Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Andrey_Samsonov_090622_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | January 02, 2001 |
Start Time | | 2001/01/02 20:00 |
End Time | | 2001/01/03 06:00 |
Key Words | | southward IMF turning |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -16.01 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.29 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 170.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Andrey_Samsonov_090622_1 |
Minimum Dst Value | | -35 |
SW Source | | WIND |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU3VuIE9jdCAxNiAxNDowNTozMiBVVEMgMjAyMoSTNDgAAAGvdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiQW5kcmV5X1NhbXNvbm92XzA5MDYyMl8xOiBTV01GIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTAgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDEtMDEtMDJUMjA6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDAxLTAxLTAzVDA2OjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzA5LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6Mi4xNDAzNjQ5OTk1LCAibWF4IjoyNC4yOTI5MzUwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF1922ISSQAAAARnQU1BAACvyDcFiukAAC7SSURBVHic7d17jBXl+cBx2NtxWdZ10aUUEBBdURFWVBAQCQVvC0VEiqVoERGJlFgkSm22pDXIrwXFqDF4oQQtWkvBdmutAmKRgloUL5UtkBUJm4YIYQ0bsjEnZEP292QnnY7vXM6cc2bO3L6fPzZzZufyzPPOmfc5M3PmdOsEAACAp7oFHQAAAEDcUGABAAB4jAILAADAYxRYAAAAHqPAAgAA8BgFFgAAgMcosAAAADxGgQUAAOAxCiwAAACPUWABAAB4jAILAADAYxRYAAAAHqPAAgAA8BgFFgAAgMcosAAAADxGgQUAAOAxCiwAAACPUWABAAB4jAILAADAYxRYAAAAHqPAAgAA8BgFFgAAgMcosAAAADxGgQUAAOAxCiwAAACPUWABAAB4jAILAADAYxRYAAAAHqPAAgAA8BgFFgAAgMcosGCtWzf2DYSdH3vprl27+vfvn3HJfqyaNx0QJ7yfYY1jPcLPj7109OjRO3fuDGTVvOk8RDIROHbBOHviiSfKy8vlbw7z+nd4OnXq1JIlSwYMGFBaWlpZWTljxoz33nvPp3UFZdmyZRVdGhoa9JEnT56cPXt2KpWqrq5evnx5xulFU1PT9ddfL43Yv3//l156SRu5Y8eOiRMnynIke/PmzTtx4oTzeDvd/svNFlm2mozs3bv3mTNn9MlkA/VhGd+nTx/ZallFXV2dssARI0boq+72bW7i0WfMcwIzSaAnq86B3zXB8ePH77//ftmXpBFlZ5syZcq2bdv0/8rOJmPKu9TX18tLY2CWbZTVe9mufe12fuOMuW9zlijL4CF2pjgbMmTICy+8UFtbm8O8/h1o5Nj94IMPfvXVVzJ8+vTpP/3pTxMmTPBpXYFYt27d+PHjv+4imyYvtfFz5syZP3++bHI6nV6wYMH69eudpz948ODgwYO3bNkilYpUS9I1auOlF9y+fbuMlOVI9yZFlfN4Zy4b2q7VZs6cKcPaNDK+uLhY1q69lPHTp0/XVjF69GiJTV+abJSMMRZYbmLIIfgcluxylsgVWFJdSSW0cuVK2c06uxpLWkH2Ge2/zc3NUg3LvtfRRXZOKZ0PHTrkHFgO72VlUXY7v8MsvqLAgofYmWJrx44dY8eO7ey65GHs2+QIIkcx7UPniBEjPv/8c228HB/nzp0rH9/lwPr4448bO79nnnlGDr7Sd2pj5INmdXW1TDl79uz29nYZI0fGTZs26auQA27fvn21f5nJeo3nPIyOHj0qH4LlA7RMI8du/RyMxLBmzRot5qFDh8qnZOkApPjQNmH//v3aZNJhDBs2TAIbNGiQXr5If79w4ULtI7IM6N2/XR7M08uGnHfeefJhXY9TxkiWjGOMpMPQrzHJwLhx47RhCUxfuwzoBZDd9NIc+lkrO5JJid/9eDNzj2LZx9i1muR86tSp2vAbb7whO4n81V7K+DfffFNboIw0dr2yja+//rr7AksmeOKJJyTnkkNJi7ERtQHLVnY+K5btLMobwf3+Y161w37uvJBs37xGshyHk9ky+9NPP20cIy9lpBKYwuG9bEdZlN3Ob5xeaRGlITIms9PqkKV5+OGHq6qqKisrZYGW63JoCD2GrI5+SBQKrNiS7m3Dhg0y8Morr+ifUzu7Dg1ylJHPi3JklAPuqFGjtPFyrJk+ffqpLjJgPJzNmTNHP1488sgj06ZNk9nlY+78+fO10yq7du2SykZfxaJFi+QobxeYFBbz5s374IMPzIdmKZ608bJwicd4fJ81a5Z8BJd/yXFfehHjS62OFFIGaaWk8XzP0qVLJWB9u+Slcx4sp1+8eLFxi2RYPrjbbaAc6/VNkwF5qQ0bCyzpEfXxdtPLof+5556Tg7jMOHPmzJMnT5rXJfWN5Zkqu/FmLgssu1aTl9KdaCdFpBuTOKXhOruaQMZrE2sLHDJkyMcffywDshAZNq7ITYFl3Dm1VRhndGhlu2VmO4vyRshq/1E47OcZY3N480psMr1UG5abIO8Oy11II/WH8l9ZlOyBzjlxeC/bURZlt/M7zKI0RMZkWh6yxC9/+UspyGS8vBnNe5TGoSH0GLI6+iFRKLDi6T//+U///v21I5d2K0xLS4v2Lzk06N288TyHdIcylzYsExs7P6371Mhi9cm++eYb/RA8evTojRs3ysDhw4flE7Ycs+xik+P4smXL5JCk3VoklYrlcV9ik0+Wegz68VTGKy/1TZD1ysdK7YKFzrjtMiDFmXMeLKc/dOiQLFxf5uDBg+Vzs90GKsdofcl33nnnggUL0l1kQB9vN72MN15SNN7epGlqapLeRY8243g30dpxaDXpdbQTADfddJN201hn1/1/SskixaKUX51dpb92ftG4jzmfbZKRxp1T2kgJ3qGV7bYo21mUN0JW+48DZT/PGJvdSvUdUgbszkEqm6OcFnKYpZuJNt7le1lZr8NLy9Ou5lmMDWFkmUy7Q5Yc8czvEWVdDg1hjMH90Q+JQoEVT3LUUw6I+g2kdgc49+ON9OuG27Ztu/TSSzu7rjVo3a0bcsySD3z6uRb5JDp+/Hg5WCsLdz4o6y8///xz6cLlADpkyJAtW7ZYTmxX1thtrz79lClTGhsbZUD+yqd2h42y+1Aufc+sWbNSqZQctdesWaMf6O2mlwHjGS/l5mv53FxbW6tfJMo43o7LAstIabX9+/ePGjVKItd2APkrw9Lp6ndJa6uQkdLVvf7663rpn9UZLONLcyO6bOWsluk8fbb7j1HG/TzPndZyE8znqIxTyt6oXPKWzzAZz2AZKXuFXbmsjMntDJbxpZtkWh6yLDfKZf2njM/t6IfYo8CKoY6ODunC9Q9tnV0ntPRve9kdQRzOYBmnl97R7utpI0aMWL58+aBBg7K9LUM/bMnC33jjDYlf2wqX/Yf5QClFhn6Sw5gKhxMV+ku76WWZ2g0i8le/68uScluJvDRP89JLL82ZM8d5+gkTJlheUuzsKvLkg/Jnn32mLNZuvIMcCiyNsXSQAku2SKs7tT7mqquuMq/i8ccfr6io0O8EyqrAyngGy00rG2U7i8ud0G6xRhn38xx2Wv0MlsxouQnSOuZLV/qUud2DZZbxzj9lUW7eLM6Zz5hMu0OWyzNYLneSnI9+iDEKrBh65ZVXZsyYoYysr6/X7pi2O1rpt3GIadOm2XV+K1eunDp1qnY0P3TokH4I7uz61phMnPG+bPmMK3WAVjp8/fXXS5cu1Y+q8iFbv4nqzjvvzLbAkmC0I6YUQ7Io43bJp3Ntu+xutVHyYJ5e1NXVrVu37qabbnLeQO2LUbIJyhej5PO9jJTj75YtW2pra/WvaNlNL5nULynOnz9fL8jWrFkjfcbBgweV9dqNd5bxHIPGodWEVFSyau3rhBs3bjzvvPOMn+MzlixuCix957S8B8uu1aSeO378uOUyXe4YdluRw/6jy7if57DTyltey8/MmTMtN0EKBSkXfv3rX2sJkf1w27Zt+pTNzc1ScKxfv15qFPmXDMjLjN8idN4rLCmLstv5jZRGVJaQMZl2hyztHiyZy3gPlrIu9zuJ5dEv508viAeaP4bGjh1rflKiHINGjx7daX+MlqOM9OLyAVQOWMq3CJVFyQFLPqgVFxdLwWH8+owcarXz5M7ee+896QPKy8tlCXLEX7hwof75UiqPwYMHy/gBAwZIuZBtgSXBSACyCcOGDdMvEcrR//777091kRJHvz3CbiF203d2dQYyUqq3jNvY0NBgfrSPHHy1O9avv/5640OG7KYXK1as0L79NGvWLP36TjcT5/F27Ca2nNGh1Tq7rn5K2rW7Ur766isZNl6N8qTAkn1SS4V2X5oyo12rPfnkkzLGcvkudwy7rchh/9Fl3M9z2GnnzZunv3ntTiNJkSHZ6927t6xae2yVcWfev3+/FBzaSpVd1G7Xct4rzAm03N/sdn6d0ohKEtwcNOwOWVIwyXr1bxGa1+V+J7E8+lFgJRzND8/I8Vp/JBLgIToq9w4fPizFRNBRBE+/16owOPrBjMMWvLFx40bjd5UBD1FgZbR06dL29vaTJ0/aXZdMFKky9Rv1CoCjHyxx2IIHUqnUgAEDtKccGUeaBRWhHyKxgZEIMqMoxlxga9as6d27d3l5ufFBrIkleXjhhRcKsy7Lox/QSYEFAADgOQosAAAAj1FgAQAAeIwCCwAAwGMUWAAAAB6jwAIAAPBYUgos85OIAQCAh4Lu6sMlKemg4QEA8A/9rCIp6aDhAQDwD/2sIs7p4NQlAACFQT+rSEo6aHgAAPxDP6tISjpoeAAA/EM/q0hKOmh4AAD8Qz+rSEo6pOE3b978/vvvBx0IAAAxRIGlSEo69Fvdzz///KBjAQAgbiiwFElJB18nBADAP3SviqSkw1hg7dmzJ+hwAACIFQosRZzTYfcs/4kTJwYdGgAAsUKBpUhKOowFVvfu3YMOBwCAWKHAUiQlHcpJLGosAAA8RIGlSEo6zBcK33333aCDAgAgJiiwFElJh1ZUFRUV6QVWWVlZ0EEBABATFFiKpKRDK6quu+667t276zUWzx0FAMATFFiKpKRDq6gaGhpuuOEG7sQCAMBbFFiKpKRDGv7FF19Mp9Od374fa+3atUGHBgBA5FFgKeKcDuWudn38vHnzOIkFAICHKLAUSUmH0vDGO7GGDx8eVFQAAMQDBZYiKelQGn7lypXGk1uffPJJUIEBABADFFiKpKTD3PDGRzZwoRAAgHxQYCmSkg5zw6fTaeNJrF69egUSGAAAMUCBpUhKOiwb/rbbbjPWWE8++eTu3bsLHxsAAFFHgaVISjrsGr6srEz5suGAAQMKHBsAAFFHgaVISjocGr6bSSEDAwAgBug9FUlJh0PDjxw5Uimwvvzyy0LGBgBA1FFgKeKcDpfnpbZu3Wo+iXXllVcWMlQAACKNAkuRlHQ4N7y5wBLFxcUFCw8AgEijwFIkJR3ODT9mzBjLGmv8+PEFixAAgOiiwFIkJR0uG762tpYb3gEAyBY9piKM6dixY8fEiRNTqVRlZeW8efNOnDih/2vZsmUVXRoaGrJaZlYNb/ylwnXr1mW1IgAAEogCSxHGdEyZMmX79u1nzpxJp9NLliyRYksbL7XO+PHjv+4yYcKErEqfrBp+3759eoFVWlrao8uGDRuy2wwAABKDAksR9nRImSUljjYs1dXOnTu1YRkYN26c++Vk2/DGk1iaoqKirJYAAEByUGApwp6OLVu26GewysvLpd7ShmVAXrpfTrYNP3PmTPM97x0dHVktBACAhKDAUoQ6HU1NTUOHDm1padFeKo2nn9nSWX4TMOfb1c1LWLp0ac7bAgBAjFFgKcKbjl27dtXW1n7++ef6mEKewRLf/e53zTXW4cOHs10OAACxR4GlCGk6GhsbBwwY8NlnnxlHKvdgZfWQqtwa3nwnllCiAgAAFFiKMKZjzZo1/fv3P3jwoDJe+xbhiRMn/P4WoS6dTl999dV9+/Y1FlhSddXX1+ewNAAA4ooCSxHGdDjcPtXQ0FCA52CZ1dXVKSH9/e9/z2eBAADECQWWIinpyL/h+/Xrp5zHWrt2rSexAQAQdRRYiqSkI/+GNz59VNezZ09PwgMAINIosBRJSYcnDV9RUWGusc4///z8lwwAQKRRYCninA67G7nyVFxcrCz5/fff92rhAABEEQWWIinp8LzhjU9wkJLL24UDABAtFFiKpKTDj4Y3nsRas2aN58sHACAqKLAUSUmHHw1/yy23KN8rbGtr83wtAACEHwWWIinp8KnhlZux9OuGzzzzjB+rAwAgnCiwFElJh08N/8QTT5i/V6hJp9N+rBEAgBCiwFIkJR2+NnyvXr3MBVbv3r0/+uijf/7zn/6tFwCAkKDAUiQlHX43fHl5ud2prKKiIl9XDQBA4CiwFHFOh1Lo+L26J554or6+/uyzzzbXWBUVFX6vHQCAAFFgKZKSjoI1fEdHh+V5rK1btxYmAAAACo8CS5GUdBSy4S+++GK7y4W9evUqWBgAABQMBZYiKekocMPbFVhi+fLlhYwEAIACoMBSJCUdBW74l19+uaysLJVKDR8+3FxjFTISAAAKgN5NkZR0BNjw5gLrxz/+cVDBAADgBwosRVLSEWDDHzhw4P7771+0aJGxxurevfvmzZuDCgkAAG9RYCmSko4wNHxxcbFyKuvDDz8MOigAADwQhn42VJKSjjA0/PPPP2++XPjll18GHVcMnX/++XqGpa4dPHiwJD/ooAAgzsLQz4ZKnNMRwlvLx44dq/8gtO66664LOq5oW7FiRSqVKi0tXbx4cafVmULdlClTgg42s3Q6bdxJZDjoiAAgs5D0s+GRlHSEquF/8pOfKB2/dKJffPFF0HGF0RVXXNG9y5gxYywnuOaaa4yZLCoqsquuNGeffXaBNyFb5hKcX1sCEH6h6mfDICnpCFvD33DDDea+/5xzzvnb3/6WTqeDji4slFKjuLjYPI1zOWWpX79+lqsrKSkxruutt97yefssrFq1yjLm9evXFz4YAHAvbP1s4JKSjhA2/MqVK+0qgEC69rC56qqrzJlRrvHddtttdjk0nvV59913lf9+8sknTU1NZWVlUsN95zvf2b59u/m8kaa1tTVjqFVVVXpZdvjw4Zw3WWpr46qN1zplFTkvFgAKIIT9bLCSko7QNrzd7+pwU7Zd5dTW1mY5jXLfknEyjTKB3fIVxkLtwgsv1K5X3njjjZaL1Rf+0EMPGVetX+hMpVLNzc12m2y+9Uofw51YAEIutP1sUJKSjjA3fEtLi2V/79ATR9TWrVufffZZc+ljduutt+p5KCkpUfKzefPmjo4O48jS0lKZa9iwYTU1NWvXrrVbrJuKytwWjY2NnaZC6uGHH5aRsl43y1RI0aYtTQaOHz+uxVZXV2ec5ve//72MvO666/QxnjQBAPiEw5QiKekIf8NLxfC9731P6YllZNBxeUa5/bxnz54OExun/OKLLw4fPuxcsvz1r391E8Ps2bOdl3P++edrUw4ePFgfaVn+ysg9e/Y4L80N/dSUceSVV16pjZQiWx/50Ucf5ZF+APBXt9D3swWWlHREpeE3bNhg2ftGnfHBVDq7L8c1Njbq05SUlGgja2tr7WqUHj16uI9EJjbO+/rrr9fU1Mhahg8frpSzbmojfVgWIrPrN2Nl5cCBA3v37tVfamfjzGGMHDkyy6wDQOF0i0g/WzBxTofSjQUdjlvKjdvSiw8YMKC9vT3ouPJiV1vU1dUpU3744YfGwuXll1/W/2V523tlZWW2waxateqcc8656KKLnC9WLlmyxLy6nj17Wm6IccbW1tYxY8ZI0SYVpFRLUnvdd9992r+MX1TUSftecMEF+kvlNnk9G3qtCQAhFKF+tjCSko5oNbzx+pQm0k9C+tWvfqVvSHFxsXLF7YMPPtAmW7FihbLV5hN4Bw4cME4wbdo0XyNPpVLG1T322GOdVne15xaGsqV2m9y3b1/LMg4AQoVjlCIp6Yhcw/fq1UvpxaN7hch41kd76oHxfiytpOjo6Ohmop/4MZIaq6KiQkqfVatWFSB4KZ7KysoGDhyoX0B85513jEEqV/TcM5610g0aNEiZ7NFHH9X/q5Wn9fX1eW0SAPggcv2s35KSjig2vLn3nTx5ctBB5UI/PWN8Uqhxu/74xz/26dNH2diampoAY87o//7v/2praxcuXJjzEizv3H/zzTeVyZSHY2nuvvvu/MIHAI9FsZ/1VUjToXckliPN/3KzQE8DLITbb7/d3LNedtllQceVnfb2dj34SZMm6eOlNNHHKxfdcritKqLMP+xjOZnlo7YKHCoAOItiP+urUKfDXGB5tagIMZ/AmDlzZtBBZcF4hWvv3r3Gf1k+/qCioiKoUAvPWH2KwYMHW042bdo0c6I+++wzfYJt27bpySwvLy9U+ADwP9HtZ30S6nRQYGlaWlqUznXJkiVBB+WW8dqf8q8HHnjAXDe4eQxpzFx33XVVVVVz5sxxmKZfv37dvn2qr6ysTPvXpk2blBy6/77hRRddpC32D3/4Q76bASDZIt3P+iHU6TAXWNIPlZaWDhkyZMWKFfksKoqUTjTocNzSawLLL0Ian4QuU+bzQ34JYS5JLUkyd+/eXVlZqf1Ejwzoj4w3PnPLSHkMWGtr6+TJkydOnHjgwIEgNhRAxESoYyqMUKfDrrWam5vr6+uXLl1qnt6B//H664svvjBuTkjuAf/Zz36mlVB9+/YdPny41p1rPwVTXFxsfEDD0KFDLZewb9++Z5999tNPPy1w5BFl/PGcbEmeO+3fJqlUSl+L8mBYHsEFIKMY9LPeCnU6HFrr1KlTWd2sE4+GVx4Q8OWXXwYbj+Xz2e3s378/2Ghjw+6Xqh955BHzXfNZOXr0aKfNIzPOO++8oLcbQKh1i0U/66FQp8OhtZJZYHV++5pasM9DOuuss7LqvAMMNX5GjBghe0JlZWV1dXWPHj3uvfde/V9lZWVZtYtxeu206C9+8QvLKeP0y5gAPMdxXhHqdCitNXfu3EOHDsmAfM6ePn16Vo8gilPD6x1eUF+4S6fTdidR7ET0CV7RtXjx4ksvvfSRRx6R4ZdfftncIv369dMnVqqo/v376y+Li4v14dtvvz24DQIQdnHqZz0R0nQonYE2srGxsa6urlvX7T5Lly6Vbj6rBfoTaQCqq6uVzBSS9nU2Iym2brzxxqIuxhvj6uvrtZGPPvpo4eOEkZRNl19+uXZvXGlp6bJly4z/veSSS/TW7N27t15UlZSUGC8X8vAtAA7i1M96IinpiFPDL168WO/z7J7JeezYsSNHjni+aul9zdWV52tBgbW1tZlPcYlRo0Z1fvuaY3Nzc9DBAgipOPWznvA9HXPnzpUioFvXExbmzZvn9+rsxKnhjx8/rnSE5eXl+pfwhZZwTVbn+ZxNmjRJWW+iHgoab8bTorpXX31V/vW73/1OH9OjR4+gIwUQUnHqZz3hbzpmzJgxbdq09vb2zq6HVk+dOnX27Nm+rtFOzBre8hYoGdna2trU1GQcqT+O0qW2trYjR45oTWZ07rnnKuviW4ExY96j9Ie+Wo4EAKOY9bP58zcdpaWlp0+f1l/KsPFZO4UUv4Z3f5u5uVqyo1RRdmTVfKEsfhYtWqQ0tP6vq6++Wh955ZVXBhgkgNCKXz+bJ3/TIeWU8RKVFFiF/KE0u94iNubPn++mHlqwYIHdEsaMGVNTU7N8+fJ33nnH/SOUAn/+FnzSq1cvvZWrq6v18cYfxOSuOwCWYtnP5sPfdEyfPv36668/depUZ9eTqyZOnHjnnXf6ukY7MW74Y8eOGb9Lb6b3iM8///zUqVNHjRr14IMPdmZzDsy4KKqreLv55pvLysouuugiZfzZZ5+t7wbPPfdcILEBCLMY97O58T0d8+fPr6iokAqgsrIyqydXeSv2Db9p0ya9YJKBe++91/jlr6qqKvcnqIy/daMtU/5ec801XBZMsl27dul7SGlpadDhAAid2Pez2UpKOhLY8E899VS2J6i6dT1YMujAEVLGU57c6g5AkcB+1llS0pHMhndzEbD7f91xxx1Bx4tQu+eee/Td5pJLLgk6HADhksx+1oG/6WhpadEeTVn8X0FdXEhmw+/bt898gmrmzJnGMfz+Cdwz7jlBxwIgXDgsKPxNR58+fdavX3/mzBlf1+JGYhu+ra1t9uzZ55577gUXXLB9+3Zt5JdffqnfFx9seIgW4/NIZ82aFXQ4AEKEDkXhbzok3WGorjppeMALR48e5SQWAEscExT+pqOqqsrDn2rJlnJ1LKgwgDgxfh114MCBQYcDICzoZxX+puPJJ5+cO3duGL7eT8MDnti/f7/xc0sY3t0AwoB+VuF9OoodcZM7EHUVFRV6gXX11VcHHQ6AUKCfVSQlHTQ84BXjL+fwzgKg4Wig8Dcd4XlqJQ0PeKhHjx56gfWrX/0q6HAABI9+VuFvOiorK0+fPu3rKlyi4QEPGR+xxs8/A+iknzXxNx0rV66cO3fuN9984+ta3KDhAW8Zfydg1apVQYcDIGD0swrfLxFykzsQS4899hh3YgHQcRxQxDkdPAcL8JXxJFafPn2CDgdAkOhnFUlJBw0PeO4vf/mL8TPMwYMHg44IQGDoZxVJSQcND/jhrLPOiuvd7nfccYexfBw+fHjQEQGhRj+rSEo6aHjAJ8YqRGqsYcOGxeDx7lVVVd2sNDc3Bx0aEFL0s4qkpIOGB3wyefJkcyHy1ltvBR1X7oy/t2h25MiRoAMEwoh+VpGUdNDwgH8sK5Jt27YFHVcuSktLHaorzd69e4MOEwgd+llFUtJBwwO+sqyx5s+fH3Rc2dm6dasxfv2usvr6emXTYnAZFPAW/awiKemg4YECWLx4sVKI9O3bN+igspBKpfTIlYf2jRs3zrhdFRUVQQUJhBP9rCLO6VAO9EGHAyTCAw88oLz1iouLo3K+x3zuyuiuu+4ybldra2vhIwRCi35WkZR00PBAwbz11lvmy4UjRowIOq4M7rvvPj3ayZMnW04zcOBAfZqSkpICRwiEGf2sIinpoOGBAjM+5z38Fcnbb79tDNXhlFtET84BfqOfVSQlHTQ8UHhSUUWixho0aJBSNjlMXFdXp2zUpEmTChYqEFr0s4qkpIOGBwKxa9cu5VRWZWVlsCENHTq0e5eRI0d+8MEH5jNtr776qvMSzLP8/Oc/L0zwQGjRzypCmg79sKWMX7ZsWUWXhoaGbBfoXXQAslNcXKycIjp69GiBY1i9erXzE0Q1V199tZulKVvEEQbgXaAIdTqU1lq3bt348eO/7jJhwgR5mfOiABSYubhxvhIn9u7du3nzZu3Let///vddzmWmfPvPQVZfDGxpaTEvoXv37o2NjdlGCMQA/awi1OlQWkuqq507d2rDMjBu3LicFwWg8MxX1mRMU1OTecrdu3crkxlfXnvttS7X+IMf/MBladWnT58ctkgORJZLk4ClENywYUMOywQiin5WEep0KK1VXl5+5swZbVgG5GXOiwIQCMuLdFKOyHipSKTKWbdu3WWXXZaxHsq4oqFDh9rNK6vbsmWLFHZjxowZMmRInmWQxJwxWlnjBRdc0NbWls+KgJCjn1WEOh1Kaykvlecsd5qeLJrtERlAYZhvYMrWnj177BZufFSV4re//a0fm3Pttddqd827DP7WW2/1IwwgWPSzilCnoxtnsICYuvzyy93UIna3pVu+/Ts6OuyqnFtuuaUAGyUBuPmtaM2LL75YgJCAgqGfVYQ6Hd0c78GSlzkvCkDg0ul0WVmZQwly7NgxZRbjf/WjgcbuxNXIkSMLuE3/c88997gps1auXOm8CVIyjh49OpBNALJCP6sIdTq6WX2L8MSJE3yLEIil1atXa6egevTo0d7ebp7gmmuuMRYfzc3NMvK2226zrEuUCixYDQ0NzhdGM15hlHo06I0AnNDPKkKaDuXIoo+XgxTPwQKSzLkK0cghIugwbSk1onuWvz8NhAf9rCIp6aDhgXh49NFHnauQjRs3Bh1jZpMmTXLeCsu75nN4BhhQMPSziqSkg4YHYmPUqFGWdcmsWbOCDi0L//73vy0fDKY87PTcc89VJqDYQjjRzyqSkg4aHoiZ999/f9iwYaWlpVVVVWvXrg06HB/JBtqd6Ao6NOB/6GcVcU6HcjAKOhwAyJHdDfLUWAgP+llFUtJBwwOItAsvvNCyxsrqiYCAf+hnFUlJBw0PIDaqq6uNNda9994bdEQA/awqKemg4QHEyVlnnWWsscwPZQUKjH5WkZR00PAAYsb4JcSioqKgw0HS0c8qkpIOGh5AzOzbt894Eqtnz55BR4REo59VJCUdNDyA+KmrqzPWWBdeeGHQESG56GcVSUkHDQ8gloqKijiPhTCgn1XEOR08BwtAEihPhKfGQiDoZxVJSQcNDyDGlBrr4osvDjoiJA79rCIp6aDhAcSbUmPdcccdQUeEZKGfVSQlHTQ8gNhTaqwf/ehHQUeEBKGfVSQlHTQ8gCRQ7j0tLi5ubW0NOigkAv2sIinpoOEBJEFLS0s3K927VFVV7dq1K+gYEU/0s4qkpIOGB5AQ//rXvyxrLKXeamhoCDpSxAr9rCIp6aDhASSK8nwsO3fddVfQkSIm6GcVcU6HchwJOhwAKKiOjo5LL71UufPd8mzW3r17gw4WkUc/q0hKOmh4ANi4caPDmS2ptN5+++2gY0RU0c8qkpIOGh4AdPfdd5/DOa3du3cHHSCih35WkZR00PAAoCgvL7ersY4dOxZ0dIgY+llFUtJBwwOApdWrV5uvG5aWlgYdFyKGflaRlHTQ8ADg7IorrjDWWG+99VbQESFK6GcVSUkHDQ8AGQ0bNsx4z3vQ4SBK6GcVSUkHDQ8AbhhPYhUXFwcdDiKDflaRlHTQ8ADgxurVq5X7sc4666y2trZAgrn77rulyDM/yktGTpo0qaWlJZCoYIl+VhHndChvyKDDAYBo6NGjh/l7hTU1NQVYdVVVld0XG51JyfXhhx8WIELYoZ9VJCUdNDwAuCf1irmIKSoq8nxFL7zwwqWXXmq5unx07979pz/9qefRwgH9rCIp6aDhASArzz33nPnanIzx5NuFHR0dnhdVlmXW9u3b848WbtDPKpKSDhoeAHKQTqctf81w4MCBUiTlsMA9e/aUlZVlLIxEjx49Fi1a5LAoCWDMmDFufmyxtbU11wTALfpZRZTSobxnsp3Xp6gAIPZSqZTr00Z5qa6uPn78eA4RbtiwYcCAAT179rT7scXC3EOWZPSziiilI5/Go+EBIB/Dhw/3o6KSesiPq3hSqJnXVVJS4vmKoKOfVUQpHRRYABAs45NI87d27Vpfo62oqFDW2L1799yubCIj+llFlNIhjVdVVVVaWjpkyJAVK1ZkO69PUQFA0qTT6crKSmPVIkfmkpKSoi4yLMfqc845p7q6Wv7W1NRMnz5djtvaE61kZCFvPG9vbzffpPXpp58WLIDkoJ9VRDIdzc3N9fX1S5cuVcY7f1QKJFQAQOCk+FN6hMWLFwcdVNzQzyqimo5Tp05VVFS4n56GB4AkM9+VVVlZGXRQsUI/q4hqOiiwAABZmTFjhvmWrM2bNwcdV0zQzyqilI65c+ceOnRIBo4ePTp9+vSFCxe6n5eGBwC89tpr5htIRo0aFXRccUA/q4hSOhobG+vq6qQJ+/btu3Tp0nQ67X5eGh4AoDHf9t6zZ8+gg4o8+llFUtJBwwMAdIMHDzZfLvzHP/4RdFwRRj+rSEo6aHgAgFF7ezvfN/cQ2VMkJR00PADATLlcOG/evKAjiir6WUWc08HnEgBARtrdvcZrhc3NzUEHFT30s4qkpIOGBwDYMd/2LmOampqCjssX27dv//Of/+z5TwbRzyqSkg4aHgBgZ9euXeb7sbQy65lnngk6Om+Yf5nRuJkDBw5saWnJZ/n0s4qkpIOGBwA4S6VSdiWIKC4u/uEPfxh0jNnZs2eP1FXm83PuybwlJSUTJ05sbW11Xhf9rCIp6aDhAQAZpdNp8w8XuixEpAK7+OKL9+7dm/Pan3rqKcuLlUVFRbLw6urqqVOntrW1mWdcvXp1VVWVTJZPLeV+SyVFsqXKj3Z3o5/9tqSkg4YHALjXs2dPz+sSrVSSOmnbtm36ilpaWsaPHy/1k7ercwijT58+K1askA30vBoLsL1CKCnpoOEBANlat26dlETeViFBkRrutddes9vSjz/++Morr5TiTwqvnM+EFbJpwi8p6aDhAQB5Wr58eUVFRdF/aSelvC6EvKHFVlNT88Ybb+S/4TfffLObLc1/RXES53TQ8ACAQmptbR06dGhxcbFefmVVhMmUv/nNb1yuq62t7ciRI+3t7b5ukYOHHnqorKzMuI1BRRJOSUkHDQ8ACIOmpqbRo0fX1NTY3bEeUfSziqSkg4YHAMA/9LOKpKSDhgcAwD/0s4qkpIOGBwDAP/SziqSkg4YHAMA/9LOKpKSDhgcAwD/0s4qkpIOGBwDAP/SziqSkw+UzSAAAQG6C7urDJUHpiHTbE3xQCD4oBB8Ugg9KpIPvjH78nktQOiLd9gQfFIIPCsEHheCDEungO6Mfv+cSlI5Itz3BB4Xgg0LwQSH4oEQ6+M7ox++5BKUj0m1P8EEh+KAQfFAIPiiRDr4z+vF7LkHpoO2DQuaDQuaDQuaDQuYDRPIVCUoHbR8UMh8UMh8UMh8UMh8gkq9IUDpo+6CQ+aCQ+aCQ+aCQ+QCRfEWC0kHbB4XMB4XMB4XMB4XMB4jkKxKUDto+KGQ+KGQ+KGQ+KGQ+QCRfQToAAAA8RoEFAADgMQosAAAAj1FgAQAAeIwCCwAAwGMUWAAAAB6jwAIAAPBYVAusHTt2TJw4MZVKVVZWzps378SJE/q/li1bVtGloaHBbna7adzMm3B2mXdoESMyn498skfm82GZJfb5AnDI0smTJwcNGuTw7CUynye7RDU1NV1//fXl5eX9+/d/6aWXspo3UcmPaoE1ZcqU7du3nzlzJp1OL1myRA5z2vh169aNHz/+6y4TJkyQl+Z57aZxMy/sMm833ojM5yOf7JH5fNhliX3eb85ZevDBB1euXGlXYJH5PNkl6uDBg4MHD96yZYvs+fKh4v7773c/b9KSH9UCy0iaubS0VBuWxtu5c6c2LAPjxo3TJ9Pfh3bTOMwLS8bMO4wn857IIXtk3hNussQ+7weHLDU3N0s339HRoRRYZN4rdomaO3eu3Vkrkq+IQ4ElpbT+2bG8vFyOdNqwDMhLfTK97e2mcZgXloyZdxhP5j2RQ/bIvCfcZIl93g8OWZo6deqmTZs6TT/PQua9Ypeoqqqq5557rk+fPqlUaubMmSdPntRnIfmKyBdYTU1NQ4cObWlp0V4qbzbL8yt207iZFzol8xnHd5L5/OSTPTKfj4xZYp/3iV2Wdu3aNXbsWMtpMs5L5l1ySOD8+fNPnz6dTqcXLFgwe/bsrOa1HB9X0S6w5G1WW1v7+eef62PcFMgU1/kzZ955vIbM5yOf7JH5fDhniX3eP3ZZqqur+/jjj7VhuwKLzOfJIYFSWmnDUmalUqms5k1U8iNcYDU2Ng4YMOCzzz4zjlQu8cpL84x207iZF502mXcYryPz+cgne2Q+Hw5ZYp/3lV2Wupm4n5fMu2SXqAkTJhgLLMsiieRrolpgrVmzpn///gcPHlTGa19SOHHihPlLCvqb0G4ah3mhs8u83fhOMu+RHLJH5j1hlyX2eb+5yZLdPVhkPk92iXrppZcWLFiQ7jJ//vw5c+bos5B8RVQLLIdPMA0NDZaP2XAzjd146Owy79AiZN4r2WaPzHvFMkvs8wWQMUt2BZbDvGTeJbtErVixorq6OpVKzZo1y/Imd4d5E5X8qBZYAAAAoUWBBQAA4DEKLAAAAI9RYAEAAHiMAguIhhx+4NxuvMOX2/2eXbZiwoQJ2lbMmTPnq6++cl4IAEQUBRYQDdn+wHnG31V1rpB8mv2mm27atm1bR0eHbMiTTz45atQo9xkAgAihwAKix80PnGf8XVXnCsnv2TWWj4EGgBigwAKix80PnGf8VQrnCsnv2WXk008/PWXKFIeFAEB0UWABEePyB84z/q6qc4Xk6+zaLVy9e/c+dOiQw0IAILoosIAocf8D59meglJuXfd7dhn5+OOPjx071s1WA0DkUGABkZHVD5xn/F3VrG6i8nx2jfnEGADEAwUWEA3Z/sB5xt9VdfM1QM9nX7hw4eHDh2Xg1KlTDQ0NdoUXAEQdBRYQDTn8wLnDj0BbLkfhx+yNjY11dXUyV3V1tfI0LwCIEwosAAAAj1FgAQAAeIwCCwAAwGMUWAAAAB6jwAIAAPAYBRYAAIDHKLAAAAA8RoEFAADgMQosAAAAj1FgAQAAeIwCCwAAwGMUWAAAAB6jwAIAAPAYBRYAAIDHKLAAAAA8RoEFAADgMQosAAAAj1FgAQAAeIwCCwAAwGMUWAAAAB6jwAIAAPAYBRYAAIDHKLAAAAA8RoEFAADgMQosAAAAj1FgAQAAeOz/AWz+BWm+2KkJAAAAAElFTkSuQmCC)
| VMR Tools created by Darren De Zeeuw. |