Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit317-10-20020719_135800_20020719_184300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/07/19 |
Start Time | | 2002/07/19 13:58 |
End Time | | 2002/07/19 18:41 |
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 | | -31.25 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit317-10-20020719_135800_20020719_184300-constBx0 |
Minimum Dst Value | | -10 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAyMDoxODo0NSBFU1QgMjAxOBAu1RUAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzMTctMTAtMjAwMjA3MTlfMTM1ODAwXzIwMDIwNzE5XzE4NDMwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTIgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDctMTlUMTM6NTg6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTA3LTE5VDE4OjQxOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC4xNjQ2MzU5OTk1LCAibWF4Ijo0LjgxMDY4NDAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX2QlWLTAAAABGdBTUEAAK/INwWK6QAAOK1JREFUeJzt3X90FOW9P/CEBLIkERIIEEISEgI2eAJGm3oDBIg0aISggRtpWgEj4gU03qZeiigLRC9i2hM40RM1LWDTe6JGmmtzNGLqTc3tiTblrJfQRokYbNDFG2y0UdZ21VX4fk6e8527nd2Z7G5md2bn8379kTO7mR/PM5+ZeT4z8+xMxGUAAAAA0FSE3gUAAAAAMBskWAAAAAAaQ4IFAAAAoDEkWAAAAAAaQ4IFAAAAoDEkWAAAAAAaQ4IFAAAAoDEkWAAAAAAaQ4IFAAAAoDEkWAAAAAAaQ4IFAAAAoDEkWAAAAAAaQ4IFAAAAoDEkWAAAAAAaQ4IFAAAAoDEkWAAAAAAaQ4IFAAAAoDEkWAAAAAAaQ4IFAAAAoDEkWAAAAAAaQ4IFAAAAoDEkWAAAAAAaQ4IFAAAAoDEkWAAAAAAaQ4IFAAAAoDEkWAAAAAAaQ4IFAAAAoDEkWAAAAAAaQ4IFAAAAoDEkWAAAAAAaM2eCFRFhznoBAARVMA6ev//97+fNmzfqnIOxaLQFoCNzbnxKOxV2NgAAFcE4SBYUFLzwwgu6LBrHfA1hZfrLnOvL31Oll19+edmyZTExMTNnzrz99tsvXLjgPqYgm9zdpEmTVBbkOfmlS5d27tyZkJCQmJi4a9cu+uh12ldeeWXFihUWi4VKdeedd3788cfqkyt97+98VGrntTrDw8ObNm2aMmVKUlLSvn37lFaF+kyUQiArjDT+e++9V1JSkjCCBuhjYCsHa15pTQpDQ0NpaWnukyhFSpM1HwxKO29kZOSMGTPKy8vtdrvK5AGUf3Bw8O67787IyBg/fjxNVVxcTCvNa2FkX9LAVVdd5b4IGp4/f777CNK/+vr61q1bR9GfMGFCXl7er371K/H9p59+SuWcN2/exIkTaem33HJLR0fHqGX2LEzAI3iiLfmLL74Y+6IDEOycQCXWpLe396abboofQQN/+tOf3Avm9eDmV/i87tFKhx3ZhGOtuc9CuSyjMWfN/T1GXH/99XSCRc3VxYsXH3roIdo6fZ/hoUOHduzY4dfiGhoarr322j+PoIHDhw97nWrlypXHjx93OBwfffTR1q1bV69erT650vf+zmfU2smqU1FRQa3UhRHr169/+umn1deG15kohUBpzS9atGj37t3DIx544AH6GNjK8YrVmldakwI1HgcOHHCfRClSmqz5YPBMsMTAN9988+GHH/7bv/1bQUGByuT+lv/8+fOzZ8+m2Z4+ffrvf/87NW8vvfTSjTfe6LUwsi9pgFKlF198UfrXr3/9a/rGM8F69913KTusra19//33KXf5wx/+8M///M/iX7Ssu+66i0b48ssv//KXvzz//PPLly9XL7PXwgQ8QsCThF2CpR7r/v7+adOmHTx4cHAE7dH0kb5UL1gA4ZPNSumwozJJUCHBCht0KPnhD384YwQNSGdFFELafFNTU+msVHz8yU9+Mn36dDq9u+eee2hLlUa7/I+nDp6LoO0yNjZW9qXSJkJzzszMpN1MvdieTRrtAGKYBpYsWaI+OaHGLC4uTn1yX2bry3xGrZ2sOlOnTqU9WQxTS6/eXCnNxJ17CJRGoxGoLmL4s88+k8Yfy8rxyvRrXmlNEmo2srKynE6nUhTcIzXGNe9yufbs2ZOenp6QkEB5g/hSZX9/6qmnqG2j0/T8/Pze3l7xPZ3rX3PNNfQl/UtkQp47u6wun3766cSJE2lg27Zt7hnq0aNH6Rv18ntdLZs3b6Y81WsdlSZxL9uxY8fcF0G1+9WvfuVZ+B/84Af79+/3ugiqDlVKqQDuC1U5SF5WWPnqB09/J/E8bnsNq9Jm4O7MmTOUYlJdJk2atHbt2qGhIV+qo75Q2gBohjQ+ragAYn3bbbfJrivv3bt3w4YNsoLJ+Bg+dyrHUvfDjvv4njuFeyBGXZl0cvLv//7vGRkZiYmJd9xxx+effy6+99yLPZflSyO+dOnS5557TiownUXMnDnT39ViBGGWYFHwioqK7CPoTJq2V/E9xeaWW26h81HpI412fgQNVFdXS9/LBmRoQ3n00Uc9U36l8ekgTpvXqMWWTU5brbTJ0jkKbYujzqG1tbWwsFB9cl9m68t8JEq182zmaXIxTO29L9XxnIlEFgIaLSkpiVrxnJycxx577Ouvvxbfl5WVUfRplxseHrZarfRRvVIBrHPB9GteaU2SVatWPfPMM56TCLJIjXHNU7pA6+fs2bN//etfq6qqxJcq+3tpaenAwACV4aGHHpIyEjoKt7S00CGbjsh33nmn1/q6NxKDg4P333+/uEJAGcayZcuef/55Gm5ubqbhr776Sr38XlcLlYHaJ691VJrE/bhEpZo3b94bb7xBHzs7O2mYvvE8cFHjJLuZK7npppvWr1//+uuv//3vf1cqxmUfDpIqK19pnv5O4nnc9hpWpdm6W7hw4WuvvUZVpi25srJyy5YtvlfH60JpX6A1+eGIG264IYBYU4xoe3b/hj4mJyerrxMfw+dOJSLuhx2VSWSBGHVlHjx48Lvf/e6f//xn2lspZbzvvvvE9173YtmyfGnE29vb58+fT1u++BftyzU1NT6uDUMJswRrzpw5b7/9thimUw06vRbDFJtz585Jo9FHabS33nrLfTTZgDuRZdMpnXQV1/1fnuNT+K+88ko6yx+12LLJx40bJ47dhAaioqLUJz958mRmZqa0JytNPupsfZzPqLWTVWfjxo10rvbRCDqxjo6OVq+O15lIX3oNATWZNpuNjn3STisuzovxaUA6NAS8crzisOaV1uSrr7563XXXif5AXq89yCI1xjU/d+5c6eKBRGV/p9xIDP/tb38Tl6BIWlra448//sEHH6jUN+If0Sk4HSLEvy5cuEBh2rVrF/2V+pb5u+VQFNybRs9LBZ6TyP77s5/97Oabb748crfo5z//uecIYilOp9NrAT777DNqw66++mqLxUIrcMeOHV5P/Uc9SKqsfKW6+zuJ53Hba1iVZquE1kBqaqrv1VFaaF9fnximCb1WQT3WtKnIYkQjSztphAep8L6Ez53S6pUddlQmkQXCndeVmZ2d/c4774hh2lPouCGGve7FsmX52Ih/5zvfEWd37777LhWAQuO1eAYXZgkWbXPSJksD9FEMU2zce4bSR6XRZAMytDHt27dv6dKlsu+9jk+nuWvWrJGN5r6rKE2udE7sdXI6i01PTz9x4sSok6tfKvB9Pkq1U6rOJ598Qq07NVR0xvbII49Ip2jq/A3B5ZELxVIh6RzogQcekHoO0Uf1SgVwBYvJmldakwsWLOjq6vI6iSCLlL8rR7a1u+/aEpX93WuN/ud//qe0tHTq1Knz5s2T7uspjSzKs3v3bvc+l3Q+TSNI9yhVyq+EouDZpEkLHT9+vOwOF9WLcjj30WiEmTNnPvvss/RXussmm4/KFSwJHRIpc7r99tuVeuGor1sfV747fyfxPG7L/qs+W3d0AkZxpH1BbFRSHuxvddzHlyKldJdcPdZ0+hHAFSyJZ/h8bF8Ez8OOyiSyQIy6MikNdU8NpQ3Y614sW5aPjXhra+u3vvWtr7/++vvf/z6dNXmthfGFWYLl4xmS+8kZDXiOJu40e0XNhteb1p5j5ubmvv76674UWza57/2BqK1NSUl58803fZlcZbZ+zWfU2qkcGp544glq8pX+6+NMvIaA2O12alfEMO3hQe2DxWfNK61JpTNsd+6RGuOap5TIrytYKjWiw3RbW5vUksl2dtnIVHfposWpU6foXPmFF16YNWuWdGXO3y2HWsRdu3bJvpQWOn/+/D/84Q/u/+ru7s7IyJCN9uijj0ZHR0u3RTwTLIr1gQMH1EsiUN58xRVXeH4/6kFSaeWrHDwDuILly0dfrmDRl7/85S/plIOaZPrrucb83ZZ8uYKlHmvKDDz7YN12221el6tEKXxelyjxethxp75TjLoyKfUZGBjwnK3XvVi2LB8DQXsxneP9+Mc/pr1D6iAYdsIswaLTTen2LaXYVqtVfO+5k9xwww2iewENeHYFmDZtmvstmI0bN9LHr7766oMPPqisrPSlD9bLL7+8ePFiH4stm/ypp57y5XdJBw8epFMQaScfdXKl7/2dz6i1k1WHDhkUDjoQPPfcc2lpadKlY3WymSiFoLy8nHZC2sHovxT6e++9V3xPzR5FX1x3efDBB6Vmz9+V4xWrNa+0JpUmUYrUGNf8I488UlhY+N5777n33vB9fxcDtLXQsZu2FkqwqIERX8p2dvdpP/744z179uTn518e6VJGB/Tf/e53NPziiy9ec8014u6PSvm9tpHnzp2jRUu/LKPqvPTSS9KYlAfTUv77v//7sxGdnZ05OTk//elPVWbo/r008O6771IGeejQIVozX3zxxYkTJ6RfES5fvvz555+/cOECxYjKvHXr1ptuusnrPNUPkkorX7Y+3fkYL6UVqPRRabbuaG38+te/plVBmxCtCs815u+2RONLfbBuvPHGAGJN+2NSUhLFSPoVIX2UrngprRMfw6ey3pQOO+5UdorLPqzMuro6Wpk0B9rX/vSnP33ve98T33vdi2XL8n0joTSRvjxy5IhKZQ0unMp6eeSKIjWx4gcINCBdafTcScQPZBITE7dv3+7+OwUxQJtgQkKC9PHYsWMLFy6cMGECtVK0QVPO7j4rryfxBQUFra2toxbY6+SUm1NiLp48dP/99ys9WcfzEoLD4VCZXOl7f+ejUjuv1Tl69CgdZWJjY1euXHny5MnA1olSCMT3MTExdKJDe6YUcWpgiouLJ4+gA5B0Kd7flYM1r7QmZRNKw0qRGuOap+aE0rvU1FTaZ6kpEl/6vr+LAUo06dzaYrFQevTaa6+JL2U7u/samDJlys033yyqvGnTJtHhSaAyiN8ZqJQ/QuFY//7772/evJlCEx0dPXXq1LVr1/7+97+X1sYvfvGLvLw8scJp4Je//OWoM4zwaOEuj/zGk+ZMpaJYfOc735Geg/Xb3/6WvqfVSOshMzPznnvucT+guc9T/SCptPJl69Odj/FSqq/SR6XZuqMzEwr9+PHjKbd4/PHHPdeYv9sSjfAv//IvtHJoFT388MM0Z69VUIk1+eMf/0g7V9wIytJOnTrlviCv+6OP4fM6E6U5i8OOO8+dwq+V+c0339D32dnZdGSmEwbpkOV1L5Yty/eNhDbpefPmuVwuWZWV1oYBhVNZAQBAE+HVUOmL8iTKdfQuhc6+/vprH39Go5U1a9Y8++yzoVyi5rCPAQCwgwRrVFVVVYODg+fOnfvud7/7ox/9SO/i6Mxms0m/Fgy2b7755mc/+9mCBQukJzWEKexjEBSel6kNeEAPi0L6y5SVAs1hqxhVXV1damrq9OnT77rrrjB9TICG4uPjn3zyydAsizbOjIwMSulCs7jgwT4GAAAAoDEkWAAAAAAaQ4IFAAAAoDEkWAAAAAAaQ4IFAAAAoDEkWAAAAAAa45Jgef3tOgAAAISY3hlBiJi5njwjCgAAYFh8mmM29WQTUQAAAMPi0xyzqSebiAIAABgWn+aYTT3ZRBQAAMCw+DTHZq4n+mABAAAYCp/mmE092UQUAADAsPg0x2zqySaiYHpOp1PvIgAABIhPc8ymnmwiCub229/+dtKkSXPmzBkeHta7LAAAfuPTHJu5nuiDBeZz9dVXi+35ueee07ssAAB+49Mcs6knm4iCiQ0ODsbExIgEKzk5ubu7W+8SAQD4h09zzKaebCIKJma1WmlLLi4uLioqogGLxdLU1KR3oQAA/MCnOWZTTzYRBbNyOp3Jycm0JXd1dblcrm3btolLWZR16V00AABf8WmOzVxP9MECMzly5Ahtxnl5edI3DQ0N0dHR9GVpaanD4dCxbAAAPuLTHLOpJ5uIglnl5OTQZiy7J9jR0ZGQkEDf5+bm2u12vcoGAOAjPs0xm3qyiSiYEiVSomO7y+WS/auvry87Oxvd3gEgLPBpjtnUk01EwZRKSkpoG66pqfH63+HhYXR7B4CwwKc5NnM90QcLzKGvr08kT0NDQ0rjyLq94zGkAGBMfJpjNvVkE1Ewn8rKStqAKX8adUyp23tkZCQNh6BsAAB+4dMcs6knm4iCyQwPD1ssFtqA+/r6fBm/qalJXMfKysoKdtkAAPzFpzlmU082EQWTqampEQ8X9X2Su+++W1zHQn8sADAaPs2xmeuJPlgQ7lwuV2pqKm297e3tfk3Y2NhIU8XHx/f39wepbAAAAeDTHLOpJ5uIgpk0NzfTppuTkxPAtOXl5eL5WJ5PdgAA0Auf5phNPdlEFMwkLy+PNt3Auqs7HI65c+fS5FVVVZoXDAAgMHyaYzb1ZBNRMI3u7m7abpOSkpxOZ2BzsNlsojNWW1ubtmUDAAgMn+bYzPVEHywIa2VlZWN/l3NdXZ3I0vAiHQAwAj7NMZt6sokomMPAwED0iMHBwTHOqri4mLb/wsJCdMYCAN3xaY7Z1JNNRMEcduzYQRvthg0bxj6roaEh8VPE6urqsc8NAGAs+DTH4VFPaiHS0tL8jQpuEUKYcjgcCQkJtNH29PRoMsOOjg5xPayrq0uTGQIABIZPcxwe9bz77rsPHDgwlqjwiSiYgOg4VVBQoOE8rVYrzTM1NVXlhYYAAMHGpzkOg3qePn06KyvL6XQiwQImxOMVWltbNZyny+WijI1mW1paquFsAQD8wqc5DoN6rlq16plnnrk8tqjwiSiEO8qraHOlHEvzPul2u13ceayrq9N2zgAAPuLTHBu9nq+++up111136dKlyz5EJUJVSMoLMFaFhYXBy4FE9maxWLTq3QUA4Bc+zbHR67lgwQKpWy6uYIG5DQ4O/vSnP6Vt9YorrhgeHg7SUiorK2kRUVFRW7duDdIiAACU8GmOjV5PrS5E8YkohAun09nT09PY2FhVVVVUVJSUlCRt5FOnTg3qcuPi4mgpkZGRwUvjAAC84tMch1M9ZVHxK0h8IgpGduDAgaVLl65duzYnJ0e8xMZdQkLC5MmTaWDRokVBLUZ9fX1UVBQtaMeOHUFdEACADJ/mOJzq6W+ChT5YYCidnZ2ybZLSrLKyspqamra2NvEqG4fD0draSn+DXZiuri6R4QX2JmkAgMDwaY7Z1JNNRMGwzpw5I/Kq7du322y2gF/hrJWmpiYqDKVZ7e3t+pYEAPjg0xyzqSebiIJh1dbW0na4fPlyvQvyf6qrq6lI8fHxvb29epcFAFjg0xyzqSebiIJhiceHtrW16V2Qf7Bhw4aIkSe8j/2t0gAAo+LTHJu5nuiDBcbR3t4u8hjNHx86RtIT3vPy8kLQ9wsAmOPTHLOpJ5uIgjGVlpbSRlhTU6N3QbwYGhrKzs6OGHmLjtHyPwAwGT7NMZt6sokoGJDdbo+OjrZYLIa9DdfX1ycexIUHNwBAUPFpjtnUk01EwYB27dpFW2B5ebneBVHD+cENQ0ND99xzD35NCRACfJpjM9cTfbDACFwuV3JyMm2B0kufDIvtgxvS0tLEUeLWW281fpgAwhqf5phNPdlEFIymublZPFNU74L4hOGDG3p6ejwfANvQ0IAu/wDBwKc5ZlNPNhEFoxG/0Quj+27cHtwgfn+wZs2akydPWq1WcblRvLmosrKyr69P7wICmAqf5phNPdlEFAylt7dXXBAKo8shLpdr8eLFVOyUlJShoSG9ixNc4v1FlEtJNaXqNzc3i7RYKCoqamlpwe8rATTBpzk2cz3RBwt0V1lZSdse/dW7IP45fPiw2GvS09MHBgb0Lk4QFRYWUjWrq6s9/0XJ8bZt2yg5Fqti4sSJ3/rWt86ePRv6QgKYCZ/mmE092UQUjMPhcIjmOez6M9lstqioqMjISCp8cnJyZ2en3iUKio6ODnH5anh4WGkc+ld9fX1KSopIs7KyssLoYiSAAfFpjtnUk01EwTioYaYNr7CwUO+CBMJut7/zzjvFxcXid4VHjhzRu0Tay83NpdrV1dWNOiatDUo0x40bR+MXFBQgxwIIGJ/mmE092UQUjCMnJ4c2vJaWFr0LEjiXyyUe4kW2bdtmpn5Ira2t4vqc0+n0ZXyq+1tvvSW6wCPHAggYn+bYzPVEHyzQUVdXl2i/TZCUNDU1WSwWcTXOHN3eKSji7UD+/rqzr68PORbAWPBpjtnUk01EwSDKy8tpq7NarXoXRBs2m00kFhkZGWHXpcxTY2Mj1WXu3LkBpL/IsQDGgk9zzKaebCIKRjA4OBg9wm63610WzVCl8vPzxVMnWltb9S5O4CipotSKKkJpVmBzQI4FEDA+zTGberKJKBhBTU0NbXJlZWV6F0RjTqezoqJC3HP3+miDsFBXV0flz83NHcvdW+RYAIHh0xybuZ7ogwW6oGY7NTWVNjmzvtGvtrZWvBb6mmuuCbvnQlGOKBKjsV+EQ44FEAA+zTGberKJKOhO/DwtOztb74IEEeWO4pkFKSkpepfFP+LiYl5eniZzQ44F4C8+zTGberKJKOhOPDvKl6crhbVZs2aJa8O1tbV6l8VXw8PDCQkJVGYNH52KHAvAL3yaYzb1ZBNR0Fd/fz9tbBaLReXh4OZgt9t/9KMficeQhsuj3qurq4Px6Fcpx5o3b965c+e0nTmAyfBpjs1cT/TBgtDbsWMHbWxbtmzRuyAhYrVaxeO+jP97ycHBQfHmou7ubs1nTjlWVFQUzXz+/PmazxzATPg0x2zqySaioCOn0ynuQNlsNr3LEiIul6uoqIiqnJ+fb/BHqlZVVVE5S0tLgzT/6dOn0/wTExODNH8Ac+DTHLOpJ5uIgo7E4ysp1dC7ICE1NDSUkZEh3qWjd1kUDQwMiIfR9/T0BGkRb731VkxMDC3C+BfzAHTEpzlmU082EQUd5eXljeXxleHLZrOJ9EWXulPyNOoLfMTju+hvUEuyYcMGDr9vABgLPs2xmeuJPlgQSm+88Ya4Q+Tjy4NNRly9ozQreJeIvGppaREd7e+7775qBeXl5ePGjaNx+vv7g1qYpqYm8XPCoC4FIKzxaY7Z1JNNREEXLpcrPT1dtPSm//2gki1btoiXFfr4Qmhaad/73veuvfbaU6dOBbZEh8Mxe/bsCN9ceeWVgS3Fr/KIK3mDg4PBXhZAmOLTHLOpJ5uIgi72798vWvGYmBgf0wvzoYRJ3CQtLi4etcN7W1vbokWLxErLzMwMrIO8eKP25MmTb7jhBqXLV1arNTY2NiJUL94uLS2lZR05ciQEywIIR3yaYzb1ZBNRCL2uri7xaueqqqpgPAIgjNjtdvFEKKVshrLP2tpa0SmeRI6ICOi9jeIJEfHx8X19fepjDg8Phywu4i5hUVFRaBYHEHb4NMdGr+fLL7+8bNmymJiYmTNn3n777RcuXPB9WvTBghCgxlu8eXDXrl16l8UQOjo6xJsK29ra3L+32WwVFRXiDpq4k0iZFuVbb7zxhng8FaWnvi9F5DG0IKO98JG2B5Fts72QCaCOT3Ns9Hpef/31L7zwAh2zLl68+NBDD61YsSKw+fCJKISYuCVUUFBg8KdAhRJlTuLa0osvvkgnRY2NjeLWoVBSUiLLvcQlQPrX/v37fZm/NH5DQ0NwajAm4sFguEsI4BWf5jic6ulwOGJjYwOblk9EIZTq6+tp00pISBgYGNC7LMZSVlYm3QQUA0lJSTt27FBaUS0tLSJnolWqPuf+/n5xF7KyslL7cmuBUquIYD7RFCCs8WmOw6aen3/++aOPPrp69erAJucTUQiZnp4eccOrtbVV77IYDp0OTZkyRaRWCxYsaGxsHPXpFQ0NDeKuHyVbKrPNzs72sR+9XoaGhqgWtG3g3c8Anvg0x+FRT3GYnj59uvpjbNR/pB2y0gIHUktv5MeX6+vkyZOUBh04cMD3SWpqaiKU3x4tvZYnJyfH4LlLQUEBlbOpqUnvggAYDp/mOGzq+dlnn+3bt2/p0qWBTc4nohAa4sngubm5PB8rGjzijYHx8fGev/ujXDZi5MXSxr8hW1dXh7uEAF7xaY7DqZ6UY8XFxQU2LZ+IQgg0NzeLJKC3t1fvspiQeLoVJVLuz18QKYvFYgmLB2HY7XaxhSD/BpDh0xwbvZ4bN248ffr0V1999cEHH1RWVrr3wfIrSHwiCsHW398vHiuAn4kFicvlKikpoTWcmpoqHone1tYmusBTaqt36Xwl7hKifx6ADJ/m2Oj1PHbs2MKFCydMmJCWlrZ169ZPPvlE+teoQUIfLNCc9LDy8vJyvctiZg6HQyQo2dnZx48fFxltdXW13uXyg+hPtmHDBr0LAmAsfJpjNvVkE1EIKtFDKCMjw+CdrE1geHhY/IxACLtMpb+/H3cJATzxaY7Z1JNNRCF42tvbxW/cbDab3mVhYXBwUNwZHD9+fDimKbm5uVR4oz1rHkBffJpjNvVkE1EIko6ODnGjqra2Vu+yMPLzn/88Kyvr8OHDehckEOIV4Fu2bNG7IAAGwqc5NnM90QcLtOJyuSZMmCB+2qZ3WSBs9PX1iUfYG/aZqAChx6c5ZlNPNhGFYBCXIsjatWv1LguEk7lz59Jm09HRoXdBAIyCT3PMpp5sIgqaE68WjoqK2rlz5/DwsN7FgXBitVrxuH8Ad3ya49DV0+l00rEmKyvLYrHQ3717937xxRchWzqfiIK2KKNKTU2l7WfXrl16lwXCT09Pj3igl94FATAKPs1x6Op57733rlixore3lzIt+nv99df/8Ic/DOoS0QcLxq60tJQ2noKCAnSjgcCIu4RdXV16FwTAEPg0x6Gr54wZM+x2u/SRhumbkC2dT0RBQ/X19bTlJCQkGP/ld2BY4tlp9NeXkZ999tn7778fT1kDE+PTHCPBAvCup6fHYrHgbScwRl1dXT7eJXzsscfE5fbc3NwQFAxAF3ya45DeIiwqKnr77bedTif9peFg3yJ0xyeioAmHwyEeI47uyTB2ohsfpexKIwwNDZWVlbl3aWhqagplCQFChk9zHNJO7rt3754zZ47FYqG/e/bsCXYnd/TBgoBVVFSICwnh+ABxMBpxl9BqtXr9b0tLS1JSkrgZXVtbu3PnTvGOnf7+/hCXEyAE+DTHbOrJJqIwds3NzaKF6+3t1bssYAYdHR20Rc2dO1f2vfuFq5KSEqkTRXl5ucjv8dMKMB8+zTGberKJKIxRf3+/eCXOkSNH9C4LmATlSeIalftdQvcLV42Nje7jOxwO8dtDH7vGA4QRPs1x6OrZ29u7ZMmSiRMn6nLbjk9EYSyoIczLy6Otpby8XO+ygKls2bKFtqv9+/dfVr5w5c5ms4kXXbe1tYW8sABBxKc5Dl098/PzH3roob/97W8hWyL6YIG/RF+ZjIwM/E4etCXuEubm5qpcuJKpq6sTrzL0moEBhCk+zXHo6mmxWD7//POQLU6GT0QhYO3t7bSdREdH22w2vcsCZuNyueLi4qTzPaULVzLFxcU0cmFhITpjgWnwaY5DV8/Zs2fr+LRGPhGFwDz55JOTJ0+m7aS2tlbvsoA5XXXVVSK7+slPfuLjJENDQ+IRD9XV1UEtG0DI8GmOQ1dPasBKS0sHBwdDtkTcIoRR9fT0WK3WmTNnio0kLy9P7xKBaT388MO0jcXFxfn1yvCOjo7oEXjZDpgDn+Y4uPWMGE1Qly4rSciWBcYn8irxQy13zz//vN5FAzOz2WwBnGTSthox8iz4oaGhYJQKIJT4NMds6skmoqDCM69KSkrasmXLb37zG0qtWlpa9C4ggBcul6ugoIA219LSUr3LAjBWfJrj0NUzMjIyZMvyxCei4Ok///M/Z8+ePW3aNFle1dHRgb7DEBbsdntCQgJtunV1dXqXBWBM+DTHoavnrFmz/vd//zdki7uMPlgwYmBgQHr62tSpU5FXQZhqbW2lbdhisai80xDA+Pg0x6Gr56FDh9atW3fu3LlLly6FbKESPhEFd319fcnJyRT9yMjIZcuWIa+CsFZZWUkb86RJk1566SW9ywIQID7NcUi7maOTO4RSV1eXeOlNYWHh+fPn9S4OwFg5nU5xOXb8+PE6PvUGYCz4NMds6skmoiC0tLSI7KqsrAwXrsA01q1bJ85Ok5OTOzs79S4OgN/4NMdmrif6YLF15MgR8R63qqoqZFdgMidOnBBPeKeNHK8kh7DDpzlmU082EYWamhqRUosX6wKYD5027Nq1S2zn27Ztw1kEhBE+zTGberKJKHPibc10Zt/Q0KB3WQCCq6mpyWKxiF6GeAYphAs+zTGberKJKFt0El9WViZ+x45HhgITNptN/E42IyOjt7dX7+IAjI5Pc2z0er7yyisrVqygJnPmzJl33nnnxx9/7Pu06IPFh8PhKCoqoijHx8fjlW3AyuDgYH5+vtj4W1tb9S4OwCj4NMdGr+fKlSuPHz9OzedHH320devW1atXBzYfPhFl6D/+4z8yMzPF76pwEg8MOZ3OiooKcSZZXV1tt9txxxAMi09zHE71vHjxYlxcXGDT8okoH+LFgiK1Ek9p7+/v17tQALqpra0VP56NjIyMiYnBg7LAmPg0x+FUz9bW1sLCwsCm5RPRsOPvD6A8X9hMzYl4IkOQSggQLtrb26UXQ23YsGF4eFjvEgHI8WmOw6aeJ0+ezMzMPHPmjMo4Xh8Wjz5YRrZ58+bx48evW7eus7Ozr6/P630Nu93udDo98yrphc2nTp1qbm6mcUJffgCj+eMf/yjtJgkJCdXV1UizwFD4NMfhUU9qfdPT00+cOBHwHPhENCxQIlVXV5eXl+c1Fc7IyKB/FRcXV1RUlJeXjxvhmVfh2T8ASuiEpLS0FGkWGBCf5jgM6tnc3JySkvLmm2+OZSZ8ImpkTqeTollSUiJ6ipDY2NjExMTFixcXFhbSaTe1BEoXICdPnoy8CsAvSLPAgPg0x0av58GDB9PT0/v6+jz/5VeQ+ETUmDo7Oyk9Ei8HjBh5ECgd91taWjzv61H+NDAw0N3d3dbW1tjYeN9991177bV33HEH8iqAwCDNAkPh0xwbvZ6eVzIcDof0L7+mDX5h4R9QpFauXJmVlSUehCjk5+fX19fjN+QAIeaeZk2cOHHOnDmvvfaa3oUCjvg0x2zqySai+nK5XN3d3TU1NcXFxeIlHlK3KqvViscoAOiL0qxVq1ZJaRYeTAqhx6c5ZlNPNhENpY6OjqGhIfekSroJKMTExMTFxR0+fFjvkgLA/7nmmmvEw01IWVmZ3W7Xu0TACJ/mmE092UQ0NAYHB2+99VZaqxMmTJAlVbm5uVVVVXRmLPp54OkJAAZEu2d9fb3YeRMSEvBydAgZPs2xmeuJPlhaEY+hamxspMypqKgoKSlJtm5lSRUAhAW73V5SUiL24oKCAq8/JwLQFp/mmE092URUE4ODg4888siKFSvWrFmTk5MjPVVBQqe8ixcvzs/P37dvH5IqgLDW0tIifolisViqq6vxi10IKj7NMZt6MogoZUW9vb2dnZ1PPvnk9u3bH3vsMRru6ekZ9ZVko16gIpRmlZWV1dTUtLW1occGgMnQadKWLVvEzp6dnd3d3S39XhtAWxyaY4FNPc0SUcqWlixZQqebmzZtqqiooHwoNzc3NTXVMyXyvOaUkZFRWFhYWlpK01K2tH79+vLycqULVOI3gCtWrLDZbOhHBcABnZJRdiUOAlFRUStXrtS7RGBCpmmOR2XmepqgDxalU21tbbW1tZRL5eXlybqTyyQlJdHBkVKolJSUiJGHpC9fvpzyJ1/SL88LVHRGS0dbvVcAAIQUnU1ZrVbpN4Zvv/223iUCswnT5jgAbOoZEbF9+/ZqZUVFRXPmzNmzZ4/KW4c14bXHknR379ChQ//0T//07W9/WymdSk5OnjZtGv3rrrvuamxsbG9vt9lsspuANLe6ujpZf1WqUX9/Py2ipaWlsrJSzO3BBx/EBSoAkHn66acnTpwoDjjd3d16FwdMBQmW2Yx6Cccr2VuHk5KSrr/+epWOTfQl5Ume30v5U0FBAc128eLFPt7do6MbLb2qqqqhoYEOcxp2J+/o6MBxEwCU0NGGjlERIz3fm5qa9C4OmAcSLLMR+cq2bduUrmDNmTMnKirquuuuG/Wtw+7cOzatXbt23Lhx9OWtt97qV++oCLe7e0uXLqWZxMbG/td//Rd+nQcAOnK5XHTMFMcoq9Wqd3HAJJBgmYEsiRn1ES+yX83I3jpcXl4eHx+fmZlJaZCPHZs886clS5ZQQnb77bcr3d27PHIZDPfsAMAgGhoaxO9g6DQSPy2EsUOCZTZBiqh7x6YjR46sWrWqqKho7969KvkTAEB46ejoEBf1c3Nz8ZQWGCMkWGbDJ6IAAJrr6+sTT3BAt3cYIz7NMZt6sokoAEAwoNs7aIJPc2zmeso6QuldHACA8Cbr9o6X6kAA+DTHbOrJJqIAAEEldXu3WCwnTpzQuzgQZvg0x2zqySaiAADBtm/fPnEdKzMzM3iPZQZT4tMcs6knm4gCAASbw+G48cYbY2NjI0ZeDj04OKh3iSBs8GmOzVxP9MECAAgeyqtycnLETwtHfdAggMCnOWZTTzYRBQAIGYfDId4AlpSU1NXVpXdxIAzwaY7Z1JNNRAEAQsnpdJaVldExNj4+vq2tTe/igNHxaY7Z1JNNRAEAQkx6fEN0dDQekQXq+DTHZq4n+mABAISM1WoVB9u6ujq9ywLGxac5ZlNPNhEFANALpVbiEVlVVVV6lwUMik9zzKaebCIKAKCjlpYWkWNt2LABj3oHT3yaYzb1ZBNRAAB9dXZ2xsfHi0dknT17Vu/igLHwaY7NXE/0wQIA0IXNZouKiqID7+TJkx0Oh97FAQPh0xyzqSebiAIAGMG8efPEyW1BQQFyLJDwaY7Z1JNNRAEAjGBwcPDQoUPTp09HjgXu+DTHbOrJJqIAAMbR19eXnJyMHAskfJrjMKhnwJ2o0AcLAEB3yLHAHZ/mOGzqOcaQ8IkoAIDRIMcCCZ/mOGzqiQQLACB8IccCgU9zHDb1RIIFABDWkGPBZU7NcdjU05eQRKgKQSEBAEAFcizg0xyHTT1xBQsAwATcc6xz587hdTrc8GmOw6aeSLAAAMxByrEiIyNnzZqFS1ms8GmOw6aeniHxK0h8IgoAYHyUY8XFxYn+G52dnXoXB0KHT3McBvVU6ko1apDQBwsAwLDc3wk9ODiod3EgRPg0x2zqySaiAADhgvIqyq7o+JyamtrX16d3cSAU+DTHbOrJJqIAAGFkeHi4oKCADtHJycnd3d16FweCjk9zbOZ64hYhAIDxORyOkpISOkrHx8ejP5bp8WmO2dSTTUQBAMKOy+UqLy+nA3V0dHRLS4vexYEg4tMcs6knm4gCAISpqqoqkWPV19frXRYIFj7NMZt6sokoAED4qqmpEZ069u/fr3dZICj4NMdmrif6YAEAhJ2Ghobo6Gg6aFdVVeldFtAen+aYTT3ZRBQAINy1tLSIHGvt2rVnz57VuzigJT7NMZt6sokoAIAJdHV1SY96f/zxx/UuDmiGT3PMpp5sIgoAYA7Nzc1SH4/CwsIjR47grYUmwKc5NnM90QcLACCsWa3WrKysmJgYcRi3WCzl5eVtbW0ul0vvokGA+DTHbOrJJqIAACbjcDgaGxuLioqkE+akpKSqqiqbzaZ30cBvfJpjNvVkE1EAALOy2+01NTU5OTlSppWamjpjxoxt27bhddHhgk9zzKaebCIKAGB6PT09VVVVycnJ7v1AEhIS8vPzKdmqq6trb29HymVMfJpjM9cTfbAAAEzM5XJROjV+/PhZs2YlJSVFeKCUKzc3l/7SCE899VRnZ2dfX9/Q0JDeBefI6XT+5je/mTt3Lp/mmE092UQUAIAVqcM7ZU6UQtXX11dWVhYWFnpNuSQZGRl5eXnFxcUVFRVXX331xIkTt2/fjgxsjCgWAwMDNputo6Nj9erVixYtotVbVFSUmprK8HoHm3qyiSgAAAiUKh07diwzMzM9PX3dunWUdc2dOzchIUEl8fKagZWVlVEGtnjxYn1vO1Lu8sQTT1D6+Itf/ELHXJBWQktLy/r16++66y5aOSUlJQUFBbS64uPjVdZndHT0nDlzxDihL7Mu2NSTTUQBAECduNDS3d3d1tbW2Ni4bNmyxMTE5cuX+5KBKfX0stlslPR4LotG6O3tpX8dOnRo8+bNlCH5mBtRCal4tbW1lMRQqqeSvrjngv/6r/96yy23PPzww7SUnp4emskY15XT6aT50FqqqqoqKipSvy4oCpObm0vJ6IQJE8aNG3fPPffQWurv75dmyKc5NnM9ZVHXuzgAABAeZBkYJS6UWKSlpSn19Fq4cKEYpuRG3BSjJEN2X2zU3Gj79u3p6elZWVnf/va3vaZT06dPj4yMpIH58+f7dTWORqMF0SSlpaVlZWU0n5SUlB07dlQroHGoRjfeeGNOTo54Z5FsbrQqIkYuSj355JOtra2UzNHqGh4edl+HlJl5veDHpzlmU082EQUAgODxq6dXxMgju7Kzs2lMkQxNmzbNx9woOTmZEq+qqqqGhgZK9UT60tXVRR8pd5HKI8sFr7rqKpr2iiuuoKVQeuRLkjcqmg+lXDU1NbQIu91+eSR5omX19vYGsAL5NMds6skmogAAEEoi5dqyZcvNN9/88MMPU+bR3t5us9lkt+foI6Vl7hd1ZLnR5s2bY2Nj09LSfve738muBvmOUp/W1lbZ/Uf62N/fT4VsaWk5ePAgZV3p6ek7d+5UuoKVkpJCjWZJSQnVwj2Z0wSf5phNPdlEFAAAwpRBXgEkMr8gzZxPc2zmesoucupdHAAAAO74NMds6skmogAAAIbFpzlmU082EQUAADAsPs0xm3qyiSgAAIBh8WmOzVxP9MECAAAwFD7NMZt6sokoAACAYfFpjtnUEwAAAAxA74wgRLjUUyY0AcZSDLsgLAVLMc2CsBQsxRxLMR+ma81MG6WZlhKyBWEpWIppFoSlYCnmWIr5MF1rZtoozbSUkC0IS8FSTLMgLAVLMcdSzIfpWjPTRmmmpYRsQVgKlmKaBWEpWIo5lmI+TNcaNhfDQmiMCXExLITGmBAXYLoFYNM3LITGmBAXw0JojAlxAaZbADZ9w0JojAlxMSyExpgQF2C6BWDTNyyExpgQF8NCaIwJcQGmWwA2fcNCaIwJcTEshMaYEBfAFgAAAACgMSRYAAAAABpDggUAAACgMSRYAAAAABpDggUAAACgMSRYAAAAABpDggUAAACgMZMkWBH/n+e/hoaG0tLSlB5JcunSpZ07dyYkJCQmJu7atYs+qn8P/vIamoh/5HVChCaolFb+qVOnbrjhhri4uJSUlKNHj3pOiLgEmy+7zKRJkzwnRGiCymtc3nvvvZKSkoQRNEAfPSdEXNgySYIleG2q77777gMHDii14g0NDddee+2fR9DA4cOH1b+HwHi2FqNOgtCEgCwQZ86cobORpqamv/71r++///73v/99z0kQl9BQ2UcOHTq0Y8cOz+8RmhCQxWXRokW7d+8eHvHAAw/QR89JEBe2TJ5gnT59Oisry+l0KjXwtD8cP35cDNPAkiVL1L+HwPieYCE0oSQLBGVU9fX16mMiLqGhtI98+eWXmZmZ58+f9xwToQkBWVxiY2MvXrwohj/77DP66Dkm4sKWyROsVatWPfPMM57/kj5OmjRpaGhIDP/lL39JSEhQ/x4C47n+k5KS6GCUk5Pz2GOPff31155jIjQhIIvLjBkz9uzZM3PmzClTpmzatIlOyj3HRFxCQynBOnz48B133OF1TIQmBGRxKSsr27t376effko7i9VqpY+eYyIubJk5wXr11Vevu+46cWNb6Wg1bty4r776SgzTQFRUlPr3EBiv6/+LL76w2Wx03lZVVeX5X4QmBGRxoZW5YcOGj0aUl5dXVFR4ToK4hIbXXeabb7658sorT58+7XUShCYEZHE5f/787NmzRd8sGvjwww89J0Fc2DJzgrVgwYKuri6v/5Lg3CI0VO4Jvv/++15XL0ITArK40LqlVSqGKcdKSkrynARxCQ2vu0xzc/OaNWuUJkFoQkAWl6KiogceeEDqg0UfPSdBXNgyc4IV4cFzEtwdDw2VBMtut8+YMcPze4QmBGRxKSgooLxKDF+4cMFrgoW4hIbXXSY3N/f1119XmgShCQFZXCZOnKjUB0uCuLBl5gRL5V/Sx6eeesrr7ziUvofAyNZ/eXl5b2/vl19+efr0aTrnu/feez3HRGhCQBaXo0eP3nbbbdItQve+PohLiHkezV5++eXFixerjInQhIDnrwitVqu4gvXggw+6J0mIC5gkwRr1SpVSgnXp0qUf//jH4ikm999/v/sTSrx+D/7yGppjx44tXLgwJiYmKytr9+7dTqfTfXwxgNAEldIus3fv3qSkpMTExI0bN3rt5I64BJtSaAoKClpbW72OLwYQmqDyGpd33323uLh48oibbrrp7Nmz7uOLAcSFLZMkWAAAAADGgQQLAAAAQGNIsAAAAAA0hgQLAAAAQGNmSLBeeeWVFStWWCyWmTNn3nnnnR9//LH43t9XbCrNR0ZpclkXSK9vY5WN6f7l8PDwpk2bpkyZkpSUtG/fvrGtEgAAANCTGRKslStXHj9+3OFwfPTRR1u3bl29erX43t9XbCrNR8aXN3QqvY3VnSzBqqioKC8vvzBi/fr1Tz/9tF8rAQAAAIzDDAmWu4sXL8bFxYnhsTzezX0+MqNO7vk2Vq9kCdbUqVPdn/FYUFCgPjkAAAAYltkSrNbW1sLCQjE8lhcUuM9HZtTJPd/G6pVnguX+lhK8NgEAACB8mSrBOnnyZGZm5pkzZ8THgF+xKZuPjPrk6m9jdSdLsDZu3Cg9RPsHP/hBdHT0qHMAAAAAYzJPgtXZ2Zmenn7ixAnpm8CuYHnOR9YnXX1yz7exKj1fXvbNJ598QnlVYmLijBkzHnnkkeTkZD8qDwAAAEZikgSL0pqUlJQ333zT/csA+mB5nY+Meh8s9bexulN5c+ITTzxByZYvMwEAAAADMkOCdfDgwfT09L6+Ptn3/r5iU2k+Ps72svLbWL2SJVi33Xab3W4fHh5+7rnn0tLS3nnnHR/nAwAAAEZjhgQrwoPD4bjs/ys2leYjo/KGTqW3saoXWHx59OjRlJSU2NjYlStXnjx5cozrBAAAAHRkhgQLAAAAwFCQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABoDAkWAAAAgMaQYAEAAABo7P8BPf98DZ9A3WEAAAAASUVORK5CYII=)
| VMR Tools created by Darren De Zeeuw. |