Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: tao_huang_091414_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | May 19, 2002 |
Start Time | | 2002/05/19 10:00 |
End Time | | 2002/05/19 20:00 |
Key Words | | 20020519 |
Model | | SWMF |
Model Version | | v20110131 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 17.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.17 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | tao_huang_091414_1 |
Minimum Dst Value | | 8 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAxNzo0NjowMiBFU1QgMjAxOJINfMIAAAGndEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoidGFvX2h1YW5nXzA5MTQxNF8xOiBTV01GIHBsb3Qgb2YgcmhvIGFsb25nIFBvbGFyIHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAyLTA1LTE5VDEwOjAwOjAwLjAwMFoiLCAibWF4IjoiMjAwMi0wNS0xOVQyMDowMDowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjEuNzQwOTM0OTk5NSwgIm1heCI6MTQuMTY1NzY1MDAwNSwgInRvcCI6NTIsICJib3R0b20iOjI0OCwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfeaVxHYAAAAEZ0FNQQAAr8g3BYrpAAA1vElEQVR4nO3de3QUZZr4cXKB3CB0QshNEiDhknATETBIhAwSQEBFdDWCIiAjF1EZFzFAYOKoLLMHlHEYiDJ40EXNjJw1MwPKOtnJ7jDKYcIKLgMRQdEDs4lEjRpno7aS33PyrvXr6Vs6SSXV1e/38wenurou71NP0e+T6uq3ujUDAADAVN2sbgAAAECoocACAAAwGQUWAACAySiwAAAATEaBBQAAYDIKLAAAAJNRYAEAAJiMAgsAAMBkFFgAAAAmo8ACAAAwGQUWAACAySiwAAAATEaBBQAAYDIKLAAAAJNRYAEAAJiMAgsAAMBkFFgAAAAmo8ACAAAwGQUWAACAySiwAAAATEaBBQAAYDIKLAAAAJNRYAEAAJiMAgsAAMBkFFgAAAAmo8ACAAAwGQUWAACAySiwAAAATEaBBQAAYDIKLAAAAJNRYMFmunXjpNVRZ+T9zTffHDx4cKtb7oxdB9VpHFSNAUIG/69gM3QGeuqMvOfn5//rv/6rJbsOqtO46xsTVOEDnYSzHJ0o5HumS5curVmzxuFwJCQkFBcXy0s1v6GhYcGCBYmJiUlJST/+8Y9dV+n2Pc+t1dfXZ2RkuL3V1uW98rMRT5999pnEMnjw4JiYGInrxhtvrKysvHjxYnJy8ldffWUsNmfOHGO6qampb9++sozsYtiwYcZxaG45RLm5ucauu/29QNpjrNjBBTzFx8e7RmTili3ZpuvGlZSUFDkPP/74485rTFf+fwyq//tAqzhf0Yls1zO1VVlZ2ZgxY95vIRO7du1S8xcuXFhUVFTX4tZbb3322WfdVvQaxYoVKzZt2uT1rbYu71WAS06fPv2HP/zhu++++/XXX0vN9Ktf/Wry5MkyXyqtX//612qZTz75JDw8XCo89fLFF1+Ud9Uuxo4d+9vf/tbY2iuvvCJzXAusAFvb1sa3Y8sBrmK709jY+IULF/7hH/5h3rx5ndcYCizAF85XdBbPCxWnT5+++eabExMT4+Pjb7rpJqN7/uqrrx544IGUFjLh/6KCbG3nzp39+/ePjo7Oy8s7ceKEMd9tMf879bUd2fuyZctkeWnMT3/6U/+f6RMmTHj11VfVtExMnDhRTffp0+ejjz5S01Jj5efne0bhNufUqVPZ2dlNTU0BFlj+l/fKc0mv68bExHz22Wee86VUmj17tpr+3e9+J+v+5je/US+nTZsm76oNShFmHAchx/bll18OvMCSBeSwJycnSwruvfdeKfLcVvR6tvi/KtbWVWTOE0880a9fv7CwsGa/p0qr562f08//RjpyfrrOlPNQzsZW99Vqa10PiOuO3I6h25Kthv/dd989+uijAwYMSEhIWLRo0ZdffqnmO53ODRs2ZGZmOhyOLVu2eN2Xn3CMNlxzzTUvvfSS0eAPP/wwLS3N6+kNmI4CC53I7dN/1KhRf/jDH/73f/9XPuBWrly5ZMkSNV8+SadOnXq+xQ9+8IONGzf63+acOXPOnTsnn8WPPPKI0Zf7KrB87dTXdkpKSq677rq/tpC6wX9BIN2G0WdcvHhROgM1LV2avFTT0sMZ830dGTFz5swXXnjB61vtWN6rAAssCf/WW2/905/+JAfNdf4333wjnZMqHIuLi+XgrFmzprnlMklqaqq8qzYoXebgwYPfeOMNeVlVVSXTMqdNBZacDBdayERpaanbir7OFj9bbusqMv/GG2+UE8B46fVUCeS89XP6tdq2dp+fvgqsVo+Dn9a6HhBf+/JcstXwt27deu21177//vuffvrpHXfc8eCDD6r5jz32WEFBwdmzZ2X+qlWrvO7LTzhGGw4ePJibmytnoHrr7rvv3rx5s2cUQGegwEIn8tPnff755/InpprOyso6efKkmpa/1LOzs/1vs7a2Vk3/7W9/i4mJ8bovr7t23amv7Uhjampq1LS0yn9BEB4ergqL5pb6IyIiQk3feeed8+fP/6jFvHnzIiMjPaNwffn666+PHz9e3boUSIHV6vJeBbikHCXpui6//PLo6Gg5GqtXrzb+4n/ggQeefPJJmbjmmmvefPNN1etv2rRJ5rvu4umnn77hhhuaW75tfOaZZ1x33e3veW2kcTL85S9/MU4GY2FfZ4uf6Nq6isz/4IMPXF/6OlUCP2+bPU6/VtvW7vPTmClFRlGLdhwHt9a6HhCv+2p1Sa/h5+TkvPPOO2q6rq6uf//+anrQoEHGRTtf+/ITjmsbxo0bp/4Ueffdd6UBcjC9Ng8wHQUWOpHbB2J1dfWUKVMSEhJU52qUI9KRNzU1qWmZkJeBb9PXpRHjpa+d+lpe9m5819DqF3C+rmB98sknUlfJTlNSUh5//PHU1FT/UYwcOfLQoUNe32rf8l4FvqQiBZyUOHfdddesWbPUnGPHjo0ePfrrr78eMWKEvMzNzZVjNXToUJnvuguZmZaW9uKLL8q/xvdxAbZBFvB6MrgmyP8Cntq6isx3vU/fz6nS6nnb6ukXYNvadH4a9WtycrIU+sbF1Fb35ae1rgfEa8O8Ltlq+FI4uhbc8heLZ1N97ctPOK5tqKiokFP022+/vf3225966imvUQCdgQILncjtjg35E/O5556T4kM+7OTfVv+I98pPx2P8bSp/+hvzfe3U13badAXL1z1Yrn7xi1943mXsuXf/l3baurxXbS2wlIaGhl69ehkvpcB6+umn77777uaWe/m3bNly+eWXe+7in/7pnyIjI42vY9pUYBkng0wEfgXL7WRz1Y4rWIG8DOS8bfX0C7BtbTo/fcXV6r4C/M/iyvOurDaFL6XPuXPnPDc7ePBgzytYbvsK8NBJsSV/kDz00EMDBgwwbukDugAFFjpR3759T506ZbxMTU195ZVX5O/v99577+abbzY+B9evX2/cSyF/75aUlPjZpq+OR4qbRx555Msvv3z//fdvuOEGY76vnfrajjTGuMdl+vTp/guCnTt3ev0V4fz58yUWKU1eeumljIwM40sQX1G0+lZblw9wSa/rTp48+Ve/+lVdXd0333wjcS1dulQOiPHuk08+2adPn3/5l3+R6T179vTs2VN9aei/MW0qsKZNm6buwZIJz/uEfJ0tbiebK1+rdLDACuS8bfX0C7BtbTo/fcXV6r4C/M/iyu2wuy3Z6ga3bdsmTZItSOnz3//937fddpua//jjjxcUFMharvdgue0r8LSWl5fLzF/+8peBHCXALJxh6ERbt251OBzGB9mBAwfkD9bu3btnZmY+9dRTxvympqb77rtP/RpIJjy/GnDlq+ORP2Hz8vKio6P79++/Y8eOVnfqazuy93vuuSchISE5OfknP/mJrOinMfLHsfxl7Gjx8MMPG19M7N69Oz09PTY2trCw8K233nLbkf8rT/4vVrW6vFe+NuJ13X//93+/6aab5AjIwRw4cOC99977ySefGO9evHhRjol0aTJ97tw5mTa+gfLTmDYVWOpXhNKA5cuXe/7SzdfZ4nayufK1SgcLrEDO21ZPvwDb1qbz01dcre4rwP8srtwOu9uSrW7wu+++k/k5OTlRUVEjR46sqKhQ86W4X7duXb9+/STSJ554wuu+Ak/ryy+/PHjwYKfTGchRAszCGQb49Pbbb0uFYXUr9EK3Fzibnp/ffvut588+OtX111//4osvduUegWYKLMDTqlWramtrP/jgg2uvvfZHP/qR1c3RCwVWq+x+flZXVxu/Fuxs33333dNPPz1y5EhjpAagy/BZhiDVzZuu2fW2bdv69euXnJz8wx/+UN04b2FjAmeLRrbKjm3uYp7np7307Nlzx44dXbMvOZ0GDBggJV3X7A5wxWcZAACAySiwAAAATEaBBQAAYDIKLAAAAJNRYAEAAJgsiAosP797qq+vz8jI4OdFAADAFoKuZPFaRa1YsWLTpk0dKbC8/oIdAAB0sQ7UCHYSdHF6HvpTp05lZ2f7em58uzcLAAC6mD7dcdDF6XnoZ86c+cILL3h9qyObBQAAXUyf7jjo4nQ79K+//vr48ePVM3RbzQrXJAEACGb6dMdBF6fboR85cuShQ4e8vtWRzQIAgK6nT3ccdHG6HXqzLkTpk1EAAIKWPt1x0MXp59B71l6mbBYAAHQNfbrjIIqz1StVFFgAANiaPt2xNnG6ZPQ///M/ly9fXl9fb2F7AADQEAVWqDEyWltbGx4eLi/79u174sQJa1sFAIBWKLBCjZHR+vp6VWCJnj177tmzx9qGAQCgDwqsUOOa0fT0dHk5bdo0VWZdfvnlb7zxhoVtAwBAExRYocbIqHrkTmRkpNPp3LNnj7qaFR8fb23zAADQAQVWqDEyeuzYMZnOyclRL6+++mp1HauqqsqyxgEAoAcKrFBjZHTfvn0yPWfOHPWyqalp6dKlMmfAgAGNjY3WNRAAgNBHgRVqjIw+9thjMr169WrjLafTmZeXJzNXrlxpUesAANACBVaoMTJaVFQk07/85S9d362pqYmOjuaLQgAAOhUFVqgxMjp27FiZPnz4sNsCW7ZsUQM3FBcXd3nrAADQAgVWqDEyKiWUTHsO4+50OtPS0tQN748//niXNxAAgNBHgRUKPB9uWFtbKxNJSUlel3/mmWfCwsLUwvn5+YzzDgCAuSiwQo3KaGVlpUzk5eX5Wqy+vv65555LTU2VxaTYSktLe/vtt7uwmQAAhDIKrFCjMrp9+3aZWLJkif+FGxoabrrpJnUpKzc3t0saCABA6KPACjUqo6tWrZKJLVu2tLp8Y2PjsGHD1Djvjz32WOc3EACA0EeBFWpURmfMmCETFRUVAa61f/9+9VydgwcPdmbrAADQAgVWqFEZHTBggEzU1NQEvmJpaams4nA4zpw502mtAwBACxRYoUYy6vqY5zatO3v2bDVE1u9+97tOah4AADqgwAo1klG3xzwHrrGxUQ3f0K9fv85oGwAAmqDACjWSUbfHPLfJtddeK+tGR0c3NDSY3jYAADRBgRVq1I8B3R7z3CazZs2S1UtLS81tGAAA+qDACjWSUa+PeQ6c+obR4XBwEQsAgPahwAo1klFfj3kO3Jw5c7iIBQBAu1FgWcD1oYGG1157bcqUKdHR0WlpaXfffffHH3/c7o37esxz4LiIBQBAR1BgWcbt0BcWFr766quNjY0fffTR0qVLZ82a1e7N+nnMc+C4iAUAQLtRYFnGz6H/4osv4uLi2r1Z/495DpC6iCXNOHToUAc3BQCAbiiwLOPn0FdUVBQUFLR7s2LRokXtbdf/l5WVpbY2c+bM/fv3BzhsaVVVVZtGkAcAIPRQYFnG16F/6623Bg4cePr0af/r+rd8+fKOt3D+/Pmu24yOjs7Nzb1w4YKv5aUCW7dunVr43LlzHW8AAAA2RYFlGa+HvqqqKjMz88iRIx3ZbHx8/Pnz5zvQtP/T0NCwffv2ysrKzZs39+nTR1VOqampJ06ccF1s69atvXr1ys7OVjfXK48++mjHGwAAgE1RYFnG89CXl5enp6cfPXq0g5ttamrqyBa8OnPmTFJSUo8ePdSvFPfs2SMza2trV61aFR4ebtRVo0aNUs+ZFvn5+W6lGAAAmqDAsozbod+6dWtmZqbXu5falKTOy6jT6WxoaFi4cKGqn0aMGBEdHS0TUmDFxMTceuutxpgOe/fuTU1NVW8NHTr05MmTndQkAACCEwWWBdzul/I6UzQ2NhpvtWnj5rf475WVlalnQkv9JPXWmTNnPJeRYuu2224zbt4qLS1lSC0AgD4osEJNF2RUSqWoqCjZ0e233+5nMSkQU1JSIiIijDIrNja2uLi4s5sHAIDlKLBCTddktLq6etu2ba1elFLfKh47dkwNW6o4HI7rr7/+rrvu6uDdZgAABC0KrFATtBl98MEHe/fure7NUiIjIzvyPB8AAIJW0HbHptMmzqDPaG1t7fTp06WdYWFhZ8+etbo5AACYL/i7Y7NoE6cdMtrU1DRmzJhuPOsQABCibNEdm0KbOG2SUfWsQ4fDwa8LAQChxy7dccdpE6d9MqrufOciFgAg9NioO+4gbeK0T0a5iAUACFU26o47SJs4bZVRLmIBAEKSvbrjjtAmTltllItYAICQZK/uuCNCOU6vz96xC3URa9myZVY3BAAA09iuO243beK0W0ZfeOEFVRfu27fP6rYAAGAO23XH7aZNnHbL6MGDB1WBNXXqVKvbAgCAOWzXHbebNnHaLaNOp7O0tLR79+7S8qqqKqubAwCACWzXHbebNnHaM6NbtmyRlg8YMKCxsdHqtgAA0FE27Y7bQZs47ZlRp9OZl5cnjV+5cqXVbQEAoKNs2h23gzZx2jajNTU10dHR0v6Kigqr2wIAQIfYtztuK23itHNG1ReFYWFhP/3pT61uCwAA7Wfr7rhNtInTzhl1Op1SXUkImZmZVrcFAID2s3V33CbaxGnzjJaWloaHh/OLQgCArdm9Ow6cNnHaP6P8ohAAYHch0B0HSJs47Z9RflEIALC7EOiOAxREcXp9aOClS5fWrFnjcDgSEhKKi4vlZbs3bkYbLWb8opAvCgEAdhQa3XEggi5Ot0NfVlY2ZsyY91vIxK5du0zZrH2pLwp79uy5Z88eq9sCAEDbhEx33Kqgi9Pt0E+YMOHVV19V0zIxceJEUzZrX06nMz4+XsKJiIhoamqyujkAALRByHTHrQq6ON0OvRQT9fX1avrixYsOh8OUzdra8uXL1XepfFEIALCXUOqO/Qu6ON0OfXh4+DfffKOmZSIiIsL/un50YqO73Lp16/hFIQDAdkKsO/Yj6OLkClYg+EUhAMCOQqw79iPo4uQerADxi0IAgO2EXnfsS9DF6Xbod+7c6etXhG1KUkhmVP2iMCoqqrCwkO8KAQDBLyS7Y6+CKE6vt0xdunTpoYcecrR4+OGHXcfBosByOp39+/dXh6uiosLq5gAA0IqQ7I690ibOEM3ogQMH1DMKn3vuOavbAgBAK0K1O/akTZyhm9GysjKJzuFwnD9/3uq2AADgTwh3x260iTOkMzpnzhwJsKCgwOl0Wt0WAAB8Cu3u2JU2cYZ0Ruvr6/v16ycxbt682eq2AADgU2h3x660iTPUM1pZWSkxRkZGVldXW90WAAC8C/nu2KBNnBpkdPXq1RJmbGzskSNHrG4LAABe6NAdK9rEqUFGjx8/roZsGDFihNVtAQDACx26Y0WbODXIqNPpHDp0qEQaERFx5swZq5sDAIA7HbpjRZs4tcnookWLJNjZs2db3RAAANzp0x1rE6c2Ga2trXU4HBJvZWWl1W0BAODv6NMdaxOnNhkVmzdvVndiMSwWACCo6NMdh3KcXh9uqIOmpqZBgwZJyGVlZVa3BQCA/0+f7libOLXJqLJv3z4JOS4u7r/+67+sbgsAAP9Hn+5Ymzi1yaihZ8+eEnVSUpLVDQEA4P/o0x1rE6c2GTWMHTtWog4LC2PIBgBAkNCnO9YmTm0yamhoaCgsLGTIBgBA8NCnO9YmTm0y6oohGwAAQUWf7libOLXJqBuGbAAABA99umNt4tQmo24YsgEAEDz06Y7Nj1N69JKSkuzs7OjoaPl348aNX331lel7aSt9MupJDdnQq1evP/7xj1a3BQCgNX26Y/PjvO+++6ZMmXLixAmptOTfH/zgBw888IDpe2krfTLqVVZWlvpFYW1trdVtAQDoS5/u2Pw4U1JSzp8/b7yUaZlj+l7aSp+MenX//fer4exlwuq2AAD0pU93TIGlhaampn/8x3+MiIiQ47B3716rmwMA0JQ+3XGnfEU4derUkydPSqcu/8p0R74ifO+992bPnu1oIRPysn3b0SejfpSVlclxiI6OPnz4sNVtAQDoSJ/uuFNucl+/fn1WVpZ05PLvhg0bOnKT+4QJE2RrDS3Wrl0rL9u3HX0y6t+yZcvkUKSmprpeZQQAoGvo0x0He5yxsbFffPGFmv7888/lZfu2o09G/XM6nVOmTFE/Kjx58qTVzQEA6EWf7jjY47zllls2btz42WefNTQ0lJSUyMv2bUefjLZKjdog+vTpc+zYMaubAwDQiD7dsflxnjhxYuLEiTExMd1ctHtrFy5c6N+/v9qITPz1r3/1s3A3v9rdhhAjpWpWVlb37t3V/VgMQAoA6DL6dMfmx5mXl/fII4/87W9/M2VrU6dOXbt2rXEPlrxs33b0yWiAGhsb1f1YYtSoUe+8847VLQIAhD59umPz44yOjv7yyy/N2lpMTAz3YHWe8vLysLAwOTgJCQlSclndHABAiNOnOzY/zv79+587d86srU2YMKGkpERdwVq3bt3EiRONt9qUJH0y2laZmZnqOlZ+fj41FgCgU+nTHZsf544dO+bMmWPWI1nefffdGTNm9G5x3XXXnT171niLAssU9fX127dvT0lJUTVWXV2d1S0CAIQsfbpjc+L0f3d5MBzNYGhDMKupqUlNTVXPK7zmmmusbg4AIDTp0x1rE6c2GW03qbGioqJUQfznP//Z6uYAAEKQPt2x+XGGhYWZvs2O0yejHfHyyy/HxcXJsXI4HAcPHrS6OQCAUKNPd2x+nJdddtn//M//mL7ZDtInox3U2Ng4e/ZsOVyRkZGPPfaY1c0BAIQUfbpj8+N84okn5s6d+8EHH1y6dMn0jbebPhk1RWlpqfquMCMj48KFC1Y3BwAQIvTpjs2Pk5vcQ4MxDOm4ceOsbgsAIETo0x1rE6c2GTVLTU1NUlKSGoaU7woBAKbQpzvWJk5tMmoip9P5m9/8Rt2PxT3vAICO06c71iZObTJqOnU/lsPhOHPmjNVtAQDYmz7dsTZxapPRzqB+VxgTE/P6669b3RYAgI3p0x1rE6c2Ge0MJ0+eVDe89+3bl+cVAgDaTZ/uOJTjDLZfMtpaQUFBeHg4z4QGAHSEPt2xNnFqk9HOYzyvkBoLANA++nTH2sSpTUY7lVFjJSUllZeXW90cAIDN6NMdaxOnNhntbFJjde/eXY5neHj4sWPHrG4OAMBO9OmOtYlTm4x2gQULFqjb2qKjo8vKypqamqxuEQDAHvTpjrWJU5uMdo133nnHeJZOVFTU0KFDKbMAAK3SpzvWJk5tMtqVysvLe/ToocqsvLy8/fv3O51OqxsFAAhe+nTH2sSpTUa72L/927/17dtXjeCgBsq66aab6uvrrW4XACAY6dMdaxOnNhm1RG1t7ebNmy+77DJVZg0cOJBxHAAAnvTpjrWJU5uMWujcuXPGsK6MlQUA8KRPd6xNnNpk1FrHjh0rKytTY2Xl5eXt27ePm98BAAZ9umMbxHn8+PFp06bFxcWlp6fv3r27fRvRJ6PBwBiPVEyfPt3q5gAAgoU+3XGwx3n69OmMjIy9e/d++umnH3744e23396+7eiT0SAhNVZERIQc9sjIyNLS0oaGBqtbBACwnj7dcbDHKRXV9u3bO74dfTIaPA4cOJCbm6uuY8XHx1999dV79uyxulEAACvp0x0He5wpKSkbNmxIS0tLTExcsGBBuy+E6JPRYHPs2LE5c+aoMissLOzQoUNWtwgAYBl9uuNgjzMiIuKOO+74qEVRUdHChQv9LNzNry5rMzytXLlSZaF3794HDx60ujkAAGvo0x0He5zx8fEXL15U01JjJSUltW87+mQ0aL3xxhvTp09Xd2UVFxfX1tZa3SIAQFfTpzsO9jjz8/OlrlLTdXV1FFh2V1paanxd+Pvf/97q5gAAupQ+3XGwx7l79+758+cbXxEuWrTIeKtNSdIno8Fv7dq1qsaKjY3lB4YAoBV9umMbxLlx48akpKSEhIQ777zTtTOmwLKppqam+++/f8iQIarM6tWr1+TJk9esWSPF1uLFi3NycubOnSvTK1asSExMlJcXLlyQtST1NTU1VrcdANAh+nTH2sSpTUZtxPUHhv7l5uZGRUXJxPr169W6HbyFq7GxkSHmAaDr6dMdaxOnNhm1HYfDIdkZO3ZsaWlpQUGBTGdlZcn0qlWrUlNTe/fuHR0d7VpsyfL9+/eXiQULFrRvj1LYxcbGxsXFnTx5MsBV6uvrpRYcPXr0gQMH1Bxf32xK3cZDGAHAF326Y23i1CajtnP+/HnXRxZ6XppyOp1SEi1evHjUqFGDBg0yKq3w8HB1C1d1dXUgF7RkMVm4vLzc+HZSCjjZsmd71E6ff/755ORkWSY7O9utwsvIyJCJ4uJit3Vramp69eoVFRW1bNkyadvMmTOlzX/4wx/aeWgAIOTo0x1rE6c2GQ15UkutXr06LS1NlTsxMTHqX3WrlldSLS1YsEAWU0/vURO9e/eWiZ49e+7YsUOVWbLYbbfdpgovme9aVMXFxUVHR0dGRmZmZhozZSPGTfpSIErpZoxc76p79+6yWF1d3cGDB7mjH4Dm9OmOtYlTm4zqw/MWruHDh+fk5IwePVrdMr9w4cK8vLxJkya5VktSA23fvl0KHSmJli1bZswfMmSIW1Elc+Lj40eMGHH06NHmlvJLffcnFd7KlStTUlKM2qtHC6PqGjp0aHFxsTQgPT09LCxMzVcLJCUlyXxZPTk5OSsrq6SkRF5OnTp17Nix6stH2UVFRQVfMgIIVfp0x9rEqU1GdVNVVTVu3Ljs7Gy3W7XcSF11xRVXbNu2zW31p556ynWxQYMGDR48eO3atYFcanKr8KQgU6Wb6zJSjQV+L7/D4UhMTJSJq666Sq1eWVnJiKwAQok+3bE2cWqTUW05nU4pR3r27BkZGblkyZLS0tKkpCTJe2Fhof9q6Wc/+9mkSZN2797dvu/vnn322dTU1Ntuu83/YgcOHCgoKLjnnnvUCBTStszMzHXr1pWUlMTHx4eHh1922WVuxdbw4cO7fT/wvawlQS1btowvGQHYmj7dsTZxapNRzTU1NRklSGNjY1VVlRRe1japVdLC+vr65pbLXU888cT48eOzsrJ8XeWKi4tjdFYA9qVPd6xNnNpkFKFBiq1du3ZNmTJl3rx5aghW1zIrNjZ26NChzz//vJ8tSN22ZcuWuXPnnj17tsuaDQD+6dMdaxOnNhlFqNq/f395efnRo0dd7+hyOByFhYXjx49XddiaNWtGjRp15ZVXTps2LS4uTi0TFRXFRS8AQUKf7libOLXJKHRw1VVXySndt29f/3fNh4eHG9O9evWSOszXRS/GtQfQNfTpjkM5TrfOxurmAGYybtu68cYbu30/AMSyZcuio6NjY2OfeeaZhoYGebeqqsrtZ4wOh2PSpEnyb1ZW1saNG4uLi2U6JibmtddeszomAKFPn+5Ymzi1ySg0dOLECeMSlK/HLE6dOlXdvOXrcpdUZnyTCKCz6dMdaxOnNhkFvHI6nYcPH5Z/a2trN2/enJqampOTs7HFmDFj5KXxTWJeXt6qVavUwBBZWVkPPvig1W0HEDr06Y61iVObjALt42dA1MLCwv379xsDXsiEVGC5ublqWK+VK1dOnjx5165d/rdfWVk5ZcqUFStWqK8yBw0adPvttzNmPaAbfbpjbeLUJqNAR6jHaQ8bNkzKoLlz50ZERBhP++nbt+/NN988Y8YM4/eJbhwOx/XXXz9v3rx//ud/VpWT/HvmzJna2lopyIztuBk+fHh2dvYVV1zBcBKADvTpjrWJU5uMAh3R0NBw8OBB4y4umVBfKRrPXlSkxgoPD7/hhhukDhs9erS6hcutcsrNzVVPYOzevbv8qwqsIUOGyCpFRUUyUz1C21g+KyuLC1pAyNOnO9YmTm0yCnSG/fv3qzLIeFCj6+3whw8fVqXYkiVL1GJRUVFG5SSl2MKFC//yl79UVla6lm7N3z/gKCEhQY0okZ+fT40FhDZ9umNt4tQmo0BnkEpoXwv/jx6Sdw8ePFhdXS0Tx44dmz9//tVXX/3mm2+2uvHjx4+rG+2psYDQpk93rE2c2mQUsKmamhpVY2VmZr799ttu79bW1k6fPn3SpEl1dXWWNA+AKfTpjrWJU5uMAvYlNZb6rrB79+5qUK4TJ07Iv+Xl5dnZ2cbtX4zXBdiXPt2xNnFqk1HA1owRuYwbuSIiItTLsLAw49auyMjI2NjYffv2+d/amTNnDh8+3DUtBxAIfbpjbeLUJqOAramfMbo903rYsGHbt2+vq6tTt3ZNmTJFze/Ro4e6muV18HqprtRimzdv7vpA2kTa7//mNiBk6NMd2yPO+vr6jIyMjmRFn4wCIePll18eM2bMli1bPN+66aabHA6Hqp+io6MjIyMXLFig3jpx4sSFCxfKy8tlXaNEk4XHjx8vc5599lm3TZ09e3bSpEny7gcffNDBBkuRJG3Oz8//0Y9+ZIwE5vltpiwmzZs8efIdd9whBeI999wjIcTHx69evVpejho1KiUlRbVT1q2oqDC2UFlZef78+Q42ErCWPt2xPeJcsWLFpk2bKLAAuPJ8jvUVV1xhjLml7uUaMWLEkCFDXAfoksUKCwvHjh171VVXqYFVldjYWM+7u2praz33K8v8/Oc/nzdvXklJiawybdo0KY9kRz179nTdkey3R48eUvypIe+lqcOHD7/66qvdFvNF2pmUlCQT/fr1U3tR342uWbNG9istz8zM/POf/9xVBxswhz7dsQ3iPHXqVHZ2dlNTEwUWAE+bN2+WQsT15i0h9cf27duNaknqpJEjR8r8Pn36uNUxUldJGWQMedqrV6+ZM2eqyik/P1/m5OTkyPTq1atHjx6dm5vrWpN5Utfao6KiPEdeddW3b1/5Nzk5WW152LBhY8aMUTuVsiwuLk6Kp0CKMPWI7rq6uurq6jYdNPVsSq9frQKdSp/u2AZxyofdCy+80NyxrOiTUUBbUkWVlZVJVbRu3TqvC5w5c0YtNm/ePPlMSElJOX78eHNLtaHu7po9e3YgZY3UZGpi2rRpUt8UFBTInHvuuUfVc+fPn1cbPHLkyPTp08eOHVtcXCyLpaenyyrz589Xi8nu/Nc30s5t27bJLu6//35ZXTYi00VFRTItAfbr1894ZpH6HYCUaGoxiWLZsmWqdJPq8PLLL//jH/+owjx37pyaKCwslFXGjRtncg6A1ujTHQd7nK+//vr48eMvXbrUHEBW/H8mdkl7AdhDTU2NZ30jpY96vI9URVKgLF68eMiQIbfccotMS00WHh4uhZQqVg4fPlxeXt6mK0BS1ph+B5WfR3S7cTgcqi4cNmyY8R2lVGayBXObBPinT3cc7HGOHDny0KFDaporWAA6mxQcrt8tuqqtrQ3O79SefvrpvLy8lStXSiEopaH66rCkpETmSC0VFxdnjCJmyMnJSUxMVEuWlZVZHQE0ok93HOxxmnUhSp+MAtBZY2Pj3r171Zehzd9/+9ncUh0uXbp09OjRO3fuVOWjLLls2TLjS89Ro0bV19e7bkpWfO2115YvX64u2onq6mrX0pOhJdAO+nTHdorTLSttSpI+GQWAwJWXl3fv3t34C3b48OHJycnx8fF5eXmuv3Z0OBy5ubmqFCspKXnwwQcTExNl5m9/+1urI4DN6NMd2ylOCiwAMN2BAwdSU1OlWvL85aO6Iy0mJsb/3V3Tp08vKipSv4JcvHjxyJEjf/KTn6iNnzlzxutQF9CWPt2xNnFqk1EAaB+n03n06NErr7yyX79+Tz31VENDg5RHW7ZsOX/+vBRJO3bsyM/Pv/XWW9VvFYcMGZKRkeFn0IrevXtfffXVMhEeHr5q1So17MXw4cO56KU5fbpjbeLUJqMA0JWk9lKXvkaMGCFVlHqQkTGEhK+LXmPGjLnsssuMC13nzp1z/QFBcP6YAKbQpzvWJk5tMgoAXay6unrbtm3GPfJqQgqvPXv2TJo0SY0WVlJSkpSUFBER0a9fP89iSyZ69uwpy6xZs0bmSH2mhj9sbhk7w3OPTqfzscceu+uuu0pb3HHHHbNmzaqqqvLfTtmUGgkMFtKnO9YmTm0yCgBBSz2iUWqvuXPnSrHlObC+W+2lhry/99571epSHskWysvLhw0b5muVKVOmTJ48+fnnn3fb9enTp9Vt+08++aTrfKnVpJgbN27c/fffr5qHTqVPd6xNnNpkFABswRg/4uc///no0aNnzJihLnSNGDGif//+bnd3SeWUk5PTreVpjK7zlyxZsm7dOvUdpXp0o+sq06ZNG/Q9t7dkTo8ePXJzc90eDTl8+PChQ4ca4++PGTMmPj5eDaAv/yYnJ0sBJ9MbN25ctGjRU089pWqy+vp6X08ramhoYDwLV/p0x9rEqU1GASA0SO21fPnygQMHSr3lWgNJVbR9+/bf//73Rk0jS1ZWVqoJdWe95y8fpZAaMGCAFE+DBw92eysjIyM8PFxW8f8ESV+kParsW79+vWv7pa569NFHIyIipJjjrjKDPt2xNnFqk1EACD1SOW3evHnUqFEbNmzwv6TxHGtZpaSkpEePHikpKUeOHHHb2rx585KSklavXq3u8VL3jcm6r7zyinr+t3qe49ixYxMTE2VhmZ49e7bMV49RMh5bqUaycL02Jo3s27fviBEjXK+NFRQU7N+///jx48azSbSlT3esTZzaZBQAYGjHbVWyitc7611JKVZeXl5ZWakeE7506dIrr7zS89pYbm5uWlpaeHi460w11MWSJUtmzJhx4MCB9kZmV/p0x9rEqU1GAQBWqa2tveWWW6Kjo+fPn29UaeryW2pqqtdvGNW9YlJsGXd0VVdX19TUNLeUcRs2bJC33n77bSujMpU+3bE2cWqTUQBAcFq7du3s2bM3btxYWloqdZWqrtzqLeOGswkTJsTGxhpfRMoqUrGdP3/e6iA6Sp/uWJs4tckoACD41dfX79+/3+l01tbWTp8+XVVRnnfZu/5qUt3vNXXqVLdN1dXVjRs3rl+/fm+++aYlsbSJPt1xKMfpdppa3RwAALyQMquyslIN6HDkyJH58+ffcMMNFRUVMqexsbGmpubYsWNz5sxx/VZx0qRJ8m9ycnJ2drYxX+ozdaHLdWCIYHsWpD7dsTZxapNRAEBI2rVrV1ZWlttQ+N1aRqCIj483vk+MioqKjIxUA+jPnj07PDx88ODBwTOGqj7dsTZxapNRAEBoq62t3bRpU1JS0pVXXnn8+HFjvtuFLjc5OTnqitfZs2ctbLw+3bE2cWqTUQCAzoqLi9PT09Xo8ytWrMjKysrMzHS9u2vQoEEWXtDSpzvWJk5tMgoAgBun03nw4MHLLrtM3TWfn59vVY2lT3esTZzaZBQAAF9qamrUiFxeayypw/70pz8tXbp07969ndQAfbpjbeLUJqMAAPhh1Fi9evVavHixGlZ+5MiRY8aMcX28z6RJk9RAEub+JlGf7libOLXJKAAA/h06dMjXvfAZGRmuL7t37x4VFbVw4UKpw0aNGiVz1NMYFyxYEB8f7zkol6dz5865lmj6dMfaxKlNRgEAaNXkyZMjIyPnzp0r1VJeXp70kiNGjFBjaFVUVOzfv3/z5s1paWm+6jCDbEdd6PK6l1WrVsky6enpspcHH3xQjTHRxZFaRZs4tckoAACBaGpqMqbV0w89zZgxY8CAAStXrpQKqaioKCcnZ8GCBTK9ePHi+Pj4sLAwVWYlJibOnDnz6NGjzS1Pyz506FBtba1UV24Pula6KDyraROnNhkFAKBreD7H2uFwxMXFyURERIT6d+DAgbfccovUZFKlSR2mT3cc7HG+9tprU6ZMiY6OTktLu/vuuz/++OP2bUefjAIA0JWqq6tVdeU6ynxYWNjChQvPnDnjtrA+3XGwx1lYWPjqq682NjZ+9NFHS5cunTVrVvu2o09GAQDoYidOnDh8+HBzyzWtkpKS/Pz8//iP//C6pD7dsZ3i/OKLL+Li4tq3rj4ZBQAgaOnTHdspzoqKioKCgvatq09GAQAIWvp0x7aJ86233ho4cODp06f9LOP/p6Rd1lQAAOCVPt2xPeKsqqrKzMw8cuRIu7egT0YBAAha+nTHNoizvLw8PT1dja7RbvpkFACAoKVPdxzscW7dujUzM9PrAGhtSpI+GQUAIGjp0x0He5yet1IZT/+mwAIAwF706Y61iRMAAAQBqyuCLqJLnM32r5ppv+XsHoLd299s/xBov+XsHoLd298cEiEESJc4m+2fVNpvObuHYPf2N9s/BNpvObuHYPf2N4dECAHSJc5m+yeV9lvO7iHYvf3N9g+B9lvO7iHYvf3NIRFCgHSJs9n+SaX9lrN7CHZvf7P9Q6D9lrN7CHZvf3NIhBAgXeJs1impwYnjbzlSYDlSYDlSYDl9UqBLnM06JTU4cfwtRwosRwosRwosp08KdImzWaekBieOv+VIgeVIgeVIgeX0SYEucTbrlNTgxPG3HCmwHCmwHCmwnD4p0CXOZp2SGpw4/pYjBZYjBZYjBZbTJwW6xAkAANBlKLAAAABMRoEFAABgMgosAAAAk1FgAQAAmIwCCwAAwGQUWAAAACazcYHV7XuuMy9durRmzRqHw5GQkFBcXCwvPVf0tUwg68Lg9fi/9tprU6ZMiY6OTktLu/vuuz/++GPPFTn+ZvGaAqW+vj4jI8PXeDOkwCy+UnD8+PFp06bFxcWlp6fv3r3bc0VSYBavKXjvvfdmz57taCET8tJzRVJgCl+f+fTFzbYusBS3/1dlZWVjxox5v4VM7Nq1y3MVX8sEsi7cuB3/wsLCV199tbGx8aOPPlq6dOmsWbM8V+H4m8trFbVixYpNmzb5KrBIgbncjvPp06elut27d++nn3764Ycf3n777Z6rkAJzuaVgwoQJ69evb2ixdu1aeem5Cikwha/PfPri5tArsOQ/kiRbTcvExIkTPZf0tYyfdeGLnzF5v/jiC/kL3nNJjr+5PFNw6tSp7OzspqYmt7dIQSdxO85SUW3fvt3/kqTAXG4piI2Nlc8fNf3555/LS88lSYHpXD/z6YubQ6/Aio+Pr6+vV9MXL150OByeS/paxs+68MVPgVVRUVFQUOC5JMffXJ4pmDlz5gsvvOD5FinoJG7HOSUlZcOGDWlpaYmJiQsWLGhoaPBckhSYyy0Ft9xyy8aNGz/77DM5+CUlJfLSc0lSYDrXz3z64ubQK7DCw8O/+eYbNS0TERERnqv4WiaQdeHGV4H11ltvDRw48PTp055vcfzN5ZaC119/ffz48equBV/ZIQXmcjvOctzuuOOOj1oUFRUtXLjQcxVSYC63FFy4cKF///7q3iyZ+Otf/+q5Cikwl9tnPn1xc+gVWIFUviFfNXclr114VVVVZmbmkSNHvK7C8TeXWwpGjhx56NAhr28ZSIG5PD+F5OipaamxkpKSPFchBeZyS8HUqVPXrl1r3IMlLz1XIQUm8vzMpy9uDr0CK5DvbkP+e9+u5NmFl5eXp6enHz161NcqHH9zeX4P6MZzFVJgLreDnJ+fL3WVmq6rq/NaYJECc7mlICYmxtc9WAZSYBavn/n0xc2hV2Dt3LnT168PjCV9LeNnXfjidvy3bt0qf8fU1NT4WZLjby4/t8H5ugeLFJjL7Tjv3r17/vz5xleEixYt8lySFJjL8y/tkpISdQVr3bp1Xu+wJgWm8PWZT1/cbOsCy+uf6ZcuXXrooYfU8CcPP/yw6/gZrS7jZ1148nr8PS+fNDY2Gm+pCY6/WVq9UuWrwCIFZvGVgo0bNyYlJSUkJNx5551eb3InBWbxmoJ33313xowZvVtcd911Z8+edV1eTZACU/j6zKcvbrZ1gQUAABCcKLAAAABMRoEFAABgMgosAAAAk9m1wGrrAyZ9zQ/k4cR+Vm/1LmOD12UaGhoWLFiQmJiYlJT04x//uAPHAwAABBG7FlhtfcCkr/mBPJzYz+r+iypPbssvXLiwqKiorsWtt9767LPPtmlrAAAgONm1wHIVyAMmAxm4zO3hxK58rd7BAqtPnz6uAxLm5+e3aWsAACA4hUKBFcgDJgMZet/t4cSufK0uBVNSUlJsbOyIESN+9rOfffvtt/6b6llguT5Sw74PBAAAAK5sX2AF+IDJVh8e6efhxK2u/tVXX1VXV0+cOHHVqlX+W+tWYN15553GiM/z5s2LjIz0vzoAALAFexdYgT9g0v8VLM/tuN2THsgFsA8//ND1ypbX297d5nzyySdSVyUkJKSkpDz++OOpqaltCB4AAAQrGxdYbXrApJ97sFp9OLH/1Q3nz5+XOsl/m/3cs/WLX/xCii3/qwMAAFuwa4HV1gdM+prv5+HEgWy2qKjoxIkTX3/99alTp6ZOnXrffff5345bgTV//nwpyxoaGl566aWMjIx33nknwPABAEAws2uB1dYHTPqa72s7bnyt/utf/3rUqFFRUVHZ2dnr169vamoKsMFq5u7du9PT02NjYwsLC9966y0Tjw8AALCQXQssAACAoEWBBQAAYDIKLAAAAJNRYAEAAJiMAgsAAMBkFFgAAAAmo8ACAAAwGQUWAACAySiwAAAATEaBBQAAYDIKLAAAAJNRYAEAAJiMAgsAAMBk/w9l5N7yoKxGegAAAABJRU5ErkJggg==)
| VMR Tools created by Darren De Zeeuw. |