Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yang_Mei_050123_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | March 17, 2015 |
Start Time | | 2015/03/17 04:00 |
End Time | | 2015/03/17 12:00 |
Key Words | | StormEvent |
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 | | -12.02 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.89 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 113.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Yang_Mei_050123_2 |
Minimum Dst Value | | -83 |
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-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVGh1IEp1biAxNSAwNTozNDo0NSBVVEMgMjAyM7N95UoAAAGpdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiWWFuZ19NZWlfMDUwMTIzXzI6IExGTSBwbG90IG9mIHJobyBhbG9uZyBUSEVNSVMtQSB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAxNS0wMy0xN1QwNDowMDowMC4wMDBaIiwgIm1heCI6IjIwMTUtMDMtMTdUMTI6MDA6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjotMS4wMTMzNzUwMDA1LCAibWF4Ijo5MS43MzU4NzUwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjQ4LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19S+eXQgAAAARnQU1BAACvyDcFiukAADWuSURBVHic7d1/SBxpnvhxZ2NGvZiNufOCl2uC5BzGu8kSXWSQnJeTXC/rXBIms3FYd/ByErwhwzh3DnFY8eS8i95mdmWRRYK7JDeGdcFlZJDFP2TwiCEuK6wDzSCLN0jocA7roEOaQRYJTfD7+fZzU/S0XW2r1V0/Pu/XH6G60lX1PP0p6/lU1VNPFWwBAADAUQVuFwAAACBoSLAAAAAcRoIFAADgMBIsAAAAh5FgAQAAOIwECwAAwGEkWAAAAA4jwQIAAHAYCRYAAIDDSLAAAAAcRoIFAADgMBIsAAAAh5FgAQAAOIwECwAAwGEkWAAAAA4jwQIAAHAYCRYAAIDDSLAAAAAcRoIFAADgMBIsAAAAh5FgAQAAOIwECwAAwGEkWAAAAA4jwQIAAHAYCRYAAIDDSLAAAAAcRoIFAADgMBIsAAAAh5FgAQAAOIwECwAAwGEkWABypaDA+SPMgwcPQqHQjmvOxaZzsU4AQcXxAnrRXuZaLn7h+vr6+/fvu7Jpdpgc4YdFILFbw0nhcPjWrVvWR5mWObneqBydT58+nTKztrZ2/0ft3t7eQwk9PT3Jm0u24/eTF0meee/evXPnzhUVFR0+fPjq1atra2vW/MbGRjP/ypUrv//97zOU0G4ldtL+Jmlr5MivmovrTFJZRza9B7nLAwrSsdticoz2Fjtr4osvvnj77bdPnDhx8OBB2YUuX77861//OkM5f/zjH5eUlMi/GSqSVYWdQFoGj2MHhZM+/vjj5557zkw/ffq0srJS5uR6o3Kcra+vn5mZseZMT0/LnH0ef+/cuXP27NnPEyTjkY/W5nb1/eRyJn88f/68lFl+pc3NTWnkJE8y87/97W9/+OGH8Xhc/mtoaOjFF1/MUEi7ldjJ3GCnzNz/r5qLBCvLRfyVYNltYscEy24lmWNnTbz00kvXr183SfyTJ08++OAD2XUzFO/555//2c9+Zv2N71j+nCLBgsexg8JhchL8i1/8QibkX5k2Mz/99FOZlnNfOVGWY7p1oUUOkZKImBNoOcO2sjE51re1tRUVFR07dmxwcDDzkVT+d2pqKrlhaGho+NWvfpW8VE9Pz9GjR2WFr7322sbGhrVghtVKtmTdipIJWWfmpey+n1xOu21JhiS/QNr/yvKCzfaV7CqXSjtzx181+cs//vGPJVhSWgmcZHspa5Y5b7zxhrm8JxPmC3YXAve2iMwZHh6uqKg4cODAlv2ulXa1KTLsrplXsv/92akEK3PsrAkpp+w2doVJce/evTNnzmwl7tImZ2/J291+LS05KDv+sFs2f6ri+9///pEjRw4fPiwrTLutDEGxyiC/yfvvv2+tUzLL48ePJ28FcBAJFhz2ySefmNsT8u/S0pKZ+cILL/zmN7+RQ3k8HpcDpTQ2Zr4c++Qw+vnnn8t/SQttXa2R77zyyity4Pviiy/kiLxjgrWVOLf+6KOPZEI2JNNbSUftf//3f3/55ZdlK7L19vb2t956K3lBO9IMWG2PTMhHayk50EsLIVsZGBjY8fsp5Uxrenp6+8UnWclPfvKT8+fPZyhkhpXsP8HayvirpnxZ4vVFgkxI+FLW/M4770gIrC/Ixwyb3tsiMv/KlSvJ2XPaXctutcky7K47lm2f+7NTCdZWxthZE7LDXL161VTWrkiWixcv/vznP99KnDvZ7Zbby58clB1/WLs/1X/7t3+ThEzmS6q6fe8yMgTFKsODBw++8Y1vWIu8+eabku/uWHFgb0iw4Dw5ZMuRUf5N+79yeJXTUDMtxz7rRDP5AoycbsrJrpmWiWwSrJGRkVdffXUr0Qy89957W0nH31Ao9L//+79m+g9/+IOkR8kLZl6tZfsVJkkl5aBv1/Bv/77d5hYXF6XhefToUcqXxbFjx5aXlzMUMvNKtrNrsNNee9jK+KumrMH6haUMEr6Uzckcq2wyIfXKUJ69LSLzpQFO/mi3a6VdrZ2U3XXHsu1zf96eoKRl97/JK8kQO2vi8ePHvb29knPI+YD8mVy/fl3mpC2YxFe+YPIw+Tf5F8hc/uSgJEv7w9r9qR4/fnz75lK2lSEoyWWor6//5S9/KRMPHz48ceKEZGxpiwfsHwkWnCeHSDmoJR8Q5bT17NmzchA3zYC5X7Blf76ezXl8yv/K8VqOzr/61a+sZsCuHbLbeoodr0htJfoIHzp0KMvvp92cnFI/99xzaXuqyUrk9NrclMksw0qyKUOGmRl+1QxrsBILu4Bu/8Ie1pn5+1nuWmnvzO64u2ZZtj3sz9l80261KV/I/BexfSn5g33zzTeti6ApSZvkYSl/RylPcmRT/mx+2Oz/VDNvyy4oH3744V/+5V/KRFtbm7nbCOQICRZyIuWgJof4qampeDwu0/Lvjg1P8hm/Sdey2ZakI5LuWI84JZ8Wp328LvNqU/pUycft30lOsHb8/vbNTU5Oyjl0JBLJUAy7vlm7WkmGMuw40+5XTfnyjlewkr+Q5RWsXS2SZYJlt9pkO+6uWZZtD/uzgwnWln3sMhQg7f4mP0JylU0tpNbbbyxmLv+OP6zdn2qWV7Cy3GFqa2tv3LhRWVmZff8zYA9IsJATKQe1o0ePml6xcvRsbW3dMcH6/ve/f/ny5Y2EV199NcsEy27+u+++e/HiRdPCLS8vb+/5kZZ5KlAKnPJUoCxubtvJCl955ZU33ngj8/ftynnr1i1pTqxuahZZ4cOHD7cS2VtPT0/axG7HldjVbp8zM3zZ9DESaftgmU5IUiP5wssvv2zdV5Xm/7PPPku7IbtF9plg2a022Y67a5Zl28P+7GyCteOC586dkwTd3NaU/VYqknZ/S35gxfLSSy/dvXs3ZWZKQHd7HLD7UzV9sGSp5D5YKdvKfof54IMPZGZK4TMfDYA9YJdCTqQcraanp0+ePHngwIETJ05ITrBjgiVH/KtXr8rJtByR5Sw881WcbJoZOXDLCasU4PTp09ZjRDseUiW/2T6ulTRIshJZVs6q5SCe/Bha2u9vbbvxkXamNd9av9R9x6Gt7FZiV7u033ckwZIwmYe/2tvbrX4tyQF96623ihLefPNN6wtDQ0MyJ+067RbZZ4Jlt9pkO+6uWZZtD/vzbhMsu10r88qtiV//+teS8JWUlEhlKyoqJLlPu7+dOXNm++CukirV19enzEwJ6B6OA2n/VLcSfdjlL8t6inD7trLfYeRPzNwlTPvjAE5hl4LXPXz4UA64bpcCmdA4ZY/9eTurr1V+XL58+YMPPsjnFqETh0V4lJywbmxsPH782O4+DryDBGtH7M92JOO0Ou3lwS9/+cvkkRqA3OGwCI+6devWsWPHSkpKrIEri9LZ/4ZytFpnebyQniqMN23fn2HIb/Kzn/0sP9uSHfXEiRNmeDAg10iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAO05JgbR/yGAAA5J/bGUGeqKmnmogCAOBZeppjNfVUE1EAADxLT3Ospp5qIgoAgGfpaY6DXE+dN30BAPAsPc2xmnqqiSgAAJ6lpzlWU081EQUAwLP0NMdq6qkmogAAeJae5lhNPdVEFEq8++67tbW13/3ud0dHR6enpyORSDQa3dzcdLtcAJCJnuZYTT3VRBRKfO1rX0s7gl9paWllZWVdXV1jY2NLS0tnZ2dfX9/w8LDJw+bn5yUP29jYcLv4AJTS0xyrqaeaiEIJk2A988wzra2t4XC4urpa8qri4uIsR1IuLCwMhUKySH19vSz+D//wD3/yJ38i87/3ve+5XTMAQaanOVZTTzURhQarq6sHDhyQHGtmZiblv2KxWDQanZ+fn52dHR8fHxoa6uvr6+joaGtrk0RK0qnMedizzz7LfUYAuaOnOVZTTzURhQaSPMkuXVNTs+c1xOPxaMLc3NzU1NRPf/rTw4cPmxxrcHDQwaICQDI9zbGaeqqJKDSQHEh26ba2NmdXOzo6au4ezs/PO7tmADD0NMdq6qkmotCgsbFRdmnJhxxfc3Nzs6y5srKSG4UAckFPc6ymnmoiisCT1Md0olpZWXF85bLOsrIyWXl3d7fjKwcAPc2xmnqqiSgCz3TAqqqqytH6x8bGTGesycnJHG0CgFp6mmM19VQTUQReb2+v7M/t7e2520RLS4tsIhQKxWKx3G0FgEJ6mmM19VQTUQReU1OT7M8TExO528TGxoZkV7KV1tbW3G0FgEJ6mmM19VQTUQSeSX0WFxdzupW5ubnCwkLZ0Pj4eE43BEAVPc2xmnqqiSiCTfIq2ZkrKiri8Xiut9XR0SHbKisrW11dzfW2ACihpzn2Yj0fPXp0/vz5kgSZePjwofVfvb29hxJ6enp2tU49EUWwDQ8Py87c3Nych21tbGxUVVXJ5sLhcB7yOQAa6GmOvVjP06dP/+AHP4gnDAwM1NbWmvl37tw5e/bs5wmNjY3yMft16okogs2MU5WLEbDSWlhYMDcK87ZFAMGmpzn2Yj0PHDiQ/LGoqMhMSHZ1//59My0TDQ0N2a9TT0QRYHLKYQapikajedtof3+/bLG0tHRpaSlvGwUQVHqaYy/W8/LlywMDA08Tbty4IR/N/JKSEpljpmVCPma/Tj0RRYBJXmU6YOV5u3IyY159yI1CAPukpzn2Yj0//fTTyspKM9ShTHz22WdmfkpUDh48mLJgQUZ5Kj2QMxMTE6ZHVJ63aw3vPjQ0lOdNAwgYPc2xF+sp7cfAwIDVB+vcuXNmPlewoNy1a9dkTx4cHMz/ps3w7oWFhbkeHgJAsOlpjr1Yz5RLU9bHlD5Y8jH7deqJKALMXNldWFhwZeumf31NTQ3vgQawZ3qaYy/Ws7a29saNG1YfrJSnCNfW1niKEApZHbDc6ggVi8VMhtfV1eVKAQAEgJ7m2Iv1XF5ePnfuXFGCTMhH6796enoYBws63b59O28jYNmZm5szNwojkYiLxQDgX3qaYzX1VBNRBJXpgOV6N/Pu7m7eAw1gz/Q0x2rqqSaiCCozVsLs7Ky7xYjH46dOnZKSSMLnbkkA+JGe5lhNPdVEFIG0sbFRnOCFDubWe6Bdz/YA+I6e5lhNPdVEFIE0NTXlyghYdvr6+kyPe94DDWBX9DTHauqpJqIIpK6uLtmH+/v73S7I/4nH4/X19VKklpYWt8sCwE/0NMdq6qkmogikmpoaF0fASisajZrh3cfHx90uCwDf0NMcq6mnmogieNbX1wsLCyWb8dqrAEdHR817oFdWVtwuCwB/0NMcq6mnmogieObn52UHrq+vd7sgaZhnG8PhsNeSPwDepKc5VlNPNRFF8Ny8edOz46db74F25Q2JAHxHT3Ospp5qIorgaWxs9PKYCOPj41K84uLipaUlt8sCwOv0NMdq6qkmogiYzc1N74yAZaelpYX3QHuf5Oijo6PJLx8D8k9Pc6ymnmoiioCRRlH23sbGRrcLksnGxgbvgfa41dVVMzxsRUXF/Pw8zyXALXqaYzX1VBNRBIwZ0lP+dbsgOzDvgfbyrUzl/ud//qfgq8rLyxsaGtrb2/v7+6emphYWFrgAiTzQ0xyrqaeaiCJgPN4BK1lHR4cUtbKycn193e2y4Cvi8filS5dMXlVXV1dTUyPZVUE6oVBIdrlr166NjIzMzMxEo1GeD4Wz9DTHauqpJqIIEl90wLJIIc3w7m1tbW6XBV9hct+KiorkDliSPEniPjw83N3d3dTUJFmXuYeYorS0tLq6uqWlRb52+/Ztybp4PxL2Q09zrKaeaiKKIDEdsKR5c7sg2YpEIpIOSpnHxsbcLgv+T39/v8mTsnkTgGRdkkJJ1tXe3h4OhysrK+2yrm984xvPPvusL+5fw1P0NMdBrmfKEcHt4gC7Zjpg+euC0ODgoJS5rKyMp9W8YGhoSMIhSdLU1NTe1rCxsbG0tDQ+Pn7z5k3ZFSXrSrm9+PzzzztbZgSbnuZYTT3VRBRB0tTUJLvu6Oio2wXZhXg8Xl1dbZ58pPuOuyYmJsz1p9u3bzu75lgs9otf/MJcrayoqHB25Qg2Pc2xmnqqiSiCxIx9EI1G3S7I7szPz5um99q1a77oPRZIs7OzJru6efNmjjYhaZbZBL2ykD09zbGaeqqJKAJD8irzUJ7bBdkLSa3M/aPW1la3y6LR8vKyuZEngcjphurq6mQr09PTOd0KgkRPc6ymnmoiisAYHR31XQcsiym8KCkpWVxcdLs4ukhqXlFRIT/+hQsXcn2XtrOzs4ABZrEbeppjNfVUE1EEhqRWvuuAZVldXf37v//7o0ePmifO9tzDGrsVi8VMH7jm5uaNjY1cb868ibKhoSHXG0Jg6GmO1dRTTUQRGD7tgJUsHo+bNFEMDQ25XZzgk4zKjEwr/+an99v6+npB4lXfPNCALOlpjtXUU01EEQy+7oCVoqury+RYkmzR5z13JMUxj51WV1fnczD9qqqqAp+8bABeoKc5VlNPNRFFMPi6A9Z2Uh3zXGE4HM7DfSud2tvbzaAJeb7qaS5S5u5ZRQSMnuZYTT3VRBTBYBqtkZERtwvimKWlJXPTs66ujqf6HWdehlNWVpbNcO3OGhsbMx3q87xd+JSe5lhNPdVEFMFgcpGA3XaJRqOm/3VFRUX+84AAu3nzpukI5coOI6mzbL28vJxuWMiGnuZYTT3VRBQBYDpg+eUdz7uysbERDodN7SYnJ90uThCMj4+b0T5dfP+jGRVCMi23CgAf0dMcq6mnmogiAEwHrMbGRrcLkhPxeNzczzLvCeayx37Mzs6azm3udoFqbW3lQVFkSU9zrKaeBQWnTp36zW9+43ZBgJ2ZDliSfLhdkBwaHh42111aWlqCd6EuP5aWlsxw7ZKwulsSMxoW3bCQDRKsoDGny8ePH+d0Gd4XyA5Y20mrzKOFexaNRs1+0tra6vphbXl5mW5YyBIJVtAUfCnYVwUQAAHugLVdJBIxoyhVV1dLI+12cXwjFoudOnUqnwOK7ohuWMgSCVbQSETNO7PEzMyM28UBbAW7A9Z2kiuYbu/l5eVzc3NuF8cHJKMyw7VLVuqdAS+CN7AIcoQEK2hMRM1AfJWVldyPgGddu3ZN26VWyRguXboktS4sLPTpuxfzyfQoD4VCnrrmNzw8LKWSY6zbBYHXkWC5bHFxUU5qS0pK5CBy9+5da35vb++hhJ6enl2t0EQ0Ho+b+xHShjlcYsAh5uJE4DtgbWddY1aVXO5Wc3OzGVBUDpJul+UrpDzmoprbBYHXkWC5aWlp6eTJk9PT00+fPl1bW3vrrbfM/Dt37pw9e/bzBGmE5GP267QiOjc3Z55dkvU7X3RgfzY3N4sTPNKxJs+sN+rIKZDvukvHYjFJi3PaCcnkoKWlpfPz87nbyp6ZRxq9c9cS3kSC5aa2trbkq1YWya7u379vpmWioaEh+3UmR3RoaMiMJZ3P96EC2ZAWWnbO+vp6twvimpmZGUkgTC80r/2FSuoQTZD8ZjZBztPGxsYkLxweHg6FQlLsgwcP/vd//3cuskNz4JIE1LMnh+ZV0xMTE24XBJ5GguWmI0eOjIyMSAJUVFT06quvPn782MwvKSl5+vSpmZYJ+Zj9OlMiKsmZebzZqTIDjujr6wvSO573ZmFhwTySVlVVlaMLQouLiz/84Q9ra2sll+3q6mpvb5ffXA4I4XBYEjuZKZuuTCgrKyvYPVnq1KlTstrBwUHJw/Z/UUeyFnPp3cvpi1TWPE7kdkHgaSRYbjI9JZ88ebK5ufn666+/9tpr1vzkr8mZ4vYFM0j+ppyDmqvZU1NTOa0LsCumAxYdvSUjMT9FaWnp/h/73djYkKRtbGxMcqkLFy6Y7G0PZEGTdUkG1pjQ1NQkaZkkZx0dHS+//PKf//mfh0Khv/iLv0i7rGy6t7f39u3bkt7t6hKX/AJeGK59R/Pz8wWJl3m7XRB4GgmWm0pKSqwOKJJmFRUVWfOduoK19eXD8NwohHeYDliyW8oJgNtlcZ/1Rp3CwsLh4eFdLRuLxSSjklRGMqpwOGx+1WQyx0qzWlpa5JtyQJAMTFKZ2dlZSRSWl5fN3UBZ1R4KLwminLwNDQ3Jyqurq7cXQBJHyc/MJS7ZXIYud5FIxFxFky97vF+a2YElXjp7ECJLJFhuSh46TxIsK5FK6YMlH7NfZ9qIyrGvIDGKtMcPW1DCdMCqrKx0uyAe0t/fbzKSzN3eJQ2SNGVkZERyMklozN20ZKFQSP7SOzs7JyYmJHmSVckiklTJxzz8+csBTRI+KZ7Uor6+Pm3CV1dXd+nSJamvJHlWVreysmKGa5eDlS8OU2ZIM8YaRAYkWG66e/fu66+/vpkgJ21Xrlwx881ThGtra/t5ijDZ+vq6OYvd7fkxkAt0wEprbGzMZCSSf1inXvLHOzc3J3+5zc3Nkjylzajk+4ODg1NTU167IiipkhRJshApXmtr66lTp9KW37rG1tTU5JdrQt3d3d6/lQl3kWC5bGBg4OjRo0VFRXLeZnVyFz09PfsZB2s7OcbJoa20tNRTQ/ZBpwsXLhTQASsdyaX+9E//1GQbf/u3f2ue10shaYrkpv39/fJl340kHIvFTL4op5TbL3H5qDrmKqye9xBgD0iwgiZDRM3QMtXV1X45R0QgxeNxMzwBb3NL61/+5V9S+jDV1dWZ7lN+zKh2JKd8f/zHfyw1PXbsmNtl2QXlA7khGyRYQZMhonIgMK9N7e3tzWeRgGSSVxUkHu/3RVeb/DOjQInvfOc78/PzGn6llZWV2dlZr93f3JHaVxEgSyRYQZM5ogsLC6YPBH0z4RbzKrfm5ma3C+JRklGNJnBpxONMV0LedwQ7JFhBs2NEzcNKlZWVe3sqG9gn8445OmDB7+iGhcxIsIJmx4jK+XF9fX0Bw7vDJWbk24WFBbcLAuzL6upqQWKIQbcLAo8iwQqabCIqxwXTyI2Pj+ehSICFDlgIEjN2l+96jyE/SLCCJsuIjo2NmQeUGLUB+WTeK3Dp0iW3CwI4oK2tjfvdsEOCFTTZR9QM797Q0JDT8gDJTIM0NDTkdkEAB5gTBobMRVokWEGTfUTX19erqqoYjBj5VF1dLbvc3Nyc2wUBHBCNRgt46RNskGAFza4iOjU1VZB4xSwNHvJAcnpzY5oBCBAYdMOCHRKsoNltRLu6uhi1AfkxOTlJBywEDN2wYIcEK2h2G9GNjQ3zvjNGbUCumffjMjAjgoRuWLBDghU0e4jowsKCeeXq1NRULooEGOZNTbxaBEFCNyzYIcEKmr1F1Lzzoby8nFEbkCOxWIwOWAgkumEhLRKsoNlbROPxuHlxKaM2IEfMExW8VwTBQzcspEWCFTR7jujS0lJpaSmjNiBHzFXS7u5utwsCOEyOmezb2I4EKwgKvmrP6xkZGTGjNiwuLjpYPEA0NDTI3jU5Oel2QQCH8dZnpEWC5Zi2trbDhw/LD3rkyJGrV6/menN29hnRS5cuyRqqq6s3NjacKhIQj8fLyspk11pfX3e7LIDDNjc3ixPoX4hkJFjOuHz58ssvv2ySEvn34sWLr732Wk63aGefEY3FYmbUhmvXrjlVJGB6elp2qnA47HZBgJwwfVh5QhbJSLCccfDgwSdPnlgfZbqoqCinW7Sz/4iatpBRG+Cg/v5+RsBCgJkuhuzhSEaC5QxJp5IvDkuCVVJSktMt2nEkoh0dHbKeiooKbujAEeFwWPaomZkZtwsC5ATdsLAdCZYzXnnlFWlCvvjiC5mWf8+dO+fWwOiORFSSRfNSXqlUPB7f56qi0ej8/LwcgMbHx//xH/+xpqbm+vXr+1wtfERiXV5eLrsTr2NCUNENC9uRYDmmvb390KFDBw4cOHz48BtvvJHrzdlxKqILCwuFhYWyttu3b6f9wvr6umRO8rXp6enR0dGRkZG+vj75Edra2pqamk6dOlVRUVFgj0H59IhEIhJx2SXcLgiQQ3TDQgoSrKBxMKKm34yQrPHChQvNzc1yBKmurq6srDS5Vzbkm6FQqK6uTpaVNRw9etTM//nPf+5UOeFxw8PDPDaBwKMbFlKQYAWNgxG17uykJf8lmZZkTk1NTa2trdJ89vb2SlM6Ojo6NTUViURWVla23weUmVeuXClIvLqLkSCUYJxraEA3LKQgwXLGo0ePjh07Zi72GAcPHszpFu04G9Ef/ehHssKSkpKBgYHx8XE5giwvL0ej0X32oDJjTnZ0dDhVTniZSdO5KYxg29zclP28uLjY7YLAK0iwnFFRUfHee+89ffo0p1vJhi8iuri4aG4yzs3NuV0W5JbEWgIdCoXcLgiQc7z1Gcl80Rw7Irf1lN/RC9nVln8i2t3dLUWtr693uyDILfP+Ja5WQgPuhiOZX5rj/cttPY8cOeKRp3P9ElH5uczZ3uDgoNtlQQ6ZJmdiYsLtggA5J6mV7O2yz7tdEHiCX5rj/cttPYeGhuSPygtjO/koombI+OLi4pWVFbfLglwxafTq6qrbBQFyLhqNmid43C4IPMFHzfE+OV/PAxkFo5N7rrW0tEiB5V+3C4KckNS5sLCQ9gZ60A0LFn81x/uhpp6+iqg0wKWlpVLm8fFxt8sC542NjUlw3XqrAZB/dMOCxV/N8X7ktp4HDhzI6fqz57uImk7QoVCIYbGCx7zUcmhoyO2CAHlCNyxYfNcc71lu63n48OEnT57sbdnHjx+bq8rJM3t7ew8l9PT07GptfoyoecUED5oFT11dnUR2YWHB7YIAeUI3LFj82BzvTW7r+e6778opyx/+8Ic9LHv9+nVZPDkSd+7cOXv27OcJknzIx+zX5seILi0tFRcXFxYWRiIRt8sCx8RiMYlpaWmpFx7+APKGblgw/Ngc703ObxHurZP7J598cvLkSWmBkiMh2dX9+/fNtEw0NDRkXxKfRrS3t1dKXlNT45HRLrB/ExMTEtOmpia3CwLkFd2wYPi0Od4Dj9bz4sWL77///tZXI1FSUmINWyoT8jH7Ffo0opJiVlVV0V8nSFpbWyWgt2/fdrsgQF7dvHlT9vzu7m63CwKX+bQ53gMv1vPBgwdnzpwx08mRSInK9othdi9gNnJd7Bwxw2KVlpYuLy+7XRZPm5ubm52d9f59N3OjhNu+0Ia3PsPwb3O8W16s5+nTpz/66CMzrfwKlnHp0iVuKmU2PDxs0ugbN264XZZMVlZWpJBlZWXeTwQBZ21ubhYn0OFBOV83x7vixXraXXxK6YMlH3e1TucLmi/SKldUVDAsVlrr6+uSXR07dszsKqWlpV5+VTYdsKCZeTJ6dnbW7YLATb5ujnfF6/Xc/hTh2tqakqcIk5mhKRkWyyInwZJutrS0mBFZxde+9jUzUVhY2NnZ6c2z5K6uLilhX1+f2wUBXCB7Pvs//N4cZ8/r9UyJRE9Pj55xsFKYk79r1665XRCXzc3NyY9gLumZdOrChQtTU1Mmo7p582ZxcbHMr6ur8+AD4WYErJmZGbcLAriAbljYCkRznCU19fR/RJeXlyWZkIrMz8+7XRYXrKysDA4OmmcqjVOnTsmc9fX1lG8uLS1VV1fLF8rLyz11U3VjY8NEMBaLuV0WwAV0w8JWIJrjLKmpZyAi2t/fr21YLMmfxsbG6uvrTWpSkBgMuqOjQ7KoDEvJ72NemF2QeDuHR34uc/oueaHbBQFcQzcsBKM5zoaaegYiovF4XJpnJcNiTU9PS25k5VWlpaWXLl2anJzM/vk7+XJZWZksW11dnTkhy49r165JYbq6utwuCOAaumEhGM1xNtTUMygRnZ+fNy9aCeqwWIuLi52dnaFQyLoVWFVVNTw8vLfbatFotL6+3nTVcj0rNfc3OXeHZnTDQmCa4x2pqWeAItrR0RG8R/1XVlb6+/tramqsvKq8vFxqGolE9jlk1ObmZnd3t7kSdunSJbcew1xdXS1M8Mj9SsAVdMNCkJrjzNTUM0ARjcVi5s6Xp3pw742kO1ILyXusW4HmqcDp6Wlnj78zMzOSsZkuXK48xHfx4kXZekVFBUOMQjnzDIoX7trDFUFqjjNTU89gRdTvw2JJkvGv//qv3/zmN7/+9a9bl6xqamqGhoZy94Td6uqq6WAr+vv785PoRCKRrq4ua1AJ4cHBI4B84q3PygWsOc5ATT0DF1H/DoslGcbf/M3fWAmHpImdnZ1561ImOZy5WtbU1LSyspKjrWxubk5MTCTf8bTGQc3dRgFfkNTKPN7rdkHgjuA1x3bU1DNwEZWMxIyoOTU15XZZshWLxfr6+qyx18W3vvWt/N8yW1hYMJeUpCSTk5POrjxlHFTT8Wt8fPx3v/udtCsMMQrIKZa5We92QeCO4DXHdtTUM4gRHRoaMt16tg+26TUbGxuSWpmuYybn6OnpkTluXc6RVM/cpxDd3d37T/KWlpakOsnjoEr70dvbu7i46EiBgSCRvw5ul6sVyOY4LTX1DGJEJS0wLXpnZ6fbZbElqVV/f7817EI4HPbOOAW3b982l9Oqq6v3lglJaitpbsrDjxKO+fl5OrMDduiGpVkgm+O01NQzoBFdWFjw7PtzNjc3JYMxp6qmz5N3UitLJBIx7weUTGtsbCz7BaUuUiNzl9bKHWdmZnj4HNgR3bA0C2pzvJ2aegY3omZYLMkSvHPJREqSnFrV1NRMT0+7XShbUtrOzk5TVDniZ77fury83N/fb54zt2o3NDS0urqatwIDfkc3LM0C3BynUFPP4EY0FouZG3A3b950uyz/38TEhNUVSSampqa8k/llIMU2XcTkoL+wsJDyv5J1jYyMNDQ0WON1SY4lmVZQx9MHco1uWGoFuDlOoaaegY6oJDHmJpe7QwBIMazeSJLzjY+P++t+mWRR4XC4IDHYqaRTW4mLW5J4NTc3W08+FhcXy8dIJOJ2YQF/oxuWWsFujpOpqWfQI9rS0iJ1vHDhgitbn5mZscbwlNRKDpr+Sq2S9fb2Wrf/Dh8+bCYk5WpqahobG8vdOKiAKnIOU+DPkfywT4Fvji1BrmfBV7ldnNyKRqPmKkueh8WanZ21UquKiorBwUGfDi6fTCplDTFfXl7u4nASQFDx1me1At8cW9TUU0FEJbkpyOOwWAsLC83NzaZPkmQhN2/e9P5wXNm7cuWKSbD+67/+y+2yAAHEW5/V0tAcG2rqqSCi8XjcdIHK9bBYkUikpaXFSq36+vqCd+MsGo1KvSRn5egP5Ii5+O3B0VuQUxqaY0NNPXVEVFKfHA2Ltby8LMfB3/3ud1ZqVVpa2tHREbzUCkB+yDmMHEnkX7cLgrxS0hxvkWAFT1dXl1PDYq2srCwtLc3Nzd29e/eP/uiPCr58Y3FxcXF7e3uQbggCyD+6YemkpzlWU081Ed3Y2DDDUDU3N28fz2krMW7W8vKypE0zMzNjY2ODg4NyBnnt2rW2trampqb6+vpQKGSN9pTimWeekdUydA2A/ZOTwLKyMrphaaOnOVZTTzUR3UoMmmDyoQMHDpi0qaamprKy0nrXcpbKy8tPnTol55ff/e53/+qv/krW8B//8R9uVw5AcJhuWB580xdyR09zrKaeaiJqZEibSktLJVVqaGgIh8Otra1dXV19fX0jIyOjo6NTU1ORSCQajfpi7HUAfme6YXn5dfVwnJ7mWE091UTU+M///M/a2trvfOc7kjZNT0/LCaKkTfSaAuApcnSSg3N9fb3bBUH+6GmO1dRTTUQBwC9isVhhYSHdsFTR0xyrqaeaiAKAj5jR++iGpYee5lhNPdVEFAB8pLu7m9GwVNHTHKupp5qIAoCPTE5O0g1LFT3NsZp6qokoAPjI+vq6Gb6Yh5eV0NMcq6mnmogCgL9UV1fLITrtwMgIHj3NsZp6qokoAPhLW1ubHKKHh4fdLgjyQU9zrKaeaiIKAP4yOjoqh+impia3C4J80NMce7Ge9+7dO3fuXFFR0eHDh69evbq2tmb9V29v76GEnp6eXa1TT0QBwF+WlpbMSybohqWBnubYi/U8f/78zMzM06dPNzc33377bUm2zPw7d+6cPXv284TGxkb5mP069UQUAHynoqKCblhK6GmOvV5PSbMOHjxopiW7un//vpmWiYaGhuzXoyeiAOA7phvW7du33S4Ick5Pc+z1ek5PT1tXsEpKSiTfMtMyIR+zX4+eiAKA74yMjMhRWtIstwuCnNPTHHu6nouLiy+88MKjR4/Mx5SoWFe2LAUZ5anQAIBdWlhYkKN0WVkZ3bACT09z7N16Pnjw4Lnnnvv444+tOVzBAoCgMt2w5Lza7YIgt/Q0xx6t5+Tk5IkTJyKRSPLMlD5Y8jH7FeqJKAD4UTgclgP16Oio2wVBbulpjr1Yz1u3boVCoaWlpZT55inCtbU1niIEgIC5efOmHKivXbvmdkGQW3qaYy/WM0P3qZ6eHsbBAoDgMd2wqqur6YYVbHqaYzX1VBNRAPCjjY2NwsJCOVYvLy+7XRbkkJ7mWE091UQUAPxocnLymWee4S5h4OlpjtXUU01EAcCP+vr6rG4hXMQKMD3NsZp6qokoAPjR5OSkuUUoKisrV1ZW3C4RckJPc6ymnmoiCgD+FY1GJbsyvd1l2u3iwHl6mmM19VQTUQDwtZWVlbq6OpNjcR0rePQ0x2rqqSaiAOB3sVjM5FihUGh1ddXt4sBJeppjNfVUE1EACADJsax7hVzHChI9zbGaeqqJKAAEg+RVVVVVcvSuqalZX193uzhwhp7mWE091UQUAAJjdXXV3CskxwoMPc2xmnqqiSgABInVH4scKxj0NMdq6qkmogAQMORYQaKnOVZTTzURBYDgIccKDD3NsZp6qokoAAQSOVYw6GmO1dRTTUQBIKisHItx3v1LT3Ospp5qIgoAAba+vi7ZlRzST506xXUsP9LTHAe5ngVf5XZxAAAOiMViJseqqalhnHff0dMcq6mnmogCQOBZOVZlZSX3Cv1FT3Ospp5qIgoAGnCv0Kf0NMdq6qkmogCghDXOe2Vl5fLystvFQVb0NMdq6qkmogCgh3WvMBQK0R/LF/Q0x2rqqSaiAKAKfd79RU9zrKaeaiIKANpY/bHo8+59eppjNfVUE1EAUGh1dbWmpsaMQUqfdy/T0xyrqaeaiAKATisrK5WVlSbHos+7Z+lpjtXUU01EAUCtaDRaVVVl+ryTY3mTnuZYTT3VRBQANLOuY0mORX8sD9LTHKupp5qIAoBykleZHEs8++yzfX19o6OjMzMz8/Pz8l+bm5tuFzCwVldXowmRSGQ2YWJiYvRL//zP/3zy5Ek9zbGaeqqJKABgZWXl61//eoGN4uJiycDq6+vD4XBra2tXV1d/f79JAjLkYbFYTDKGpaUlV2qUDSmblHBXffy3p0RifHxcfoqf/vSnf/3Xf11TU/NP//RPHR0dbQlNTU2NCXV1dZVfkt/T7qdOK3e/gKeoqaeaiAIAxI9+9CNzBUsSKUkIqqqqysvLd5UHJOdhklv82Z/9mcwsLCz84Q9/aLKxsbExSchMUrKwsGAylezzG1lEViL5XJbft5Ihk0ilXCIaHh6WskkJjx8/3tnZafKhlpaWxi9JqmTyoVAoZL7puIqKCrMJ2ZbZaHNzc9uXvvWtb5mv7TWkPqOmnmoiCgDIQNIUK0GRDGloaKivr6+9vV0ygAsXLjQ0NEh+UFpa6mzCUVdXtz3hMFmO/GvlQ/K/5muS1UlGmNNkKKWEVkokJC2Twvzd3/2d+c6LL74o2ZtJ46anp1MSyl3ddZ2bmytQ0xyrqaeaiAIA9i8ej5vsYX5+XrIKyS0k+5FE5Jvf/ObVq1dNPtTa2hoOh1Nume32OtkekqHq6morGbIytitXrpw+fVr+96WXXpKs0eRD4+Pj1rWuSCRiarSysiK1y+ZHmJqakpXEYjEHf1g9zbGaeqqJKADAI6ybegsLC9s7fV+6dKmmpub8+fNWPiT/a74mWd3y8vKukiG/0NMc+6yevb29hxJ6enp2taCeiAIA4Fl6mmM/1fPOnTtnz579PKGxsVE+Zr+snogCAOBZeppjP9VTsqv79++baZloaGjIflk9EQUAwLP0NMd+qmdJScnTp0/NtEzIx+yX1RNRAAA8S09z7Kd6pkTl4MGD27+QQR5LCgAA0tDTHPupnlzBAgDA1/Q0x36qZ0ofLPmY/bJ6IgoAgGfpaY79VE/zFOHa2treniIEAACuy12e4Ck+q2dPT8/exsHa0pQ1G9rqu6Wvytrqu6Wvytrqu6Wvytrqu6WpylrquaUpqIa2+m7pq7K2+m7pq7K2+m7pq7K2+m5pqrKWem5pCqqhrb5b+qqsrb5b+qqsrb5b+qqsrb5bmqqspZ5bmoJqaKvvlr4qa6vvlr4qa6vvlr4qa6vvlqYqa6nnlqagqkWIA48QBx4hDjw9IdZSzy1NQVWLEAceIQ48Qhx4ekKspZ5bmoKqFiEOPEIceIQ48PSEWEs9tzQFVS1CHHiEOPAIceDpCbGWem5pCqpahDjwCHHgEeLA0xNiLfUEAADIGxIsAAAAh5FgAQAAOIwECwAAwGEkWAAAAA4jwQIAAHAYCRYAAIDDfJxg9fb2Hkro6elJ+a/Hjx9XVlZmGGzDbtkM60T+2YVjcXExHA6XlJSEQqG7d+/uallC7Clpw/Ho0aPz58+XJMjEw4cPs182w3y4ouBLKfOzCRMh9oW0Ib537965c+eKiooOHz589erVtbW1tMsGO8R+TbDu3Llz9uzZzxMaGxvlY/L/Xr9+/d1337VLsOyWzbxO5JldOJaWlk6ePDk9Pf306VP5o33rrbeyX5YQe4pdOE6fPv2DH/wgnjAwMFBbW5v9soTYm1KOxtmEiRD7S0qI5dRoZmZGjtKbm5tvv/22JFvbFwl8iP2aYMmvf//+fTMtEw0NDdZ/ffLJJ9IAy6E5Jd7WR7tlM6wT+WcXjra2NrurVoTYX+zCceDAgeSvyUmwNU2IfSrlaJwhTITYpzLcMpI06+DBg9u/GfgQ+zXBKikpkZiZaZmQj9Z/Xbx48f3339/aFm/ro92yGdaJ/LMLx5EjR0ZGRioqKqTdffXVVx8/fmwtQoj9xS4cly9fHhgYeJpw48YN+WgtQoh9KuVonCFMhNinMiRY09PTyVew9ITYrwlWSiyt7PjBgwdnzpxJ+50dl7WbD1dkCFN7e/uTJ082Nzdff/311157bVfLpp0PV9iF49NPPzV9KIVMfPbZZ9kvS4i9ye5010gbJkLsL3YN7uLi4gsvvPDo0aMdFwleiP2aYNlluKdPn/7oo4/MtF28A581B0OGMElqZaYlzUq+f5TNsoTYO+zCEQ6HBwYGrD5YaXtvEGJ/yf4K1o7fIcTelLbBffDgwXPPPffxxx+nXSTwIfZrgpVyj1Y+mumCbbJf1m4+XGEXjsbGxuQEK+3fHiH2BbtwpJywpj1/JcT+krkPVtowEWJ/2d7aTk5OnjhxIhKJ2C0S+BD7NcEyTxmsra1leMrA7qK03bLZrBN5YxeOu3fvvv7665sJ7e3tV65csRYhxP5iF47a2tobN25YfbCSnyIkxD6V9inCtGEixD6VEuJbt26FQqGlpaUM3wx8iP2aYImenp7M42RkuOtvt+yO60Q+2YVjYGDg6NGjRUVFLS0taTu5Z1iWEHtK2nAsLy+bEXSETMhH678Ise/Y3VKwCxMh9p20Ic5wN0lPiH2cYAEAAHgTCRYAAIDDSLAAAAAcRoIFAADgML8mWBleJGn3ksi0AzfsOKZD5tVKMRobG00xrly58vvf/95u8Wy2fuTIkSyrDwAAvMyvCZbdiyR3fElk5gGF7dit9tvf/vaHH34Yj8elJENDQy+++GLm9WTYnCzu68clAACAxa8JVrLkF0nu+JLIvSVYWb57Mu2o4tlsTqpw8uTJtK8EAQAAvhOEBCv5RZI7DrG/PcE6cuSI5GfPP//8wMCA3SZ2XK3M/MlPfnL+/PnMRbVLsN5777033ngj87IAAMAvfJ9gpbxIcseXRNqlOJ988slLL730zjvvpP3fzKs1PaiOHTuWPCJiNuuxSHqXdsRbAADgR/5OsLa/SHK3V7CSffHFF4cOHbK+ltwnPZsrWIODg2fOnEm7eOatf/DBB5cvX7avJQAA8BkfJ1hpXyS540sis0ywUmT57sm0b6Xdceu1tbW//e1vMy8IAAB8xK8Jlt2LJHd8SWRKitPW1mbu63366aevvPKKXUcou9XK9x8+fLiVSM56enp2fOn39gTr3r17dl3mAQCAT/k1wcrwIskM7xDd/v3JycnTp0/Lx+PHj7/zzjubm5t2W0y7Wmvxo0ePpgzHlbnA1nzJyT788MM9/AIAAMCz/JpgAQAAeBYJFgAAgMNIsAAAABxGggUAAOAwEiwAAACHkWABAAA4jAQLAADAYSRYAAAADiPBAgAAcBgJFgAAgMNIsAAAABxGggUAAOAwEiwAAACH/T9kuF22btjb1QAAAABJRU5ErkJggg==)
| VMR Tools created by Darren De Zeeuw. |