Ul5dbLo4jWL7AjyeJvKOGOpfFixeneHh8yZIl2rbx9NNP08z8/Hz2UeRKZwiMa9euZWVlUb0XFhaKpO/v72cnqX16BQx4UHV1dSh2J7XgVYCsp6Kfpi7kTTp1hmNPl1NXDdSYhoaG2DRN2Gpb6tSoH7FnJaxcuVIwPbtwikVFydG9IWf48OHnzp2jkJ2NsiLX2kNg8OFqxIgRgos888wzlP7ZZ591NGOgjgcffFC886GfBOxdhII/CbxGneHY0+XUVYPuI7Ww+PQmHM8uJIudsBMc3qTcorx161Zd8zh58qSvL2uApA0MDLBjqJMnTxZcxFaLBbBk61E10c8ejevTC0bVGY49XU4cwVKErSBYSoB1++23a6OrCRMm9PX1IcBSE3+u1cSJEwUXwc82kMvuBaDsFRRPPPGE0xlzgjpfHE+XM2R6DZath9CoU6N+NG3atJCdi9bZNVh1dXVJb1F3+Ep7FyGbfvXVV2tra1tbW5PeBPgF1TVrBmPHjhVchD2f9qtf/aqjGQN1sPtSR48eTb/0RNLz61b9eD2DOsOxp8sZSnQXYW9vr+BdhDhF6AvUQbBnJYgPb+xwel5eXtIbveeee8wDLP6vVB5nCr7AzraQqVOnCi4yadIkdopQ8KlFAObYo2tDYndSRzWnFAXTe4o6w7FHy2kUG0UiEfHnYOlWKDuPIEcSN72nHjTrLnJnQdWWLVto+oEHHqBRk/9rx44dSW8FfGHWrFmsrpcsWSK4iK+HN/CgyZMnU3Oioa2/v18kPbvrcMGCBX78BajOcBzkcuIIll986UtfogpaunSpYPqioiJKX1JSktzm+G32ugCLeiv+kf9r0aJFyW0l3uuvvz5z5szKykrBswCQirNnz65bt27z5s2WB5m++MUvsrp+6qmnBFdeWloait0kjyNYIAU7giV+2wS7BmvFihWO5soh6gzHypRTmRr1HX7RuvgRrDFjxrBFRJ6bFY8fM9MFWI899hj72NzczP/18ssvJ7GJhNid1aSxsVHWOiHe73//+2HDhoXi0MysrKy77757YGBAm56/mPKll14S3AQemQZy2T0QwE5SE8Env3uKOsNxkMuJI1i+wAMs8We62Howabz+/v7c3Nz4AOvDDz+k6S9+8Yt//OMf+b9kHYFfuHAhX2c4HKb+Ufx4CYi4ePFidnZ2fFyV0Ouvv86WomCLz/z4448Ft1VSUsIW+d3vfudYgUAVfX197FG348aNE1yEt0A/hvjqDMfKlFOZGvWdAwcOsJ7i4YcfFlyEXa+Q9Dttzp49yw9aaAMsGmvZ+1YpAmN3TZNz584lsYl4CY+pbNy4UcrKgYaohHvYxIIFC2jBX/ziF3yO7siWCWqr2pYDkIozZ86w5pSTkyO4yNNPPx3CNViep0w5lalR31m/fj3rXObOnSu4CLsGixw9elRwEQrFJk2axE4S7du3TzfW8mHyzjvvpI/Hjh1jL6cjjz32WBKF0rly5UrCMV68PwUT/JSxzsqVKzs7O1955RX+ojedpUuXspA6FDuBKL7Fr3zlK9ooDSAV/EEho0aNElyEh/jUWTmaNyeoMxwHuZy6zjTd2YHE7r33XlZBDQ0NgotMmDCBLfJ3f/d3govw277YUKo72sECrEOHDrGP2vE4lVdKc7w3jCd+1ATeeuute+65Z/Lkyfv372dzWlpa4g9cZWRk1NbWJrwb6z/+4z+MKoJCavGcbN++nS1FEbmcsoHC6uvrWXMqKCgQXMTWy6G9Rp3hWJlyKlOjvsPv4RJ/qufcuXPZIt/85jejsdc/r1279pFHHjG5pcv8/BELsPjJSm00VlVVFY09rOvkyZMXLlxIrow5OTl87J80aRJ/5g3Zt29fcutUje7RZUZWrVpluSrdCWLm1KlT4pl55ZVX2FLZ2dna+dQUd+3aVVFRsWjRon/+53+2XUgIHAqeqJEM+wxN19TU6KJ/9hZUUlpaKrjaSCTCFvHjc2TUGY6DXE5dB5ru7EBieXl5rIKOHz8uuMi6devYInfeeScFVdrgyejx7uajcn5+/sDAQF9fHz82xt1+++3Rz541TwPzRx99ZLeANOjyEZ2/oJrnOemHTXgW1cirr77KrzenkqZ+Hdu//Mu/mNdgyM5dqNG4GMvugShqq/Edy7x58+JzVVRU5MerZCBFM2bMMG+u2jd98V9c1LMJrp8/SoaCM2dK4KCQMsOxMuVUpkZ9h4caZ86cEVykqamJLULDpPZoEPOHP/xBl76np8dyeO7u7j59+nTCf/EfiyGBkZiiNFqV9sSfNoc8iOTH7eLfWe5rX//61xPuw08++SS5FdKeFLk30NaLsxh2L2pGRkYST+KgWuab/sEPfhA1iK448UeYgq/V1NSI32xx2223sY6Cz3nxxRcFN5TEvUHeEVJmOA5yOXWtef369Un38uCQy5cv8woSf6mW9vhBvPiXQGu3YoSGzF/96leWybKyskwydvjwYZZs9OjR9PHq1au63paX8eDBg3ym1y7D+ta3vkVhx8iRI3fs2LF9+3bxx6LS98tk19GuMHo/95o1a2iPlZSU/Nd//de+ffu0IaluB9LHnJwc+ks5nD59+q5duy5duiSv6DZoMyYyplKaf/3Xf01LVsFp58+fD4fDlm0gHvUnL7zwAv8Y/+PQCA+wpFwk6rIQAqyA4S1Y4nMj0+7QoUM0FLFT+348UEw2bNjAhx9bC5p3W7rEFNaw7u+OO+7gaR599FF+BxlbJP4BpPF0B5zeeeedH//4x+3t7expNNoVJjy6xhfUPn7Ja1dRxMc0Iq/vGBwcFDnU9Mtf/lK71G9/+1v2BCBB3nksgrYtaVG9X7t27X//93/5c2V1/7V1sRd4FnW/7OIqk+ZK1f3GG29ol6KvCb8iU8dWH/jaa6+xpdg1DP4SQoAVMNp2fN9995lfFdHZ2VlYWJiXlyd+wFYW+jkeiUTGjRtn96E+/CtKX+kxY8bMnz+/oKCAftwIvtlKHK1wyZIlFEnE34uXMDOjR4++9957H3zwwcbGxvjM8EthzI8MxePPGmUolKEwhX/UPV+Koh82f+LEia2trTSxfft2mv/BBx+wd+Y0NTWxlPzxfSxxfKG091GPHDlSV17z2vnOd76jzRVPn8pbq+NRo9VudOvWrfSz+N1336U2/5Of/ESbycmTJ/f19a1bt660tPT9999niz/55JMJM08Rw0cffWT02Oj7779ftyt27txJcQa/GJzLyMjgS61Zs8Z8j2lRvLJlyxaJOypFCU8oU+m0fcuVK1doTnwyavbiTxhJxfe+9z366u3atcuFbSmCfqInrFOdGTNmmPS9/DF7WuJvu49qfg1SLySjWK4KIcAKAJPWTwOA0R1n2jvIQnZekJcEGt74Jd4hsRMNScjPz/+f//mfaOz6AApEKDbKzc391re+RSMBhZJVVVX0xZ46dSp/JjWNoxQVOZETE9OnT7e79/jTj6hE7NQbXxvtSe0419bWxuYXFRXZ2sTy5cvjs0rzKWSxVVn82nYt7W1xdsueUHV1NX9CmCD+uC/G6IFSodhOZhN33HEH2xztYerlX3rppfhdoX3nTPx///znP//4xz9uaWkRz+dDDz0kZRfJtWfPHm3pysrKEibThv5atOyKFSsGY+hrqLvunj4+//zzyWWMOjfqx7R50w3elHM2n2KFRx555J/+6Z+S25AiPvnkE21HbYLCHcHftPwqTM7WDTS0Fb5gssVKGz/mOTnKlNM4fKH59GuDfqBTslmzZsUnGDVqlPipcRPUjT711FMiv37S5Stf+Uq6svfee++lvoeLi4v5CjMzM1mMpX3GN7s0yhYpOyThEdOOjg6egD/YKWnas5NOoyHZJL7UnbNobGxMYhP0A0D7kX09fW327NlJ7ActfsyY/lJ1jxs3jta5aNGizZs3nz9/fvv27dRWTY4r038T9m9G2DNQkkDh3eLFiykimThxolGzpPCRvq1Ov/WcopAXX3zx1Vdf1X4Bn3zySbajEu7hu+66S/yFS3wp2rFJvPabv9GS1vBv//ZvdhfnRaDfOUZp3nrrLerVw+Ew7XB25eLwGJqg7yllu7Ky8uGHH6ZvtJtnrkMIsAJA9zWIpjZY0th8+PBhWxlYsmSJ5Xk0c2xxynZBQQE/38/mUNi3dOlSNvD87ne/S+4SSylYJikDU6dOvf/++++++24KbmyVmn7MSanxS5cumW8oiWciUMdnvk4qrO5aq0OHDmkvszC5tIKn0Z44M7Fs2TLaXGFhoS5ic+KI4+rVq+fOnUttTHwRKqlJN23y7du5cyeViMY29nHkyJFVVVXa1YrXl8dpX0npfQlPXp89e9YobLLb11GTePTRRz/55BN2NFT8NhcTFFTt2LGjvLz8S1/6kox9YIi+9RS+pJ7hpPFDnj/72c90/6KMSTwfQhvKzc393ve+JyvnIQRY3tTc3JwTE4lEbC3IapS+xvR9FmlSuhOFCVELvvPOO69cufLuu+9SiEO/JmlgoLiH/Vaw1YK16cXfGGNO8KJj81xx1BXS0E4FpOzRz+Uk8kMdX1NT05w5c6ZPn04dN9tLpLq6Wkp5GZNnpodsHoTnzpw509ramvCa5W9/+9ssDf0QZMX5xje+QR+py+NpKFIxWjP/Cct89atfnTZt2h133EFrowgjO4baPE+vrZqLFy9GY6/KTnjygkbBaOz2SYopeWhOE9u2bWOnMMybqPZF1CI/S2htlgfhGhoaEi67Z88enobiMwpP+/r6tI/GaGlpSaLWvKy+vt7kgLrcSwVkHZNmBz8cuoyBYWWnrdxzzz30Y+n48eO8H9buFv47M/7OHt21gE7kkDaaxMEqJ/AeiToN7Xzdm+ydQJveunUr21xRURG1jXHjxnV2dgrmPIQAy4Pa2toqKiqux9AIRB/Fl9XW6Ouvv57wUc4c/XdgYMDWFbh28fDigQcecGBXfQ6NVeyQOIVHH3zwQTR2C9v8+fNpdJ81axabo+uFff2GNQrgEu5zbdCQBN1bVijuMX+8wp/+9KdXXnnF6KpwhuJyue2KjU/0K8KyOBSfaQfLZ599du/evVlZWbfddtv3v/99XWJtuKPb3N133/3Tn/5UZAeSurq6sWPHao+3GT1XjPYtu4+BPUk/qCgQp3iavpgzZszQ/W6hL2ZZWRnVSBIxDS3y0EMP0W8/tiqjh15+5zvfWb9+PVWKdki2e/hZMD/a85ty15ziGmgPT506ld3solsz66Xp71133ZXcbzNHsXfes6yyk62/+c1vHI2ARST8hRA/J907zyV+KidFVx0dHWyaJiwfTCBeo9/+9rdZCEJ/dTegmdxVa7fZJXee3jVr166lvob6+gC8vIX2M79em/Y89Z78Ev5UvPTSS+PHjy8pKXnnnXdSXxtz++23p966mBEjRtjdOrsonoYQwasMtb9M2JMpkkPxU3d3t9OX4CiCduZf//VfT5o0aenSpVevXjVKxsZj+jo8+OCD8+bN+8d//EeTdYrcLUGromhs4sSJixYtWrhwofYIE/2Yee+997Zv3/7b3/424foLCwtlNXtz9IPhwIEDM2fOpCiTAsoNGzaI/x7wOOqOLIs/e/Zs8RvJf/7zn1PboPEu4zPOhWuO7hnv8FM5w+Hw0NAQm6YJ+ii+bOo1SsMJNdZx48axX3giLY/SrF69GqMImOO/RFORnZ3tTkvbs2cPtWr+UweC6k9/+hO7FTG+r6PG9uc//1nKVig+c+KA2U9+8hMp2fMy+vFvshNsvbzc0ltvvcWv65BSRxLz5mV+KqeuVuLfMeJ+jV65cuX555/ftm3biy+++A//8A946RgkrbOz85e//CU7AkFj2/e///1f//rXPT09a9euzc/Pp9Y+atSoBQsWfPDBBxRIzZkzhz4WFBRor9AC8Kn4F0xZ0t6VyU9BTps2jT2SRhEbN25MONg988wzTm/6hRdeoPg7IyMjKyurvr6eOiujR+9qq4ni6R/84AcIsLwovUewAAAAPIV+1e/atau8vPyBBx5YvXo1u6bW49QZjv1UTt01WJavd1XzmCQAAIBnqTMc+6mc7C7C3t7eFO8iBAAAgLRQZzj2WTkjkUgqz8ECAACANFJnOA5yOXGKEAAAwFPUGY6VKacyNQoAAOBZ6gzHQS4njmABAAB4ijrDsTLlBAAAAA9Id0TgElXKGTWOmk0qG/8Kxr+8kAf8y9F/eSEP+Jej//JCHvAvp/8VMKqUM4rvrcL/8kIe8C9H/+WFPOBfjv7LC3nAv5z+V8CoUs4ovrcK/8sLecC/HP2XF/KAfzn6Ly/kAf9y+l8Bo0o5o/jeKvwvL+QB/3L0X17IA/7l6L+8kAf8y+l/BYwq5YyqVKkOwQ5MEXZg6rAPU4QdmCLswNSpsw9VKWdUpUp1CHZgirADU4d9mCLswBRhB6ZOnX2oSjmjKlWqQ7ADU4QdmDrswxRhB6YIOzB16uxDVcoZValSHYIdmCLswNRhH6YIOzBF2IGpU2cfqlLOqEqV6hDswBRhB6YO+zBF2IEpwg5MnTr7UJVyAgAAALgGARYAAACAZAiwAAAAACRDgAUAAAAgGQIsAAAAAMkQYAEAAABIhgALAAAAQDIfB1jNzc05MZFIRGS+rGUDI/QZ7cwTJ07Mnz8/Ozs7Nze3rq6ut7c34bLYgVG0QBnQCFOERpgitMDUoREa8WuA1dbWVlFRcT2msrKSPprPl7Vs8Oh6lqqqqmPHjg0NDQ0MDGzevJl6mfhFsAOjaIFSoREmB41QFrTApKERmvBrgEV7v6Ojg03TRHl5ufn8qOYrlMSyAWbyUF3qXzIzM+NTYgdG0QKlQiNMDhqhLGiBSUMjNOHXACscDlO7Z9M0QR/N50c1lZrEsgFm0rO0t7drf7phB2qhBUqERpgcNEJZ0AKThkZowq8Blu77wH9hGM2XtWzwGPUs586dmzZt2qVLlywXUXMHogVKhEaYHDRCWdACk4ZGaMKvAVYqkW/go2ZbEvYsp06dmjx58scff5xwEezAKFqgVGiEyUEjlAUtMGlohCb8GmDpztHSR/P5spYNnvie5ciRIxMmTDh79qzRItiBUbRAqdAIk4NGKAtaYNLQCE34NcBidxn09vYmvPsgfn5U8xVKYtkA0/Use/fuLSoq6urqMkmJHRhFC5QKjTA5aISyoAUmDY3QhF8DLBKJRBI+J8NovvYrZHfZQAp9XsKZ2p2GHaiDFpg6NMIUoRGmCC0wdWiERnwcYAEAAAB4EwIsAAAAAMkQYAEAAABIhgALAAAAQDK/BlgmL+M0eklk/OWK5vN1Eq720qVLVVVV4RiauHjxoq3Fja6jBO8LRguMxh6luHDhQlq8qKjo4MGDlgUH7whGI9R1g3l5eSJlB48IRiMUX9wWvw7qRi/jtHxJpFHlmVeq0WpLS0t/+MMfDsa0tLSUlZXZWhxBlX8FowV2dXWVlJS0t7dTQahn3LRpk/gegLQLRiPUam1t9fVdYwoKRiMUXNyuIAzw2pdxWr4kMrlKNVptRkaGNhlF8bYWR4AVDP5tgbW1tThqFQz+bYTaIlC4f/XqVZM8gJf5txEKLm5XEAZ47cs4LR+xn1ylGq22urqaot2hmB07dtBHW4uz4+HUIqdMmULrMS8meJZ/WyA1v3379hUWFlKHsmrVqhs3bpiXFDzLv42Q279/f0NDg0kGwOP82wgFF7fL9wGW7mWcurqJf0lkcpVqtNorV64UFxez08Y0YfTbyzJX58+fX7p0aWNjo0kewJt83QJpfn19/a1btwYGBjZs2LB27VqTPIBn+boRcvQ7M+HD08EXfN0IBRe3y98BVvzLOGVFzbqr7YxWu3DhQgp7+YlbHrwLLq518+bNnJwcoWKDZ/i9BdIEhVZsmsIsWQfGwU1+b4TM4cOHZR02APf5vREaLZ4iHwdYCV/GafmSSCnnfflqdVF5fJAumKsoAiwfCkALrKys1AZY/n1rvbIC0AiZsrKyM2fOmGwdPCsAjVBwcbv8GmAZvYzT8iWRyVWq0WqpU9ixYwc/cWt+50L84rW1tRcuXIjGjk+uXLkS1x/4SDBa4MGDBzds2DAQU19fX1NTY1lw8I5gNMJo7Fb/+IugwReC0QgFF7fLrwFWKA7/l8kLJhOmN5qvk3C1FB6xR4AQmmDRkvjiFPiXlpbSRsePH9/Y2MiPJYD3BaMFkpaWlvz8fFp8zZo1uMjdXwLTCGnMO3r0qK2yg0cEoxGKL26LXwMsAAAAAM9CgAUAAAAgGQIsAAAAAMkQYAEAAABIhgALAAAAQDIEWAAAAACSIcACAAAAkAwBFgAAAIBkCLAAAAAAJEOABQAAACAZAiwAAAAAyRBgAQAAAEiGAAsAAABAMgRYAAAAAJIhwAIAAACQDAEWAAAAgGQIsAAAAAAkQ4AFAAAAIBkCLAAAAADJEGABAAAASIYACwAAAEAyBFgAAAAAkiHAAgAAAJAMARYAAACAZAiwAAAAACRDgAUAAAAg2f8D/UTBneTlFkUAAAAASUVORK5CYII=)
| VMR Tools created by Darren De Zeeuw. |