Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit296-08-20020530_042700_20020530_091100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | B plot | GOES-9 | | | | - | GOES-10 | | | | B plot | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/05/30 |
Start Time | | 2002/05/30 04:27 |
End Time | | 2002/05/30 09:09 |
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 | | -13.35 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.60 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 185.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit296-08-20020530_042700_20020530_091100-constBx0 |
Minimum Dst Value | | -7 |
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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU3VuIEp1bCAwMSAwODowOToxMyBFRFQgMjAxOHw7sa4AAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyOTYtMDgtMjAwMjA1MzBfMDQyNzAwXzIwMDIwNTMwXzA5MTEwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTEgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDUtMzBUMDQ6Mjc6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTA1LTMwVDA5OjA5OjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzA5LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC4xODA2NjI5OTk1LCAibWF4IjoyLjAzMjk5NzAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX2kgJUAAAAABGdBTUEAAK/INwWK6QAAODxJREFUeJzt3X98FPWd+HFIAiwQ0g1ECBgQBBR7ESIP9IEl0ogBsaLGlmqsgFFRcxVsqiixBI1XVGqBR/SBJRao9A5L1Jzm0UbkrlzTPvBELx7RppJqagOGXpCoUdc2SBC+78vn+5jbfnZns5ud3ZndeT3/4DEZdmY++/7MzPs9P3fAaQAAAFhqgN0NAAAASDYUWAAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIUWAAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIUWAAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIUWAAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFAABgsYQvsAYMSPivAADxF4ud56uvvjp16tQ+5xyLRZML4DQJv0aabVRsbAAQQix2kvn5+S+88IIti2afbyGCaYmED2Kkh0ovv/zyvHnzPB7P2LFjb7311g8//FCN7+rqWrZs2ciRI7Oysh588EH/Sd58880FCxYMHz583Lhx27dvD7qUU6dO3XfffV6vNzMzs7y8XP5U4997771FixZ5e8mA/Bl0crNWmc3WbHyk8xnw94z2vPTSS3Pnzh0yZIjM56abbjp69Gjo+UQUE6Wzs3P8+PH+CzVrvNbIjIyM/gWHyIdYyQNbEmK8JZGPBa2dRuMHDhw4ZsyY4uLi9vb2EJP3o/0dHR3f/e53J06cOGjQIJlq4cKF0oNBG6ONlIGvfvWr/ouQ4fPOO8//A8Z/tbS0fPOb35SOGzx48KxZs55//nk1/pNPPpF2Tp06dejQobL0a665Zu/evX22ObAx/f5AINk8jx8/Hv2i+yHWNUGIvhbNzc1XXHFFei8Z+P3vf+/fsKDbe0TdF9EWqn2gn184cpRlmoQPR6T7iPnz5+/evdvn833wwQd33HHHlVdeqcaXlJTI/vdor+uuu+5nP/uZGv/OO+9IHbBz586PP/748OHDN9xwQ9ClVFdXz5w588+9ZGDr1q1q/MUXX7xmzZquXvfff7/8GXRys1aZzdZsfKTzMYvepZdeKoeh0ubPPvvsoYcektIh9Hwiiokiu6pHHnnEvwFmjfe3adOmVatW9S84Qbkq8mYruSHM88GWRD4WAgssNfDll1/+5S9/ueeee/Lz80NMHmn7jxw5ctZZZ8lsDx48+Le//U2q6l/96leXX3550MZoI2VASqVf/vKXxn+9+OKLMiawwHr33XelOtywYYPsf6R2ee211771rW+p/5Jl3XbbbfKBL7744tixY88+++zXv/710G0O2ph+f6DfkyRcgRW6r1tbW88444yNGzd29JLdlPwpI0M3rB/dF+YWGuZ/WY4CS+PccMiu5Hvf+96YXjJgHBVJF8rqm5OTI0el6s8f/ehHo0ePlsO7O++8U9ZU42On//7QIXARksOGDx+uhkeNGiWpUQ1L+jF2xFJRbd68uc/WSuUk+VUNy8CcOXPU8LBhw2QpavjTTz+VP/uclX+rzGZrNj7S+YSzPUjRYDQ7nOUaQnxYdlKTJ0/u7u42a4B/4w3SuZMmTZI9Xej5R9RIs4UmZeTNVnJDmLvvKCPf09Ozdu3aCRMmeL1eqRvUyBDb+5YtWyS3eTye2bNnNzc3q/FyrH/BBRfISPkvVQkFbuxasz/55JOhQ4fKQGlpqX9xuX37dhkTuv1BI3PLLbfIUVPQ72g2iX/bnnvuOf9FyLd7/vnnAxv/ne98Z926dUEXIV9HvpRZA/wXGmInedok+KF3npFOErjfDtqtZquBPznolRJTvktGRsa1117b2dkZztcJvVBZAWSG8nkJVD/6+sYbb9ROCT/wwANLlizRGqYJs/v8RVpgBd0o/Duiz2DKwckPf/jDiRMnZmZm3nzzzZ9//rkaH7gVBy4rnCR+ySWX7Nq1y2iwHEWMHTs20rA4lnMLLOm8wsLC9l5yWC/rqxovfXPNNdfI8ajxp3zsSC8ZqKysNMZrA4Hq6uoKCgrUsOQeOYZQw5KEZKVRw7JmSEuky2UVXLZsWVdXV9BZydpprJoyH2PyxYsXS8tldZEJKyoq5M8+v7h/q8xmazY+0vlIcLKysiSL5+bmPv744ydPntRmIpvTo48+apyPCWe5hhAf/sY3vvHMM8+cNu8d/8YbJI/KFt7n/CNqpNlCkzLyZiu5Iczdd5SRl3JB4vOnP/3p448/LisrUyNDbO9FRUVtbW0SkIceesioSGSTrK2tlV227JFvvfXWoO30TxIdHR2rV69WZwikwpg7d+6zzz4rwzU1NTJ84sSJ0O0PGhlpg+SnoN/RbBL//ZK0aurUqf/5n/8pfzY0NMiwjAnccckuyOzWgiuuuOK666575ZVX/va3v5k143QYO8kQwTebZ6STBO63g3ar2Wz9TZ8+/Te/+Y18ZdmvrlixYvny5eF/naALlT2zRPIvvRYsWNCPvpY+kvXZf4z8mZ2dHTomYXafv+jPYGkd0WcwN27ceNlll/35z3+WrVVKxrvvvluND7oVa8sKJ4nv2bPnvPPOkzVf/Zdsy+vXrw8zGs7n3ALr7LPPfvvtt9WwHGpMnjxZDUvfHDp0yPiY/Gl87A9/+IP/x7QBzYEDByZNmmRsM0uXLpWjkA96ySFjWlqaGp+amiprlRpfXFxcUlISdG4pKSlqHy1kQKZSw+rEsirqZcBYrc1orTKbrdn4SOejSJZqbGyU3Y2xnSiq2XLga5zr7nO54cTk3//93y+66CJ190nQ3tEar8gWeM455xw8eLDP+UfUSLOFJmXkzVZy/+UGnaE2PsrIT5kyxTh5YAixvUttpIb/+te/qlNQYvz48U888cT7778fop0D/p4cgssuQv3X0aNHpZvKy8vlX+NGt0jXHAmgf2oMPFUQOIn2v0899dTVV199uvdq0U9/+tPAD6ildHd3B23Ap59+KjlsxowZHo9HArhq1aqgh/597iRDBN/su0c6SeB+O2i3ms3WjEQgJycn/K9jttCWlhY1LBMG/Qqh+1pWFa2P5MPG9jUggNH4cLrPnyUFln9H+AsazGnTpv3xj39Uw7KlSBZTw0G3Ym1ZYSbxCy+8UB1vv/vuu9IA6Rqz75JwnFtgyTpnrLIyIH+qYekb/ztD5U+zj2kD/uR4ccKECa+//rox5qOPPpKUI7tgORZ5+OGHjYMPOaj1P+jPysoyZuu/qZgd+0r9fv/99xv3YMmfQSc3a1X/ThWEPx9/hw8fDhwvm9yDDz54ySWXhD+fPhd6/vnn79u3z4iDNlVg45WampqrrroqnPn34wyWSyJvtpIbwtx9RxocbW3337QNIbb3oC357//+76KiolGjRk2dOtW4rmf2YdWeNWvWGPe0ne69iCMfMK5Rhmi/GQlg4FkNY6GDBg3SrnDJ95Iazv9j8oGxY8f+4he/kH+Nq2zafEKcwTLILlEqp5tuuinonYt97iTDDL6/SCcJ3G9r/xt6tv7kmET6UVZjtVIZdXCkX8f/80ZPmd23ELqv5VioH2ewDIHdFzRBhJhVRAWWf0f0GUwpQ/1LQ2MFDroVa8sKM4nX1dWde+65J0+evOGGG+SoyeyLJCLnFlhhHiH5H5zJQODH1JVmf5Kqx40b98Ybb5gt+sknn5Q8pIbz8/P9b1sxCiyN2d0bsnaGeQ9W0Fb142aXiObjr729XXblgeOl2X3eURRUiNuPgh7PmTVeycvLe+WVV8KZf6T3YLkn8v78V3JDmLvvKCMvJVFEZ7BCtER20/X19UYm0zZ27cOyJRonLd588005Vn7hhRfOPPNM4zRhpGuOZMTy8nJtpLHQ884777XXXvP/r/3790+cOFH72KOPPpqWlmZcFgkssKSbHnnkkdAtUeQobsSIEYHj+9xJmgU/cOdp6McZrHD+DOcMloz8+c9/LkcLkpLl38CIRbouhXMGK3RfS2UQeA/WjTfeGHS5Zsy6L+gSwxx/uq+Nos9gSunT1tYWONugW7G2rDA7QrZiOeq+9957ZeswbhBMDs4tsORw07h8KyV2RUWFGh+4kSxYsEDdXiADgbcCnHHGGf7XlTZu3DhhwgRjczLIxiALklV8165d48ePN06Kbt++3biqUlxc7H8PkL8tW7aYPUUoLVdnsH7wgx+Y7bLNWmU2W7Pxkc5HvpGs97JOS4gk2itXrlTjly5dKmNOnDjx/vvvr1ixwjiuMptPRDHx59+bZo0/3fvygq997WtRBicoV0XebCU3hLn7jjLyDz/8cEFBwXvvved/90b427sRQNl3SwClwJK6Vo3UNnb/aT/88MO1a9fOnj37dO/9bbJD/93vfifDv/zlLy+44AJ19SdE+4NG5tChQ7Jo48ky+Tq/+tWvjE9KCStL+e1vf/tpr4aGhtzc3MceeyzMUBsD7777rlSQmzZtksgcP3789ddfN54i/PrXv/7ss8/KgZ+sMNLmO+6444orrgg6z9A7SbPga/H0F2Z/mQXQ7E+z2fqTaLz44osSClmFJBSBEYt0XZLPG/dgXX755f3oa9mU5Nhb+sh4ilD+NM54mcUkzO4LEbc+x58OuVGcDiOYVVVVEkyZg2xrv//976+//no1PuhWrC0r/JVEjk5l5LZt28L8UonCuV+gu7tbso56AEEGjDONgRuJekAmMzPzH//xH/2fU1ADkvm8Xq//eqPx+Xynewsp2X6GDRs2f/78AwcO+C9C9keytcj8JfmZ3eQuNbgU4Op9V6tXrzbOf8rOceHChV/pJRuPdhrZ/1sEbZXZbM3GRzqf5557bvr06UOGDJFjC9kYjCCr8YMHD5Y0LJu9HNmEXm5EMdG+eJ9BON17HrGuri7M+UfUSFdFPsRKrjU+9PgoIy/pRA42cnJyZJuSVKRGhr+9qwGpEeXY2uPxSHn0m9/8Ro0MsbGPHDny6quvVhvgsmXL1A1PirRBHTiFaP8Ak3394cOHb7nlFolqWlraqFGjrr322ldffdWIxtNPPz1r1iy1+cvAz3/+8z5nOCAgw53ufepW5iytkhXjwgsvNN6D9R//8R8yXsIocZg0adKdd95prDDaPEPvJM2Cr8XTX5j9ZfZ9zf40m60/OdySrh80aJAc0jzxxBOBEYt0XZIP3H777RIcCdE//dM/yZyDfoUQfS3eeust2dUP7yVV2ptvvum/oKDbUZjdF3QmfY43BG4UEQXzyy+/lPHTpk2TnZUcMBj74aBbsbas8FcSWaWnTp3a09OjfWWzaCSKhP8CAIAQkiBRxY3USVLr2N0Km508eTLwCZiYuuqqq37xi1/Ec4nxwYYHAMmMAqtPZWVlHR0dhw4duuyyy77//e/b3RybNTY2Gk8LxtqXX3751FNPnX/++cabGpIJGx6iFXgC3IE79IRoZKSS8kvBcqwVfaqqqsrJyRk9evRtt92WTK8J6J/09PSf/OQn8VmWrJwTJ06Uki4+i4szNjwAAACLUWABAABYjAILAADAYhRYAAAAFqPAAgAAsBgFFgAAgMWcUmC9/PLL8+bN83g8Y8eOvfXWWz/88MPAz5w6deq+++7zer2ZmZnl5eWhX2atCfpAOwAAsIp1RUEycEo45s+fv3v3bp/P98EHH9xxxx1BfxO+uro6/J9j09DxAADEDnlW48RwfPbZZ8OHDw8cH+lv3fuj4wEAiB3yrMaJ4airqysoKAgcn5GR0dnZqYaPHTvm9XrDnycdDwBA7JBnNY4Lx4EDByZNmvTOO+8E/ldKSsqJEyfUsAykpqZqH+DaMAAAtiDPapwVjoaGhgkTJrz++utB/5czWAAAOBN5VuOgcNTU1IwbN+6NN94w+wD3YAEA4EzkWY1TwrFx48YJEya0tLQE/pfRZ1u2bOEpQgBAcuvu7ra7Cf1BntU4JRyBt0z5fD7jv9TAqVOn7r33Xm+v1atXR/oeLOsbDQCApcrKylJTU2+77Ta7GxIx8qzGLeGg4wEADtfW1jZo0CBJWAMHDiwtLW1tbbW7RREgz2rcEg46HgDgZC0tLdnZ2ZKtBg8ebFzMKSoq2rdvn91NCwt5VuOWcNDxAADHkioqPT1dUlVBQYHP52ttbS0tLfV4PKrMmj17dl1dXU9Pj93NDIU8q3FLOOh4AIAz1dbWqupq8eLF/lVUR0dHZWVlVlaWKrOmTJmyefNmx94CT57VuCUcdDwAwIG2bduWlpYmSaqsrCzoOSqpqKSukupKlVkjR46cPXt2TU1N/JsaGnlWk8zh4E3uAAAnW79+vcpQ69atC/1Jqb3q6uqktFKfHzhw4IEDB+LTyDCRZzVuCQcdDwBwlLKyMslNaWlp1dXV4U9VUlKiaqzs7OyGhoaYtS5i5FmNW8JBxwMAHKKnp2fx4sWSmDweT21tbaST/+53v5s/f74qzrZt2xaLFvYDeVbjlnDQ8QAAJ/D5fIWFhZKV0tPT+/0KBinRysvL1ams0tJSJzxgSJ7VuCUcdDwAwHZPP/30GWecoS7wNTc3Rzm3nTt3qlc5FBQUdHZ2WtLCfiPPatwSDjoeAGC7lJQUyUcjRoyw6i3tjY2N6vWkEydOjL5iiwZ5VuOWcNDxAAB77dy5U13UW7lypYWz7ejoUE8Xpqen19XVWTjniJBnNW4JBx0PALBRZ2enemVon29k6Ifu7m7j6cLKykqfzxf/95GSZzVuCQcdDwCwUXFxsWSiwsLC2C1iw4YN6p2lqampo0aN6ujoiN2yApFnNW4JBx0PALBLfX29uoTX1tYW0wXt2bPH+AXDvXv3xnRZGvKsJpnDwZvcAQC26+rqysnJkTRUVVUVh8X9+te/Vq/Iam9vj8PiDORZjVvCQccDAGyxYsUKyUGzZ8+O29uqioqK1I8bxmdxCnlW45Zw0PEAgPhraGhQ55NaWlrittDm5mZZosfjseplEOEgz2rcEg46HgAQZ93d3dOmTVNP9sV50eqhQvk3bkskz2rcEg46HgAQZ6tWrZLsk5ubG/+fsmltbU3rFbeTWORZjVvCQccDAOKpqalJlTj79++3pQGlpaWS+xYvXhyfxZFnNW4JBx0PAIibnp6evLw8ST2rVq2yqw0dHR3qlQ1S6sVhceRZjVvCQccDAOJm/fr16vcBfT6fjc0oKyuTZhQVFcVhWeRZjVvCQccDAOKjpaVFnTpqaGiwtyWdnZ1erzc+LSHPapI5HLxoFAAQf/n5+XF+gi+EyspKaUxBQUGsF0Se1bglHHQ8ACAONm/eLBknJyenq6vL7rb8L2mGOokV61/OIc9q3BIOOh4AEFPd3d0FBQUpKSmScWpra+1uzv/ZsGGDNCkvLy+mSyHPatwSDjoeABBTe/fuVXekTJ061e62/B2p/LKzs6VhdXV1sVsKeVbjlnDQ8QCAmFJ3O6Wlpdl+b3sgdeEypq88Jc9q3BIOOh4AEDv79u1TrxWN9a1O/SN11ZQpUyQV7tixI0aLIM9q3BIOOh4AECNdXV05OTmSaMrLy+1uiykpraSFUmbF6CQWeVbjlnDQ8QCAGCkqKpIsk5+fH//fHAyftE398nR1dXUs5k+e1bglHHQ8ACAW1O1NXq+3ra3N7rb0oa6uTpqanZ3d3d1t+czJsxq3hIOOBwBYrqmpSb20PaYP6FlI/UJiVVWV5XMmz2qSORy8yR0AEDs+n09ddCstLbW7LeHas2ePNDgrK8vy96CSZzVuCQcdDwCwVklJiXqBZyyuuMVOQUGBNLuystLa2ZJnNW4JBx0PALBQTU2NZJb09PTm5ma72xKZhoYGafnQoUOPHDli4WzJsxq3hIOOBwBYpbW1VUorySzbtm2zuy0RUwWWWLBggYWzJc9q3BIOOh4AYImenp5Zs2ZJWikuLra7Lf3R0tKiCqxBgwZ1dHRYNVvyrMYt4aDjAQCWKCsrk5wyceJEn89nd1v6qbW1Vd2JJd/FqnmSZzUOCkefj/tF81QgHQ8AiJ56Ci8tLa2xsdHutkSlpaVF/baPFFuWzJA8q3FcOEIXWLGYLQAAfero6CgoKBg8eLAklA0bNtjdHAuopyDlX0vmRp7VOC4cFFgAAAeqqqpS109mzJhhd1us0draqk5itbS0RD838qzGceEIXWBlZWUNGzYsNzf38ccfP3nypCWzBQCgTz/60Y8klaSmpr799tt2t8Uy6n6yoqKi6GdFntU4Lhx99tDx48cbGxvnzJkTeGvegJBi1mQAQJJrb2/3er2SSmpra+1ui5U6OjrUT/00NTVFOSvyrMZx4Qizhw4fPizruuWzBQAg0KJFiySPLF682O6GWK+8vFy+WmFhYZTzIc9qHBeOMHtIDibGjBlj+WwBANDs2LFD3aPS2dlpd1us19XVpU7ONTQ0RDMf8qzGceEI7CFjTHFxcXNz8xdffHHw4EGptVeuXBnNbAEA6FOyXhz0V1lZKV+woKAgmpmQZzUOCofZLVPG8HPPPTd9+vQhQ4ZMnjx5zZo1Ef24Jh0PAOiHJL44aPD5fNnZ2fI16+rq+j0T8qzGLeGg4wEAkUrui4P+1Eso8vLy+j0H8qzGLeGg4wEAEXHDxUFDd3d3Tk6OfNmampr+zYE8q3FLOOh4AEBE3HBx0J86XTdlypSenp5+TE6e1bglHHQ8ACB87rk4aJC6Sqor+dby3fsxOXlW45Zw0PEAgDC56uKgv5qaGvnWOTk5ET1GppBnNckcDt7kDgDoB7ddHPSXl5cn372qqirSCcmzGreEg44HAITDhRcH/dXV1cnXz87O7urqimhC8qzGLeGg4wEAfXLtxUF/BQUFEoHly5dHNBV5VuOWcNDxAIA+ufnioOHf/u3f1K01FRUV4U9FntW4JRx0PAAgtMcff9zNFwcN8vUHDhwoocjNzQ1/KvKsxi3hoOMBACFs2rRJnbbZtWuX3W2x3xNPPJGSkpKWltbS0hLmJORZjVvCQccDAMw0NTWNGDFCFVitra12N8cRSktLJRoLFy4M8/PkWY1bwkHHAwCCqq2tTU9PlzQxatSotWvX2t0cp+js7FT3++/Zsyecz5NnNW4JBx0PAAhUWVmpTlyVlJT07ydikpj6BegwfzyHPKtxSzjoeACAP5/PV1RUJNkhLS2tH+/VdAOpq6ZNmyYh2rBhQ58fJs9qkjkcvMkdABBUW1tbbm6upAav17t37167m+Nce/bsUVHq6OgI/UnyrMYt4aDjAQBKQ0NDVlaW5IVp06ZxS3uf1LvB+nzvKHlW45Zw0PEAAFFdXZ2WliZJQeoGn89nd3MSgNSgab0aGxtDfIw8q3FLOOh4AHC511577eabbzbeUc4t7eErLy+XoOXn54f4DHlW45Zw0PEA4GbXX3+9Kq3S09N37txpd3MSTFdXV3Z2tkSvpqbG7DPkWY1bwkHHA4BrNTU1eTweSQQpKSmvvfaa3c1JSNu2bZMA5uTkdHd3B/0AeVbjlnDQ8QDgTsZ7RLOzs//1X//V7uYksFmzZkkYKysrg/4veVbjlnDQ8QDgQrxH1EL79u2TSHo8nra2tsD/Jc9q3BIOOh4AXIX3iMbCkiVLJKTFxcWB/0We1bglHHQ8ALgH7xGNkfb2dnU32759+7T/Is9qrA9Hd3d3RUXF5MmTpQ/k3wceeOD48eOWLyUcvMkdAFyI94jG1Lp16yS2eXl52iVX8qzG+nCsXLly3rx5zc3NUmnJv5deeun3vvc9y5cSKToeANyA94jGmiT3iRMnSoQ3bdrkP548q7E+HGPGjGlvbzf+lGEZY/lSIkXHA0By6+npWb58Oe8RjYOamhoV57KyMmMkeVZDgQUASHiPPPLIV77yFd4jGjeDBg1STxQapwnJs5qYXCIsLCx8++23u7u75V8Z5hIhACB2mpqaBg4cKPv5wYMHh/69PFilqqpKoq1+P0fVWORZTUxucl+zZs3ZZ58tha38u3btWrtucvdHxwNAUjLeIyo1lmQfu5vjIi0tLer3c1SNRZ7VuCUcdDwAJB//94h2dXXZ3RzX8a+xyLMat4SDjgeAZMJ7RB1CaqwxY8bwOqRA1oejubl5zpw5Q4cOddQ7qJzQBgCAJXiPqKOsXbvWIbneUawPx+zZsx966KG//vWvls85GnQ8ACQH3iPqNNIj6t1jdjfEWawPh8fj+fzzzy2fbT/wJncASDK8R9SZ2tvbybMa68Nx1llnBf2dbXvR8QCQ0HiPqMORZzXWh+MnP/lJUVFRR0eH5XOOBh0PAIlrzZo1o0eP5j2iTkae1VgTjgF9sWQpUbbQ7iYAAPqjoaFBpRKprniPqGORZzVuCQcdDwCJqKOj49xzz1XvEa2urra7OTBFntVYHw7ZBiyfZ/ToeABIOFJdTZs2TXbgUmO99dZbdjcHoZBnNdaH48wzz/yf//mf/jSlr+uJp06duu+++7xeb2ZmZnl5ufwZ0cz70SQAgF2M6kr+ddp9vQhEntVYH45NmzZ985vfPHToUEQF0P81yLyHqqurZ86c+edeMrB161ZLZgsAcBqqq4RDntVYH44ob3IP8eGLL7549+7dalgG5syZY8lsAQCOQnWViMizGseFI0QPZWRkdHZ2quFjx455vV5LZgsAcA6qqwRFntU4LhwheiglJeXEiRNqWAZSU1MDp3XyqyIAAKFRXSUu8qzGceHgDBYAuBPVVUIjz2ocFw7uwQIAt2lra9u3bx/VVUIjz2ocF47AHjLGbNmyhacIASDJNDY2GvdyUF0lLvKsxkHhMLtlyhg+derUvffe6+21evVq3oMFAElg27Ztarc/duxYqqvERZ7VuCUcdDwAOJDxSzijR48+dOiQ3c1B/5FnNW4JBx0PAE7DXe3JhDyrcUs46HgAcBSqqyRDntW4JRx0PAA4B9VV8iHPapI5HLxoFAAciOoqKZFnNW4JBx0PAE5AdZWsyLMat4SDjgcA21FdJTHyrMYt4aDjAcBeVFfJjTyrcUs46HgAsBHVVdIjz2rcEg46HgDsQnXlBuRZjVvCQccDgC3+8Ic/jBs3juoq6ZFnNW4JBx0Px3r11VcLCws3bNhgd0MAizU1NRUXF6ekpKh35fzXf/2X3S1CDJFnNW4JBx0PB+rq6qqoqEhNTVXpZ/To0UuWLNmxYwdH+Uh09fX1BQUFasU2Cqy2tja724UYIs9q3BIOOh6O0tPTU1VVlZWVZbwINy0tzf+9uLm5uatWrdqzZ093d7fdjQXCJaurHCHI2qtWY6/XK6vxoUOHdu7cuX//frtbh9giz2qSORy8yR3OVFNTM2XKFLVaylG+JJ6mpibJTC0tLVJ1LVy4MD093VhvPR7P7NmzpRSTfym24FhdXV3r16/Pzs5W621OTo6szDLS7nYhfsizGreEg46HEzQ0NMyaNUtloGnTptXV1QX9mBRS8sny8nLjw8pdd93V09MT5zYDof30pz/NyMgYPHiwWkvz8vJ27tzJiupC5FmNW8JBx8Nezc3NixYtUhlIjvK3bdsWZgbq7Oz88Y9/PGzYMDWtlFz79u2LdWuBcKh72AcOHKhWzvnz5+/du9fuRsE25FmNW8JBx8MuTz/99Lhx49Sd7F6vt7Kysn9X+mpqanJyclQmW7JkSXt7u+VNBcLkfw+7rNsej2fx4sV2Nwo2I89q3BIOOh62aGtrGzRokMpDK1asiPLxQKnMKioqJJnJ3NLT09etW8ddWYinoPew89ArFPKsxi3hoOMRfy0tLcY9v0uXLrVqtlK0LV68WM12ypQpZjdyARbiHnb0iTyrcUs46HjE2b59+9TDgAUFBUeOHLF8/nv37jVOJBQWFkoxZ/kigNO9T2ZceOGFxl2A3MMOM+RZjVvCQccjnmpra1V1tXjx4tilIpnz5s2bvV6vug/mmmuu8fl8MVoW3Mn/GvfChQu5hx0hkGc1bgkHHY+42bZtm3praFlZWRwO9Ds7O7/1rW+pFDhjxgxOLcAq/te4586da3dz4HTkWY1bwkHHIz7Wr1+vEtK6devittD9+/cb78riYS5YwrjGLaXViy++yOMU6BN5VpPM4Rjw9+xuDpJfWVnZgN4fvamuro7zouvr6x955BGVEaUZcV46kkx8rnEjyZBnNW4JBx2PmJIkpJ7s83g8kpzsasa+ffvU1cl4nj9DkonzNW4kDfKsxi3hoOMROz6fr7CwUL2byvbXrEt5p7Lj5s2b7W0JEpEt17iRHMizGreEg45HjDz44IMZGRnqB3Cam5vtbs7/qq6uVlcqbTyXhkRk4zVuJAHyrMYt4ZCO5yZNWK6trU0d7qenp7e2ttrdnP+jzkNIpmxoaLC7LUgADrnGjYRGgaVxSzik40eMGHH33XdXmigpKZH9S0VFhdkHFi5ceN555z3zzDN2fxU4hfEQ+8CBAx977DG7m6NTZyOk8tu/f7/dbYFztbe3v/jii5dddplDrnEjcVFgadwSjgHWkZy6ZMmSHTt28Atcbub/ovajR4/a3ZzgiouL1RrLe94RlM/nUxe4HXWNGwmKAkvjlnCoRGh2guq73/2u2sV84xvfMDuDNWHChJSUlMzMTP9iKzc3d9WqVXv27Onu7u7p6dm/fz8P3bhBojzELm1btGjRgN5fjuN4AIHeeuutgQMHDuj92WZHXeNGIqLA0rglHH12vNRGkjVDJ8vOzs7TvReGqqqqFi5cqFKs4vF4srKyZOCCCy5oaGiQz6gPa5qamrgVLNEl1kPsPp8vPz9fWjtt2rSg6yRcS2puWStk3TjjjDPefvttu5uDhEeBpXFLOGLR8VIqSS1VXl4+a9Yss+uJEydOlP+VaqykpETluZycHOdnZZhJxIfYu7q6VB6VurCmpsbu5sARjOpK/uXsJixBgaVJ5nBotU5Ml9XZ2fnDH/5wxowZ8+fPLygomDJlivoJ3qDmzJmzbds2fpc34STuQ+yvvvqqWvfOOOMMzmOB6gqxQIGlcUs4bOn4np6etra2/fv319fX79ix46677jr33HMHDx5sXFUsLi6W/+KElvMlwUPsy5YtGzJkCDkVVFeIEQosjVvC4ZyO9/l8UmypF38rWVlZZWVljY2NdjcNwTnqRe3RkGyam5s7gOcKXYzqCrHjnDzrEG4JhwM7vr29ff369SrhKZMnT/6Hf/iH2267jXNazvHkk0+eeeaZA5LlIXbjnncp6xO6WEQ/UF0hphyYZ+3llnA4ueObmprKysrUKyuVe+65hxrLCf75n//ZuHUpaR5i7+7uVpc709PT6+vr7W4O4oTqCrHm5DxrC7eEw/kdLxXVY489lpqaqjL6rFmzOMFgr9ra2uHDh6vuePLJJ+1ujpVkZSstLVU37O/cudPu5iDmqK4QB87Ps3HmlHCcOnXqvvvu83q9mZmZ5eXl8mfgZ6J5KjBROt7n8z3zzDM5OTnqOy5ZsqS9vd3uRrlRZWWl6oJvf/vbr732mt3NiYmKigr1HauqquxuC2Klu7v7nXfeobpCHCRKno0bp4Sjurp65syZf+4lA1u3bg38TDSdl1gdL/tESX4ej0ddx1m3bh2vJ40bqXGLiorU2Z2krzzkCxovTbW7LbCeHJ6NHDlSvaud6gqxllh5Ng6cEo6LL7549+7dalgG5syZE/gZ9xRYSltbm7pXRkyZMqWurs7uFiU/ibl67MDr9e7du9fu5sRDbW2tqrFuuOGG3/72t9z8l0yefPJJ4yZCqivEWiLm2ZhySjgyMjKM9x8eO3ZM0lvgZ9SjT8OGDZMU+Pjjj588eTL8+Sdux0uaN540LCws5On62GloaFC/dyTH+klzS3s45Isbv/skNb3dzYE16uvrVbfySziIj8TNszHilHCkpKScOHFCDctAamqq2SePHz/e2Ng4Z86cwIsaA0KKYetjrKenZ/PmzerV8AMHDpw8efJbb71ld6OSTXV1tTqRs2jRIhe+ZF+2KfWAhcfjaWpqsrs5iNb69evV+rxkyRJuMEB8JHSejQWnhCOcM1j+Dh8+3Odn/CVBx0t8Fi5cqIpF2XWWlpa66ixL7Ej9unz5chXYiooK114je/7550ePHu2Sm8+SmKzAJSUlan1OoF/MRBJIgjxrLaeEI5x7sPy1t7ePGTMm/PknR8d3dHTItzZ+bEcUFRXxNod+k3jOnz9fVRXp6em8sKC7u1v93qKQap5fLUw4skqrF8nK+sxdm4iz5MizFnJKOLZs2WL2FKHRZ8XFxc3NzV988cXBgwcLCwtXrlwZ/vyTpuPl8FSyYGtra2lpqXrMUMyePVt2pq499dJvN998swrgyJEj+akiQ319vboXLTs72yV3+icH2T1OnDhROi4nJ4frvIi/pMmzVnFKOE6dOnXvvfd6e61evdr/PVhGnz333HPTp08fMmTI5MmT16xZE9GNBUnZ8XK0WllZqXKhetJw8+bNR48eZd/ap87OTuMJzWHDhnFPm6a9vd34uczy8nJqd+czbmmXwy0eGIQtkjLPRsMt4UjijpdCU+oqqa5UOkxJSZF/ly9fzvUdM7W1taoqlWp+69atVA9BSViMG6VnzZrV1tZmd4tgilva4QRJnGf7xy3hSPqOl3RYV1d3wQUX+D84mZ2dvWjRolWrVtXU1DQ3N6tKwufzycGuO/fC/ieuJDK8Jb9P+/fvV1ed0tPTZS2yuznQSeF74403cks7nCDp82yk3BIO93R8ZWWllFkzZ8403mxk8Hg8eXl5I0eOlOE5c+b07xRXR0fHv/zLvyxYsOCmm25qaGhoampKlHMb/ieuduzYYXdzEkZXV1dxcbFahebOnXvgwAG7W4T/b9euXeot7cOHD+eWdtjOPXk2TG4Jhzs7vrW1VXa7UnIVFRUZ1xD7PMV1ureKUgPd3d1SQkk5UlZWVlhYaNzvFUiqlokTJxYUFMiyrr/+ehmWJTokGXPiKnrbtm1TF6Eko99+++28IsR2smFmZmaqtfqpp56yuzmAS/NsCG4JBx1/uvfi4P79+8vLyy+66KK8vDyzU1xChkePHp2bm6tyqlZIqR+Olf/Kz8+Xzxg/TR2UlFySm+16dacUiJy4ssrll1/u37O8IsRGslar7VeOkWSLtrs5wP8iz2qSORxapre7OU7U5ykuISXU4sWL169fX19fb5z7aWlp6erq8p9VZ2enzK2hoUF2/T/+8Y+lPpOCZsiQIUbpVlxcLHOI5x3lmzdvNgpETlxFr6OjQ0L60ksv8YoQe8kGq4JfUlJC5OEc5FmNW8JBx4dDneK65557vvrVr95yyy2NjY1R3gsvM9yxY4fxwP+A3l+TLCsri+lLp6TUq6qqmjVrlrHQRx99NHaLc6egrwhx55MT8SQblBwLDeBt+3Ak8qzGLeGg4+3V3t6+fv1641er1QW7s8466/nnn7dqEZLda2pqFi1aZJy1GjFixJgxY5YvX27VIqDRXhGSmZl57rnnXnnllSGefpDKjFOJ/SPxVFuQbDu8ABYORJ7VuCUcdLxDSN4tKysbNWqUUWllZ2cvWbJkx44d/X47oqRzqaKMW8qkwJKj/NraWk6oxId6Rcjs2bODXmL2f/pByt+UXpWVldJrLS0tvK0tTBIudb5w2rRpPGEAZyLPatwSDjreUXw+3znnnDN48GDtsUQ5QF+1atWePXukNpLPSFIJvMVE6rDm5mb5r5tuusnj8YwYMcKYXHL85s2bydl22bhxY2pqqvTI3Llz+3z6wZ9UYLNmzVq4cGFJScl55503bty4+vp6u7+Ng1RXV6vzslKh2vW8CNAn8qzGLeGg4x1IFU8tLS1VVVWSXP2fapTKafjw4TIwY8YMSbqFhYV5eXlmCVvSc0VFBYf1TiDpX6uJ/Z9+2LJly7x58y666KJvf/vbBQUFU6ZM8Xq9QftUCrXS0lL6VIK5fPlyFRNZybmlHU5GntW4JRx0vPN1d3dLGi4vL/e/Pz1QVlbWtGnTJD3PmTNn5MiRkobtbjiiIkVDW1vb/v376+vrt2/ffs455wwdOtTobje/DOL5559XrwWWY4+dO3fa3RygD+RZjVvCQccnls7OzsrKyvz8/O9///s7duzYs2dPY2NjorwyHtFrbW117csgAh+DlfXf7kYBfSPPatwSDjoeSDiuehlE4GOww4YNS0lJmTFjht1NA8JCntW4JRx0PJCgtJdBeDweKUFuueWWEM8hBr15y3g8YsOGDTNnzlywYEGlibvvvnvcuHGyxLq6ujg8MxHiMVjtdb6Ak5FnNckcDu3eHbubA6D/Qr8Mwv85xIsuukjGnH322X0+HhEms5/sjIZUe7fffntGRob/bf48BouERp7VuCUcdDyQHEpLS7Oysi655JLQzyEGMh6PkDomJSVFJqyoqAh6Buuuu+4a3UuKNrOf7Dz//PPlf5944olwXugV+kfTeQwWyYE8q3FLOOh4IFn5P4coRcwtt9ySm5t74403hng8or29PfwTUeH8ZKdRKhkn0q6++urp06dffvnlZj+aLrMaOnTonXfeaXE4AJuQZzVuCQcdD8ASPp/v17/+dUZGRmpq6ty5c8M8kRb0R9OBZEKe1bglHHQ8AAsF3oGunUjLzs6W3c61114b/Y+mAwmBPKtxSzjoeADxpOotu1sBxA95VuOWcNDxAADEDnlW45Zw0PEAAMQOeVbjlnDQ8QAAxA55VuOWcNDxAADEDnlWk8zh0B6Ttrs5AAAkLfKsxi3hoOMBAIgd8qzGLeEI/Q5AAAAQJbtTvbO4OhzxWRvisBS+iDuXwhdx2lKS5ovEZyl8EacthQrJWq6OJluF05aSNF8kPkvhizhtKUnzReKzFL6I05ZCgWUtV0eTrcJpS0maLxKfpfBFnLaUpPki8VkKX8RpS6HAsparo8lW4bSlJM0Xic9S+CJOW0rSfJH4LIUv4rSlUGBZi2gmA7YKB6JTnIYecRp6xGnoEWsRzWTAVuFAdIrT0CNOQ484DT1iLaKZDNgqHIhOcRp6xGnoEaehR6xFNJMBW4UD0SlOQ484DT3iNPSItYhmMmCrcCA6xWnoEaehR5yGHrEW0QQAALAYBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIUWI5z6tSp++67z+v1ZmZmlpeXy59q/IC/F9G0ZuMRphABfPPNNxcsWDB8+PBx48Zt3749/GnplGiEuZlkZGSEPy09Eg2z6L333nuLFi3y9pIB+TP8aemRaJhFr6ura9myZSNHjszKynrwwQcjmpYeiQgFluNUV1fPnDnzz71kYOvWrWp8OK+AM5vWbDzCZBbAd955Z/z48Tt37vz4448PHz58ww03hD8tnRKNcKK3adOmVatWhT8tPRINs+hdfPHFa9as6ep1//33y5/hT0uPRMMseiUlJcXFxUd7XXfddT/72c/Cn5YeiQgFluPIDmj37t1qWAbmzJmjhkMUWMZ/mU1rNh5hMgugVFSbN28OOgmdElN9Ru+LL76YNGnSkSNHjDH0SEyZRW/YsGGfffaZGv7000/lT2MSeiSmzKI3atSoDz74QA1LjZWfn29MQo9YiwLLcTIyMjo7O9XwsWPHvF6vGpZVPysrS3ZPubm5jz/++MmTJ41JjK3CbFqz8QiTWQDHjBmzdu3asWPHjhw5ctmyZXKMbkxCp8RUn9GTY+ubb77Zfww9ElNm0Vu8ePEDDzzwySefyNZRUVEhfxqT0CMxZRY9KbDkTzUslZZ/VOkRa1FgOU5KSsqJEyfUsAykpqb6/+/x48cbGxvluKGsrCz8aUPPE30yC6AMLFmy5INexcXFJSUl4U9Lp0QjdPS+/PLLc8455+DBgxFNS49Ewyx6R44cOeuss9QtcTLwl7/8Jfxp6ZFomEVv6dKlN954o9prfec730lLSwt/WnokIhRYjhPOIcLhw4eDjuewI0ZCBNb/WDArKyuiaemUfgsdvZqamquuuirSaemRaJhFr7Cw8P777zfuwZI/w5+WHomGWfQ++ugjqasyMzPHjBnz8MMPZ2dnhz8tPRIRCizHCecid3t7u2wb4U/LhfMomQUwPz/f/26GoAUWnRILoaOXl5f3yiuvRDotPRINs+gNHTrU7B6sPqelR6IRTvSefPJJKbbCn5YeiQgFluNs2bIl6GMaxcXFzc3NX3zxxcGDB+UocOXKlcYkxoVzs2nNxiNMZgHcvn27cbJdOsj/ph86JaZCRO+ll1762te+FjgJPRJTZtGTlFxRUaHOYP3gBz/wT8n0SEyZRU92WXKILt2xa9eu8ePH//GPfzQmoUesRYHlOKdOnbr33nvVa2NWr15tvGjkueeemz59+pAhQyZPnrxmzZru7m5jEmOrMJvWbDzCFCKADzzwQFZWVmZm5tKlS4Pe5E6nxEKI6OXn59fV1QVOQo/ElFn03n333YULF36l1xVXXPGnP/3JmIQeiSmz6Mlh4bhx44YNGzZ//vwDBw74T0KPWIsCCwAAwGIUWAAAABajwAIAALAYBRYAAIDFKLAc5+WXX543b57H4xk7duytt9764YcfqvGR/vqm2Xw00fy29OneJ7bmzp07ZMgQWcpNN9109OjR0LMFAMANKLAcZ/78+bt37/b5fB988MEdd9xx5ZVXqvGR/vqm2Xw00fy2tLj00ktfeOGFrq6uzz777KGHHpKSLvRsAQBwAwosR5OqZfjw4Wo4mje/+c9H04/fljYjxZzxFkHeRwcAcDMKLEerq6srKChQw9H8doH/fDT9+G3poD7//PNHH33UOE/GLyoAANyMAsu5Dhw4MGnSpHfeeUf92e9f39Tmo4nmt6UN6j6t0aNHt7a2htkqAACSGAWWQzU0NEyYMOH11183xvTvDFbgfLT71iP9bWmz294//fTTBx988JJLLgl/tgAAJCsKLCeqqakZN27cG2+84T+yH/dgBZ2PJprfltZIjdXnHWMAALgBBZbjbNy4ccKECS0tLdr4SH9902w+Yc42xG9L+1u6dKl84MSJE++///6KFSuMe7D4TVAAgJtRYDnOgAA+n+905L++aTYfTT9+W9qf+tjgwYPHjx9/xx13fPTRR6FnCwCAG1BgAQAAWIwCCwAAwGIUWAAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIUWAAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIUWAAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGL/D+7DJyLxgnh5AAAAAElFTkSuQmCC)
| VMR Tools created by Darren De Zeeuw. |