Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit265-01-20020316_015300_20020316_063700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/03/16 |
Start Time | | 2002/03/16 01:53 |
End Time | | 2002/03/16 06:35 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 12.75 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.55 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 182.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit265-01-20020316_015300_20020316_063700-constBx0 |
Minimum Dst Value | | 19 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIERlYyAyMCAxMTo0ODozOSBFU1QgMjAxNyVgi7AAAAHQdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNjUtMDEtMjAwMjAzMTZfMDE1MzAwXzIwMDIwMzE2XzA2MzcwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItMiB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0wMy0xNlQwMTo1MzowMC4wMDBaIiwgIm1heCI6IjIwMDItMDMtMTZUMDY6MzU6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjotMC44NzAxMjYwMDA1LCAibWF4IjozNy40MTAwMDYwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjQ4LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19vEeizgAAAARnQU1BAACvyDcFiukAADXTSURBVHic7d19VBV3fvjxCCSgsOSirIhRBNGs5qAxhFUM6KJB41aSNVnamAQjiSa6iZ7QxAcaNWJro+1Ri1saSdVdcuruEuNx6S4+tLVLe9yGtaSalK6sazaotMWICRtx9yoY/H0O8ztzbu+9M9wLAzP3ft+vPzhzh3n4Psydz2fmfu+dO24DAADAUnfYXQAAAIBwQ4IFAABgMRIsAAAAi5FgAQAAWIwECwAAwGIkWAAAABYjwQIAALAYCRYAAIDFSLAAAAAsRoIFAABgMRIsAAAAi5FgAQAAWIwECwAAwGIkWAAAABYjwQIAALAYCRYAAIDFSLAAAAAsRoIFAABgMRIsAAAAi5FgAQAAWIwECwAAwGIkWAAAABYjwQIAALAYCRYAAIDFSLAAAAAsRoIFAABgMRIsAAAAi5FgAQAAWIwECwAAwGIkWAAAABYLzwTrjjvCs14AMKAG4uT5/vvvT5w4sdctD8Su7YoFxCDcVi3B4qAHABMDcZLMzc09fPiwLbsmwbJQWFZqQIVnewV7qXTs2LG5c+fGxMQkJycvW7bs6tWr+r8+/PDD+fPnx8bGjh49ev/+/frqnoz20t3dvW7dOpfLlZCQUFpaKi89C2C+rkmpjDZrND/Y7Rw5cmT27NnR0dGy/NKlSy9fvtxrsf22kiVtYtTURoUMtnFoeaONGBXGq0fi4+MtbPmBYHREDRkyJCkpafHixS0tLSar96H8ra2tL730Umpq6p133ilrLViwQBrTb2G8ZsrEfffd57kLmZ48ebLnAvq/mpqannjiieHDh991111ZWVnvvfeeNv+3v/2tlHPixIlDhw6VvX/rW986ceJEr2X2LUyfF/AlB8mNGzf6v+s+GOicwKgX+rZfS0prEs6s3VGAVE7LwrPmwZ4j5s2bd/To0Y6Ojk8//XTFihULFy7U5p87d27s2LEHDhz4/PPPL168+NRTTwW4fU1lZWVmZuYnPWRi7969QZXTqFRGmzWaH+x25syZI5eb7e3t165d27Jli7xXzYtt1EqWtIlRExkVMtjG8UupljfaSK+FEbt27VqzZo2FLT8QjI6oL7/88n/+539ee+213Nxck9WDLf9///d/jxs3TjZ79uzZ3//+9xLefvrTnz7yyCN+C+M1UyYkSP/kJz/R//XjH/9Y5vgmWL/+9a8lO9yxY4d0meQuv/jFL7797W9r/5J9vfDCC7LAzZs3r1y58u67737jG98wL7PfwvR5gT6vEnIJlkkv2JhgGZ12LN9RgEiwQoYcxK+88kpSD5nQr4qkC+VcP2bMGLkq1V7+xV/8xciRI+XC4uWXX5YTjb7Y7f97Ce67CwkncimvTUuwqaio8F0mwCNm5syZcqBr0zKRk5PTt+14lcpos73uLsDteJJ36bBhw8yLbdRKfgXbJoE0kWch+9M4foV9yweyEb+FkbdVWlqa5BPm2w+w5bu6ujZt2pSSkuJyuSRiaTNN3u979uyRPEYu07OzsxsbG7X5J06ceOCBB2Sm/EvLhHzf7F5t+Nvf/nbo0KEysXLlyu9973v6/P3798sc8/L7PTiff/75P/mTP/FbR6NVPMt28OBBz11I7d577z3fwj/99NNbt271uwupjlTKqACeOzU5Sd42aHzzk2ewq/iet/12q9Fh4EmuEyS5kbrEx8c//vjjbW1tgVTHfKdyAMgGZXlpKL/1NekFo+NNfxnIsSrXAH/2Z3+WmpqakJDw3HPPXb9+3W+7mfA87XiWwfdN4bnBXhvTqGC+72LffQUSxGfNmvWjH/1IL7Dkr8nJyYEc1U4TYgmWdF5+fn5LD7nCfuONN7T50jff+ta35HpUfymL/XcPmSgrK9Pne034qqmpycvL06blCJA9StfKofbss8/K1by+emJiooScjIyM3bt337p1y++m5OjUD025lJRjzmuBwBMsz1IZbbbX3QW4HZ28bbZt2+Z7AeRVbKNW8ivYNum1qb0K2Z/G8SvsW77XjRgVRqKCnFt73X6ALS+BStrn448//vzzz0tKSrSZJu/3RYsWNTc3S9m2bNmiZyRSi0OHDskpW87Iy5Yt89tonkGitbV1/fr12g0eyTBmz5797rvvynR1dbVMd3Z2mpff7/tXyiDxyW8djVbxPC9JqSZOnPhv//Zv8rKurk6mZY7viUt67Te/+Y3fXXzzm9/8oz/6o5///Oe///3vjYpxO4CTpEnjG20z2FV8z9t+u9Vos56mTp36s5/9TKosYXjVqlXLly8PvDp+d7px40Zpyf/pMX/+fL9VMOmFXhOsQI7VnTt3Pvzww5988om8KYqKil599VW/7WbC87Tjtxh+N9hrYxoVzO+72GtfgQTx48ePT548WY587V/SPtu3b++1sg4UYgnW+PHjf/nLX2rTcqmRnp6uTUvfXLhwQV9MXuqL/dd//ZfnYl4TXk6fPi0X5fr5MTIyUo6eT3ssXry4uLjYc2F5bzQ0NMgbUj+SvERERGjnaCETsjWvBQJMsLxKZbTZXncX4Hb0sgm5wD1//rx5sc1byUvf2sSoqX0L2efG8UuFljffiFFh5Nx37733nj17ttftB9jyEyZM0G8e6Eze75IbadO/+93vtFtQYuzYsd/97ncvXbrkVQXfGunkElxOEdq/Ll++LN1UWloqf/UxZ8EeOVFRUZ6Zje+tAt9VvP779ttvP/bYY7d7Puz727/9W98FtL243W6/Bfjiiy8kht1///0xMTHSgGvWrPF76d/rSdKk8Y3qHuwqvudtv91qtFkj0gJjxowJvDpGO21qatKmZUW/VTDphV4TrECO1UmTJv3qV7/SpuWAHDdunL6YZ7sZ8TrtmOzIZIN+G9OoYH7fxV77CjCIf/3rX//BD35wu+dzWCmAdI1pXR0qxBIsOWXoB7RMyEttWvrGa7i00WJeE57kejElJeXUqVP6HLl4lWtWbVrCT2Jiou9acv2hX9R6nUz7cLfGc3WTUvXhVkHg29HJW2vz5s2zZs0yL3YgrRT4Tk1O355NbVRIC+9gKdLyvW7Eb2Gqq6sfffTRALfvd77X0e751taZvN89F9Nf/sd//MeiRYtGjBgxceJE/XM9o4W18mzYsMFzeJlcT8sC+meUJuU3MmrUKN+Qpu/0zjvv9PqES+olOZznYrJAcnLyD3/4Q/mrf8rmtR2Teyc6OSVK5rR06VKjUTjmbRtg43sKdhXf87bXf80360kuwKQfJV3WDio9Dw62Op7L6z0ly/utQn/uYAVyrEq253kx4Hmc9Pr1IN/Tjt9i+N1gr41pVDC/72KvfQUYxGtqar72ta/dunXrqaeekkzUby2cL8QSrACvkDwvzmTCdzHfj64lYIwePfqDDz7wnJmbmyshR5uWPN1vAGtpaZG3md/S9n8Mlt9S9WGwS1Db8STB1e9H+J4vA2mlwHdq0iZGTe1ZSKvGYKnT8oFsxLcw06ZN+/nPfx7I9gNseQkzQd3B8lzM66WcpmtrayXR0V56vdm9Fr527Zp+0+LDDz+Ua+XDhw/fc889+h27YI8cSWhKS0u9Zuo7nTx58i9+8QvPf9XX16empnottm3btqioKP1jEd9o/fTTT7/55pvmJdG0t7d/5Stf8Z3f60nSqPFNxv304Q5WIC8DuYMlM995553PPvtMQrL89W2xYI+lQO5gmfSCZ6Km331pbW0N6liVDKO5udlk40b8nnY8mb8pem1Mo4L5fRd77SvAjpCWmTJlytq1a+XdoQ8QDDkhlmDJ5ab+8a2k2Bs3btTm+75J5s+frw0vkAnfoQBf/epXPT/d2LlzpyT7+ttJt3///meeeUb/9EQfcSLTcmRIr8tGpDyrV6/2W9o9e/b051uERqUy2qzR/GC3s2TJEqlXZ2fnpUuXVq1a1etIIKNWsqRNjJraqJDBNo5fSrW80UZMCnPkyJGHHnqon43j5c///M/z8vJ+85vfeI7eCPz9rk1I+eXcLUeLBC0JMNpMrze757pXr17dtGlTdnb27Z6hZnJC/9d//VeZ/slPfvLAAw9on/SZlN/v+/fChQuya/1bhFKdn/70p/qSf/M3fyN7+Zd/+ZcvetTV1WVkZPzlX/6lyQZv+0uwfv3rX0tU3rVrl7TMjRs3Tp06pX9/7Rvf+Ma7774rubL0nZR5xYoV3/zmN/1u0/wkadT4Xu3pKcD+MmpAo5dGm/UkrfHjH/9YmkIOIWkK3xYL9liS5fUxWI888ojfKpj0gr68ZORbtmyRo0v64rHHHgvqWC0vL5cyyxxZ7D//8z+ffPJJ8/bUGJ12PJm8KW4H0JhGBfP7LvbaV+AHiaSJMnPfvn2eM3tNLh0llMp6u+eOooRY7QsIMqHfafR9k2hfkElISPjOd77j+T0FbUIOQZfL5XnceOno6ND+JecduaaX7Ui80cf/Hjx4cOrUqdHR0ZJ9y+Fi9DG85OCSgLt6rF+/3u9NXd9bu0bL6KUy2qzR/GC3o9XurrvuGjt2rJyd5Qqm12L7bSVL2sSoqY0KGWzj0PJGGzEpTG5ubk1NTYDbD7DlJRt4/fXXx4wZI8WQiKXNDPz9rk386Ec/kmvrmJgYSY9+9rOfaTNN3uzDhw+XmPfxxx/L/GeffVYb8KSRMmi5pvkR67cuFy9efP755yVqRkVFjRgx4vHHH3///ff11vj+97+flZV1dw+ZeOedd3rd4B0+EU5I0JItS6mkj77+9a/rv8D0z//8zzJfmlHaIS0t7eWXX/bsO89tmp8kjRrfqz09BdhfRvU1emm0WU+S9EvX33nnnZJbfPe73/VtsWCPJVngxRdflMaRJvrTP/1T2bLfKhj1gr4duT6UDF77tuBbb70V1LH65ZdfSl0mTZokJ0DJy/U3nVF76v/1e9rx5PumCKoxjQrm913sta/ADxJpzIkTJ3Z1dXnVzqTuThNKZQUAWCK0ApW9PvroI0lV7S6FzW7duiUXDIO5x0cfffSHP/zhYO7RcrzHAEA5JFi9KikpaW1tvXDhwsMPP/zHf/zHdhfHZg0NDfq3BQfal19++fbbb0+ZMkX/pYYQxXsMA8L3NrUDT+ghUchghWWlYDmOil6Vl5ePGTNm5MiRL7zwQoj+TICF4uLi3nrrrcHZlxycqampktINzu4GDu8xAAAAi5FgAQAAWIwECwAAwGIkWAAAABYjwQIAALAYCRYAAIDFVEmw/H53HQAADDK7M4JBokw9lelRAAAcS51wrEw9lelRAAAcS51wHM71VPOeJAAAjqVOOFamnsr0KAAAjqVOOFamnsr0KAAAjqVOOFamnsr0KAAAjqVOOFamnsr0KAAAjqVOOA7nejLIHQAAG506dWrJkiWnT5/W56gTjp1SzyNHjsyePTs6Ojo5OXnp0qWXL1/W5luVJKnTowAAOMSwYcMk/g4ZMqSgoKC2trajo0OdcOyUes6ZM+fw4cPt7e3Xrl3bsmXL3LlztflW9YQ6PQoAgBO43W5JrbQES7tLEhERoU44dmI9JcOVnFebJsECACAUVVVVSfBNT0//+OOPt2/fPnz4cKVG7DiuntevX9+2bdvChQu1l9ITiYmJkm9lZGTs3r371q1bfdusOj0KAIAT5OXlSfDdt2+f9rK1tfWhhx5SJxw7q55abjty5Mjz5897zr9x40ZDQ0NOTk5JSUmvqyv+dEkAAGzX3NwskTcmJqajo8Nzvjrh2HH1/OKLLzZv3jxr1izff128eNHlcvVts+r0KAAAtisrK5PIW1RU5DVfnXDsxHpKjhUbG+s7v6WlJSkpqW/bVKdHAQCw3ZgxYyTy1tXVec1XJxw7pZ5Lliw5e/ZsZ2fnpUuXVq1apY/BWrx4cWNj482bN+W/+fn5q1ev1lcJqpPU6VEAAOx14sQJCbupqam+/1InHDulngcPHpw6depdd901duzYFStWfPbZZ57zo6Oj09PTN2zY4Ha79VVIsAAAcKCioiIJu2VlZb7/Uicch3M9GeQOAMAga29vj4mJkbDb0tLi+191wrEy9VSmRwEAsFFlZaXE3Pz8fL//VSccK1NPZXoUAAAbZWdnS8w9cOCA3/+qE46VqacyPQoAgF2ampok4LpcLs8x057UCcfK1FOZHgUAwC5r1qyRgLty5UqjBdQJx+FcTwa5AwAwaLq6ukaNGiUBt76+3mgZdcKxMvVUpkcBALBFbW2tRNtJkyaZLKNOOFamnsr0KAAAtigsLJRou2PHDpNl1AnHytRTmR4FAMCc2+2ePXt2amrq+++/b9U229raonq0traaLKZOOFamnsr0KAAAJmpra6dPn66NTo6Pj6+pqbFks+Xl5bLBgoIC88XUCcfhXE8GuQMAoGlra9uxY0dqaqoWEyMiIu68805turCw0O+vrgdl2rRpsqlDhw6ZL6ZOOFamnsr0KAAAnhoaGoqLi7XH12jPYJZMS/Ktrq6uioqKuLg47ZerKisr+7ML2UhiYqJs03xJdcKxMvVUpkcBALjdM9CqqqoqKytL/ySnoKCgtrbWa7GWlhaZry2Qm5vb1NTUh32tWrVKVi8pKel1SXXCsTL1VKZHAQCK27VrV3QPLW1KTExcs2ZNc3OzySqHDh3SfsIqJiamrKys1xtRniSTk13IumfOnOl1YXXCsTL1VKZHAQBqamtrKy8v97xldf/991dVVRk9tcZLe3v78uXLtRUnTZpk8mOhXiQ5k1Vkv4EsrE44Dud6MsgdABD2JH+qrq4uKCiIiorS4l1cXFxCQsJTTz3Vh63V1dVJdqVt56tf/eqbb77Z6yoLFiyQhSsqKgLZvjrh2Cn1PHLkyOzZs6Ojo5OTk5cuXXr58mVtfnd397p161wulxwrpaWl8rJv21enRwEAipBkaPny5doodSEJ1qJFiw4dOhTgLSsjsvrGjRuHDBmibXbatGlbt249f/6834VbWlpkvzExMW1tbYFsXJ1w7JR6zpkz5/Dhw+3t7deuXduyZcvcuXO1+ZWVlZmZmZ/0kIm9e/f2bfvq9CgAILy9/vrr48aNS0pK0j+iyc7OrqioCDDFCdBLL70UGRmp/5SDUaa1fft27YceAtysOuHYifXs6OgYNmyYNj1z5syjR49q0zKRk5PTt22q06MAgDB24MABPeNJTU3duHGj0b2l/uvq6nK73TU1NUVFRfp9Ms9M68yZM+PHj5c5x48fD3Cb6oRjx9Xz+vXr27ZtW7hwofYyPj5eT8mvXLnicrn6tll1ehQAEJYk3SkrK9MGWkVERLz++uuDuXe/mZZm5MiRgX/rUJ1w7Kx66l2l5+NyDHV2dmrTMhEZGdnr6kYGvPQAAAyM1tbW/Px8baCVpFnt7e12lUTPtPSfgXjyyScDX12dcOy4en7xxRebN2+eNWuW9pI7WAAAxZ04cUL7kSr5K9N2F+f/kyRv2bJl3/nOd4L60Sx1wrET6yk5VmxsrDbNGCwAgLI8PxbMz89vbW21u0T9pU44dko9lyxZcvbs2c7OzkuXLq1atUofg7Vnzx6jbxEG1Unq9CgAIDx4fSwY1I0ix1InHDulngcPHpw6depdd901duzYFStWfPbZZ9r87u7utWvXunqsX7/e83ewSLAAAOHKmR8L9p864ViZeirTowCAkBZ+Hwt6Uicch3M9+RYhACC0vP/++yNGjAizjwU9qROOlamnMj0KAAhd9957r3ZTYOfOnXaXZUCoE46VqacyPQoACFE1NTUSrYYMGTJhwoSOjg67izMg1AnHytRTmR4FAIQit9udmpoq0eqv/uqv7C7LAFInHCtTT2V6FAAQikpLSyVUZWVlhd+4K0/qhONwrieD3AEAIaGpqSmqR319vd1lGVjqhGNl6qlMjwIAQk5eXp7EqZUrV9pdkAGnTjhWpp7K9CgAILQcOHBAglRiYqKNj3AeNOqEY2XqqUyPAgBCiCRV2i+2S5pld1kGgzrhWJl6KtOjAIAQsnLlSolQubm5dhdkkKgTjsO5ngxyBwA4WX19vTa2vampye6yDBJ1wrEy9VSmRwEAIaGrqysrK0vCU2lpqd1lGTzqhGNl6qlMjwIAQkJFRYXEptTU1HD90Xa/1AnHytRTmR4FADhfa2ury+WS2FRTU2N3WQaVOuFYmXoq06MAAOcrKiqSwFRQUGB3QQabOuE4nOvJIHcAgAOdOHFColJMTExzc7PdZRls6oRjp9Tz2LFjc+fOlaMtOTl52bJlV69e1eZblSSp06MAACfr6uqaNGmSRKWtW7faXRYbqBOOnVLPefPmHT16tKOj49NPP12xYsXChQu1+Vb1hDo9CgBwLAlzS5culZAkOVZ4P9TZiDrh2In1vHbtWmxsrDZNggUACBtTpkzRPpA5ceKE3WWxhzrh2In1rKmpycvL06a1xzMNGzYsIyNj9+7dt27d6ts21elRAIAzSVIVGRkp8WjkyJF2l8U26oRjx9Xz9OnTaWlp586d85x548aNhoaGnJyckpISk3XvMDXABQcAwL+urq7S0lItGEmM+/d//3e7S2QbdcKxs+pZV1eXkpJy6tQpv/+9ePGiy+Xq25bV6VEAgKM0Nzdrv9geFRW1fft2NYde6dQJxw6qZ3V19ejRoz/44AOjBVpaWpKSkvq2cXV6FADgHBLa4uLitF9sr6+vt7s49lMnHDulnjt37kxJSfF92uXixYsbGxtv3rx59uzZ/Pz81atX6/8KqpPU6VEAgBN0dHQUFxdrHwtKLGtvb7e7RI6gTjh2Sj19h0xpz2Y6ePDg1KlTo6Oj09PTN2zY4Ha7PVcJavvWFxoAAH/OnDkzYcIECT1xcXH79u2zuzgOok44Dud6MsgdADD4ysvLo6KiJO5MmzbN95MZxakTjpWppzI9CgCwhdvt3rRp08SJE7Wr+pKSEs9PXaBRJxwrU09lehQAYIt9+/ZpqVVcXFxtba3dxXEodcKxMvVUpkcBAIOvtbU1NTVVYs2QIUMOHz5sd3GcS51wrEw9lelRAMAgk+xKe37zhAkTVP4R0UCoE47DuZ4McgcADDQ9u5K/Mm13cZxOnXCsTD2V6VEAwKAhuwqWOuFYmXoq06MAgMFBdtUH6oRjZeqpTI8CAAYB2VXfqBOOlamnMj0KABhoZFd9pk44Dud6MsgdAGA5sqv+UCccK1NPZXoUADBwyK76SZ1wrEw9lelRAMAAqaur+9rXvkZ21R/qhGNl6qlMjwIABsLzzz+vDTghu+oPdcKxMvVUpkcBAJZrbm4eOnSohJLIyMgLFy7YXZwQpk44VqaeyvQoAMBaTU1No0aNkjiSmJj4d3/3d3YXJ7SpE47DuZ58ixAA0E8nT56Mi4uTIJKXl9fR0WF3cUKeOuHYKfU8duzY3LlzY2JikpOTly1bdvXqVW1+d3f3unXrXC5XQkJCaWmpvOzb9tXpUQCAVQ4dOqRlV4WFhV1dXXYXJxyoE46dUs958+YdPXpULg4+/fTTFStWLFy4UJtfWVmZmZn5SQ+Z2Lt3b9+2r06PAgAssW/fvqioKAkfJSUlZFdWUSccO7Ge165di42N1aZnzpwpiZc2LRM5OTl926Y6PQoA6L/t27drw0u2bt1qd1nCijrh2In1rKmpycvL06bj4+Pb2tq06StXrrhcrr5tU50eBQD0U0lJiUSNqKioyspKu8sSbtQJx9bX0+12b9y4MT09PSYmRv6+8cYbN27cCHz106dPp6WlnTt3TnsZERHR2dmpTctEZGSkybp3mOpzjQAAiujq6iosLJSQISHs0KFDdhcnDKkTjq2v5+rVq+fOndvY2CiZlvydM2fOK6+8EuC6dXV1KSkpp06d0udwBwsAMDg6Ojry8/MlXsTFxZ08edLu4oQndcKx9fVMSkpqaWnRX8q0zAlkxerq6tGjR3/wwQeeMxmDBQAYBPv27ZMYJMFi1KhRjY2NdhcnbKkTjp2SYO3cuTMlJaWpqclr/p49e4y+RRhUJ6nTowCAYFVUVGiDSUaMGHH+/Hm7ixPO1AnHA/IRYX5+/i9/+Uu32y1/ZTqQjwh9h0xpv+fW3d29du1aV4/169d7/g4WCRYAoJ/a2tq0QVeaN9980+4ShTl1wvGADHLfsGHD+PHjY2Ji5O+mTZuCGuRuIQa5AwBMHDp0KDExUQKEXMPv2rWrrq7O7hKFP3XCsTL1VKZHAQC98rxxVVBQ4DmyBQNKnXCsTD2V6VEAgDnPG1dVVVV2F0ct6oRj6+vZ2NiYk5MzdOhQR30854QyAADsxY0r26kTjq2vZ3Z29pYtW373u99ZvuX+UKdHAQB+cePKCdQJx9bXMyYm5vr165Zvtg8Y5A4AEMeOHUtISODGlROoE46tr+e4ceOam5st32w/qdOjAABPra2td999t5Zdbdu2ze7iqE6dcGx9Pd96661FixbJAW35lvtDnR4FAOgkGE2aNElCQGRk5KxZs+wuDhQKx9bU08+jlR328ZwTygAAGEx6diV/nXbZryx1wrEy9VSmRwEAt8munEqdcGx9PYcMGWL5NvvGaXfRAACDg+zKsdQJx9bX85577vnf//1fyzfbT+r0KAAojuzKydQJx9bXc9euXU888cSFCxc8H8xsO3V6FABURnblcOqEY+vrySB3AIAtyK6cT51wrEw9lelRAFAT2VVIUCcch3M9nXYXDQAwQMiuQoU64dhB9fSbCVmVJKnTowCgmv3792u/1U525XzqhGPH1dM3wRqIzQIAwoCkUyUlJdoVeGxsLNmV86kTjh1XTxIsAECvtNQqJiZGTu9DhgyRv/LS7kKhd+qEY8fV0zfBSkxMHDZsWEZGxu7du2/dumXJZgEAIcoztYqKiiouLv7Vr37V1NRkd7kQEHXCsePq6bfpb9y40dDQkJOTY36B4vcXIhjkDgDhwTe1On/+vN2FQnDUCceOq6dJ01+8eNHlclm+WQCAkzU3N3/00UekVuFBnXDsuHqaNH1LS0tSUpLlmwUAOFNXV9df//Vf6x9EkFqFAXXCsePq6dX0ixcvbmxsvHnz5tmzZ/Pz81evXm20ZFCbBQA4VnNzc2VlZWFhocvl0rOrefPmkVqFAXXCsYPq6XfI1MGDB6dOnRodHZ2enr5hwwa32+25fFAbt7i4AADrdHR01NTUrFy5csKECZ6xYPz48dOnTy8tLe3q6rK7jLCAOuE4nOvJIHcAcLgjR47k5eVlZmZGRUXpp2uXy1VYWFhZWdnc3Gx3AWExdcKxMvVUpkcBwPna2trKy8uzsrI8x1fl5uaWlZXV19dzsyqMqROOlamnMj0KAI7ldrurq6sLCgr0+1XaxOTJkzs6OuwuHQaDOuFYmXoq06MA4EB1dXXLly+Pi4vT86pFixYdOnSovb29pqaG7Eod6oRjZeqpTI8CgEO43e7Zs2cnJyePGjVK/ygwOzu7oqKira3N7tLBHuqE43CuJ4PcAcAutbW1nkOsUlNTN27cyO8sQJ1wrEw9lelRALBRW1vbjh07JJ3S8qqIiIj4+Ph33nnH7nLBKdQJx8rUU5keBQBbNDQ0FBcXa0+z0W5ZSabFR4Hwok44VqaeyvQoAAwmt9tdVVXl+WlgQUFBbW2t3eWCQ6kTjpWppzI9CgCDY9++fbGxsfotq8TExDVr1vDToDCnTjhWpp7K9CgADLT29vaNGzdGRERoqdUDDzxQVVXl+SgzwIg64Tic68m3CAHAWl1dXeXl5YmJidp5NTY2tqioyO5CIZSoE46VqacyPQoAA6S6ulp/EnNeXl59fb3dJULoUSccK1NPZXoUACxXV1enD2OfNGlSTU2N3SVCqFInHCtTT2V6FAAs1NjYWFBQoKVWo0aN2rdvH09iRn+oE46VqacyPQoA/dfc3PzII48MHz48MjJSzp8ul6usrIxh7Og/dcJxONeTQe4AEAhJp2pra3fs2FFcXJyVlaU/klkMGTJk1apVra2tdpcRYUKdcOygevrNhLq7u9etWycXTwkJCaWlpfKyzxu3oowAEA4+/vjjhQsXzpkzxyud0o0aNSopKWno0KF79+61u7AIK+qEY8fV06vpKysrMzMzP+khE31+q6vTowBgQvsJq6ioKK90asGCBSUlJXLKra+vl2XsLibCljrh2HH19Gr6mTNnHj16VJuWiZycHEs2CwCq8foJqzt6nsRcW1tLOoXBpE44dlw9vZo+Pj5ef1bolStXXC6XJZsFAKX4/oRVXV0dj7XB4FMnHDuunl5NLxdYnZ2d2rRMREZGmq9rYgALDQBOxU9YwVHUCceOqyd3sACg/86fP89PWMGB1AnHjqsnY7AAoJ+mT5+uDbHiJ6zgNOqEY8fV06vp9+zZY/QtwqA6SZ0eBaCstra28vJy/QNBfsIKDqROOHZQPf0Omeru7l67dq2rx/r16z1/B4sECwCE2+2urq4uKCjQf3whNjZ2woQJ7733nt1FA7ypE47DuZ4McgcQltw9bvcMYF++fLn+S6GSYC1atOjQoUN8IAjHUiccK1NPZXoUQHhrampyuVzDhg0bNWqUfgGZnZ1dUVGhfyUIcCx1wrEy9VSmRwGEqzNnzmzcuHHkyJF6XpWamipzzp8/b3fRgECpE46VqacyPQogzGh5lf4zoSImJubee+89duyY3UUDgqZOOFamnsr0KIBQp92R8s2rEhMTly9ffuLECX7OCqFLnXAczvVkkDuA0CKZ0zPPPCPnq2HDhpFXISypE46VqacyPQog5DQ3N1dWVhYWFrpcLvIqhDd1wrEy9VSmRwGEhI6OjpqampUrV3p+CCjGjBkjczZv3kxehbCkTjhWpp7K9CgAJ9uwYcNDDz00Y8YM/UdB7+h5mk1hYWFlZWVzc7PdBQQGljrhWJl6KtOjABxIG7E+duxYPamSBCs3N7esrKy+vp6bVVCHOuE4nOvJIHcA9vL9JuCQIUPk75o1azo6OuwuHWADdcKxMvVUpkcB2M7kFxba2tr4XVCoTJ1wrEw9lelRAHY5efLk9OnTk5KS+CYgYESdcKxMPZXpUQCD78yZM4sXL46IiNDyqoSEBPIqwC91wrEy9RywHpUTaHNzc0NDg5xM5Qwr16+vvvpqmYGSkpK8vLwXX3zRaAFRVFS0bNmyd955p66urqmpiae3Ak5WW1srb2otr9ISrOHDhzO+CjBCghUOLBnk3tra2tjYKLnOjh07ZsyYsWDBguLi4oKCgtzc3NTU1Li4uDsGhewrKytL27vsOjo6esmSJWRggF3cbndVVVVGRob2DnW5XGvWrNFOF/Ivu0sHOBcJllNYkiTdNu5RPX+SfCU9Pb2oqEgymPz8/GnTpo0ZMybw7EeWnzVr1tChQ+XlE088YXR3SjsdywWu0QLPPvusts2cnBy5LJ4wYYLnLzsHmIGVlJRMnz595cqVfW4uAEba29u3b98+atQo7a0nJ4ry8nKZaXe5gNBAguUUVvWEbCczM/PVV18NNn9KTEycNGmS5DrZ2dnyMi4ubu/evTU1NZKTNTc3e51V5crV/HcCZYHa2lrzc/Hx48dlGc+hG9qnkPX19TJfLpoli0pISJgxY0avGZiUdtGiRXL2P3PmTP/aD1CdvAdffvnltLQ0/SmBcho5cOAAo6yAoJBgOYWFCZZ5/jR69OiIiIhHH31UMhhJcRoaGnxTpZaWFmfe/PfKwJ5++mmpS2RkpGdNJQ8j2QICJG8oeTft2LFDLsmysrK8BgPIRc6JEyfsLiMQkkiwnELLgeSSMSMjY/fu3bdu3erzdkaNGlVaWmqSP4XTTf7W1lbJBeVvdXX1ypUrJYn0SrZSUlKGDx/+9ttv211SwH5yiXLs2LGcnJz777//wQcf9Du2Uk4gCQkJcumydu1au8sLhDASLGe5ceOGpERy+ispKTFZzPSzvtCo6cAxSrYkbBQVFUneKQvYXUZgUMlVVmVlZWFhoe/n7PK+WLBggZxwZIH6+nr96ovvlAD9pE44DqV6Xrx4Uc6DfVtXnR4NhORSs2bNio2NTUxM9AwqGRkZa9asOX78uPZJKLEE4aejo6OmpkauNDx/Zl3cc889ERER0dHRf//3fx9ON7MBp1EnHIdSPVtaWpKSkvq2rjo9Gqympqby8nK5WPf8WCQmJmby5MkSb+677z67Cwj0V1dX13vvvTd//vysrKyoqCjPz8oLCwsrKyu1AQNy4cHvVwEDTZ1w7PR6Ll68uLGx8ebNm2fPns3Pz1+9erX+r6A6SZ0e7TO3211XV1daWipByPPKPj4+ntHxCEV+PwGUBCs3N7esrKy+vp4vAAKDT51w7PR6Hjx4cOrUqdHR0enp6Rs2bPD8Eh8J1sBpa2vbvn17Wlqa51PV7uCriHA8o08AY2JitA/BuUcF2EudcKxMPZXpUcsZjY6/++67h/eQ/9pdRiitq6vre9/7XlFRUW5urtEngO3t7ZJ4MbgKsJ064Tic6+n1tSC7ixMO+CoiHEKSqvr6+u3bty9YsED/5U8+AQScT51wrEw9lenRQXPhwoXMzMzExESvjxG9vop4/vx5u0uKMOGZVPn9qapVq1bxCSDgcOqEY2XqqUyP2sLoq4j33HOPTOTn59tdQIQqSar+6Z/+6Q//8A9nzZrllVRNmzatpKRE++BP/lZVVXHLCnA+dcKxMvVUpkftZfRVREbHIyhGPwHqmVTZXUYAfaFOOFamnsr0qHO0tbW98cYb48eP93qutley1dXD7sLCfkZfANRuXMXHx1++fNnuMgLoL3XCcTjXk0HuzmE0Ov4rX/lKTEyMpFzHjx+3u4ywQXNzc05OjiRPU6ZMMfkCoEw0NTXZXVgAFlAnHCtTT2V61Pn4KqJSPEedS7ZUW1u7Y8eO4uLirKwsrzFVfAEQUIE64ViZeirTo6Hlo48+yszMTEtL04bD67y+isiAm9AiKXJjY2NdXd1rr70WHR2dkJAgvez3e3+SVScnJ7tcrq1bt/IFQEAF6oRjZeqpTI+GLqOvIiYmJkZERCxfvpyHTzuKZFEbN2588MEHn3vuueLi4vz8/GnTpnmNt/NNp6R/S0pKKisr6+vryZsBBakTjpWppzI9GgaMvoqoReiCgoI1a9ZUV1c3NjbyQdKgkU45c+ZMVVWVpEeSS0nWa5JIyX8nTZqUl5f32GOPpaSkPPzww6RTADTqhONwrqfXSd/u4qAv2trali9fPnbs2Pvuu8/3M6aYmJhp06Y9+eSTEvJfe+01Bm/1n+Sszc3NDQ0NBw4cGDNmjGS0ixYtysjI8ByBrnG5XHfffbdMZGdnS+J1/PhxWUvWtbsGABxNnXCsTD2V6dHwdv78+ZqamrKyMon6Xl/m16O+xPuVK1eWl5dLyCfl8qKPjpK0dfjw4XPnzi0uLi4oKMjNzU1NTfU7TEonaVZhYeH27dtra2tbWlpu92RjfLkPQFDUCcfK1FOZHlVKR0dHfX394sWL7+j5DtqIESOMUq6HH344Pz//4MGDYTyQS7/59A//8A8PPfRQWlraCy+8EODoKE+SacnysoWkpCRZS1JV2ab2bQMA6Cd1wrEy9VSmR9XU1NSkDfGR/Kmurq6iomLVqlV5eXl+hwoZDeRy+CAh/eZTaWnpyJEjH3jggcBvPun00VEzZswYOnTo7Nmzq6qqampqZLPaL07ZXUsAYU6dcKxMPZXpUXiRlOvo0aOSTMgxkJaWZjSQ68EHH4yIiBg/fnyZMclmHn/88e9///uSjkhK53szzO12nzx50nfovZ4b7d+/f+nSpZIYmewlMzMzPj7+29/+dp9vPknalJCQEBsb+8ILLzA6CoCjqBOOw7meXrHH7uLATu3t7ZLiaNO9DuQKiuQ0WVlZCxYskHxo3LhxMke22YfcqFf6zac5c+ZI8pSRkWF+84mvWAJwoDuUCcdOr2d3d/e6detcLpdckZeWlsrLvm1HnR5FsLSBXK+88ookRgUFBUY3ll588UUt0Zk9e7ZkObKw13OIA8mNZsyYoc156aWXjHYk6Vp8fPySJUu4+QQg/KgTjp1ez8rKyszMzE96yMTevXv7th11ehQDp6mpSdIdzznauHLJz2prayUfkiQsOzt79erVRrmRLH/o0KG6urrBLDYAOIc64djp9Zw5c+bRo0e1aZnIycnp23bU6VEAABxLnXDs9HrGx8frQ4mvXLnicrn6th11ehQAAMdSJxw7vZ4RERGdnZ3atExERkaaLGw+DmZQygsAAAypE46dXk/uYAEAEDbUCcdOrydjsAAACBvqhGOn13PPnj1G3yIMqpPU6VEAABxLnXDs9Hp2d3evXbvW1WP9+vWev4NFggUAQGhRJxyHcz0D/BFIAAAwaOzODgaJKvUM1qAdAYOzo3Day6DtiL04dkfsxbE7Yi+O3VE47SVU0Bb+8dZy7F4GbUfsxbE7Yi+O3RF7ceyOwmkvoYK28I+3lmP3Mmg7Yi+O3RF7ceyO2ItjdxROewkVtIV/vLUcu5dB2xF7ceyO2Itjd8ReHLujcNpLqKAt/OMocTJ6x7HoGseiaxyLrglX9Kt/HPFORu84Fl3jWHSNY9E14Yp+9Y8j3snoHceiaxyLrnEsuiZc0a/+ccQ7Gb3jWHSNY9E1jkXXhCv61T+OeCejdxyLrnEsusax6JpwRb8CAABYjAQLAADAYiRYAAAAFiPBAgAAsBgJFgAAgMVIsAAAACxGggUAAGAxJRKs7u7udevWuVyuhISE0tJSeanNP3bs2Ny5c2NiYpKTk5ctW3b16tXA1zWaj2AZteSRI0dmz54dHR0tvbN06dLLly8Hvi69YwnzZmxraxs7dqzRT/jQNQPKqBnv+L+CWpeusYRJM3744Yfz58+PjY0dPXr0/v37A1+XrglRSiRYlZWVmZmZn/SQib1792rz582bd/To0Y6Ojk8//XTFihULFy4MfF2j+QiWUUvOmTPn8OHD7e3t165d27Jli6TCga9L71jCvBlfeumlN9980yiK0zUDyqgZA/nJSrpmQBk147lz5+SC5MCBA59//vnFixefeuqpwNela0KUEgnWzJkzJZHSpmUiJyfHdxmJ4nJhob/Uz1NG6wayTQQikJaUJHjYsGH6S3pncJg049mzZ9PT091ut1dEp2sGh1EzmiRYdM3gMGpGyagqKir8rkLXhCslEqz4+Pi2tjZt+sqVKy6Xy3eZmpqavLw8/aV+xButG8g2EYheW/L69evbtm3zvL9I7wwOk2b8gz/4gx/84Ae3fSI6XTM4jJpR2j8xMVGuRjIyMnbv3n3r1i19FbpmcBg1Y1JS0qZNm5KTk4cPH/7ss8+2t7frq9A14UqJBCsiIqKzs1OblonIyEivBU6fPp2Wlnbu3LnA1+11mwiQeUtqQ0lGjhx5/vz5wNeldyxh1Iz/+I//OH36dG0giNEtE7pmQJk3440bNxoaGnJyckpKSgJfl66xhFEzykRRUdGnPRYvXlxcXBz4unRNiFIiwTJP/+vq6lJSUk6dOhXUulxSWKXXlvziiy82b948a9aswNeldyxh1IxTpkw5efKkNm2UYNE1AyqQZrx48aLf+XTNgDJpXnmpTUuOlZiYGNS6dE0oUiLBMvkAu7q6evTo0R988EGw6/KhuFUCaUnJsTxHyPW6Lr1jCZOBPr1+W42uGVCBNGNLS0tSUlLg69I1ljBqxtzcXMmrtOnLly/7TbDomjCjRIK1Z88ev1/B2LlzZ0pKSlNTk+8qeswwWtdoPoJl1JJLliw5e/ZsZ2fnpUuXVq1a5XcMFr0zoAJpRqMxWHTNgDJqxsWLFzc2Nt68eVPeO/n5+atXr9ZXoWsGh1Ez7t+//5lnntE/Inzuuef0VeiacKVEgtXd3b127VpXj/Xr1xv9Zozo6OjQ/2W+rtF8BMuoJQ8ePDh16tS77rpr7NixK1as+Oyzz/RV6J3BEUgzGiVYdM2AMn/XREdHp6enb9iwwe1266vQNYPDpBnfeOONxMTEhIQEuXr0O8idrgkzSiRYAAAAg4kECwAAwGIkWAAAABYjwQIAALCYEgmW0UOdg32yZiAPhzZZPZCnF2uMvv3e67NCAQCAEyiRYBk91DnYJ2sG8nBok9UDeXqxJ68EK5BnhQIAACdQIsHy5PlQ5/78qpvXw6E99eHpxX55JVgmzwoFAACOolyC5flQ5/48l8Dr4dCe+vD0Yr+8EiyTZ4UCAABHUSvB8nqoc5+frGnycOheVzd/erHXkp4vA3lWKAAAcAKFEizfhzr37Q6W73a8xqQH+/RioyHtXnMCeVYoAABwAlUSLL8Pde7DGKxeHw5tvrrO6OnFnrwSrECeFQoAAJxAiQTL6KHOwT5Z0+Th0IFs1uTpxX55JVgmzwoFAACOokSCZfRQ52CfrGnycGhPfXh6sXmB9flGzwoFAACOokSCBQAAMJhIsAAAACxGggUAAGAxEiwAAACLkWABAABYjAQLAADAYiRYAAAAFiPBAgAAsBgJFgAAgMVIsAAAACxGggUAAGAxEiwAAACLkWABAABY7P8BO5G1jynisGYAAAAASUVORK5CYII=)
| VMR Tools created by Darren De Zeeuw. |