Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: devi_rn_080822_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | June 29, 2013 |
Start Time | | 2013/06/29 10:51 |
End Time | | 2013/06/29 11:43 |
Key Words | | heating |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 23.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 103.60000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | devi_rn_080822_2 |
Minimum Dst Value | | -91 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-B for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIFNlcCAwNyAwMTowOTo1OCBVVEMgMjAyMsMPf1YAAAGtdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiZGV2aV9ybl8wODA4MjJfMjogT3BlbkdHQ00gcGxvdCBvZiByaG8gYWxvbmcgVEhFTUlTLUIgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMTMtMDYtMjlUMTA6NTE6MDAuMDAwWiIsICJtYXgiOiIyMDEzLTA2LTI5VDExOjQzOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MTIuNDAyOTk5OTk5NSwgIm1heCI6MTcuMDIzMDAwMDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfYoB3y4AAAAEZ0FNQQAAr8g3BYrpAAAzWElEQVR4nO3df2hb97n4ca9Rrp0lWRyWG8xmek1wqe+WkZSFYoLJRPGIRxyaEmeY1AsmmOIQh5vSlJpg5lGHOWBGbgnB7KY3DvgPj4Zihv8QwaMecZnhpmCGGCaYojKPaiQjJogigjD+PtPn21NN0pGPpCOdo/O8X38ERZbO+fw4Os9zzvmcz6nbBAAAgKvqvC4AAABA0JBgAQAAuIwECwAAwGUkWAAAAC4jwQIAAHAZCRYAAIDLSLAAAABcRoIFAADgMhIsAAAAl5FgAQAAuIwECwAAwGUkWAAAAC4jwQIAAHAZCRYAAIDLSLAAAABcRoIFAADgMhIsAAAAl5FgAQAAuIwECwAAwGUkWAAAAC4jwQIAAHAZCRYAAIDLSLAAAABcRoIFAADgMhIsAAAAl5FgAQAAuIwECwAAwGUkWAAAAC4jwQIAAHAZCRYAAIDLSLDgVF0dWwsqrhKb2YMHD5qbm7dcciVWza8GUIsfP5wqLVQQYFCUSmww7e3tf/zjHz1ZNdt/hdCw8D+2UTjlwz3ayMjIzrSrV69ab37xxRcnTpzYkSYvPv/889I+/8knn7z22mv19fW7d+8+f/7848ePC7+fV1EfNqLRqFWen/3sZ/LfotrEob///e+XLl1qbm7evn27NIis8f79+w7/+ujRozfeeEPel79K7jI7O2vely3k0KFDWSt65ZVXitpyKnGeSdrflVWXoHK/mrp87NZovZn3K5sO+s568ezZs7fffvvFF1+U3pet+vTp059++umWJZSNWbYZ+a0VKFsV+HAnhgBja4NTfts3ffjhh8eOHftHWjgclv+a9yVO/PrXv06lXbt2TYJEaZ+XrGJ+fn5jYyOZTEpEkTyp8Pt5FfXhzXTu0tTUJGUz5blz587+/ftXV1dLbqW8JH+SAHn9+nVpCvnv8+fPI5GIFNXJXyUBlb9KCeV9+e/y8vLZs2fNn2QLkXxL6mutSL4o73ieYDn8Sm0lWHar2DLBsltI4b6zXkjS/84773z55Zeb6W3j448/ll/TlgX76quv5PAmN4crUKRK8NtODMHG1gZbsvfs7++Xo3+J8RMTE5n7pqtXr+7du1f+JME1kbZv3z45tLU+IO/It+Sdwns0+evNmzclpdi2bZv5r0Ruc3Asic6f//znAt+VbMm67iMvOjo6zGuzKIt19qLYz2eSDEmK5Pz9vLI+nLdlpME/+OCDzHfkv/Km9ZXf/OY30rBSSHlTkjbrY1k9Yn0+b3teuHBBlmNXzsJ/lfXeunUr759kdXNzc5nhVhr597//vV3Iz1sX68PyjpTEnHGUF+YDuadeMhX7FYebX97FZvnb3/52+vTpHTt2yHclBbFOVRauToGVFvj15daiwH+z3iyQYBXuO+uFlFO2ZLvCFC5J7o8r77m0zE7ZsmE3bTZ+8d577+3Zs2f37t2ywLzrKtApVhmkTT766CNrmZJZfu9738tcC2CHBAu2ZPf0xhtvPEuTF9Ze6Ve/+tXrr7/+j3/8I5VKDQwMXLp0Sd78r//6LwkD1nfltRzmbm51yCh/PXfuXGZCILtIWbLswSX6vvrqqwW+K/tca0cvL+S/5rXsjq9du7aR9v7778t/S/t8Jjmaz3vyye79vLI+nLdlJE48ffo08x1pfAkS1lcye0Q6yLyft0c27dtTsuGstWQq/FcpTGYmncnU6OWXX/7ss8/kxZ/+9Cd5bVdTu7pYH3733XelUtYH5L9ZH8hV7Fccbn52i830wx/+UOorX5QukLpk5sRbli3vSs2vT8omn5dtsgoJ1mbBvrNeyDZ8/vx5U1m7IuWuSyoyMjIiBzlOyp/ZKVs2rN3G/8tf/lISMnlfUtXcrcso0ClWGR48ePCjH/3I+srFixczd3RAASRYsCUHan/961/N6y+++MLaNzU3N1vvf/XVVyb8r66uylG49d0DBw7IoeemgwTLXIey/msdRG55cihrydaHZb0tLS3mOFVe/P3vfy/t85ZoNCp7+dzhI3bv5+Xww3mbyyqq/DWzR+QI27zO2yOb9u2Z1bBZh/VF/TW38JOTk2fOnJEXJ0+evHPnjl2l7OpifVjesZpLXuzfvz/rA7mK/YrDzc9usXbku7t373ZeHbuVml/QZnoTLSrBysvur5kLKdB31gtJviVVkpxDDlFkw5PjKLt0PGtFkrj/5S9/cVL+zE7JlLdh7TZ+2X3l/tyy1lWgUzLL0N7e/rvf/W7z6+vj5uI4sCUSLNiyOzLO2m9al9hOnDhhxjvLv3KMm3chDlfh5Lt2Z6Q6OzuvXbtmjamyThoV+3lDjl9feuml3IuVdu/n5fzDueeH5DA6M2HK/FNm4pW3R+zaM/c8mfO/bnkGS9pWYt7vf/97+dc0uF2CZVcXhx8oYZmFP19gg8+72Ex/+tOfjh07JhuVXRc4LJvd54tKsAp8pnBTFOi7vF+UpOTixYvWTyZv0mZIUnL9+nWHZ7Ay/+ukYZ1s/E7WZdcp9+/f/8///M/N9PVxc7URcIIEC7YKnMHKezecpBFmYJP8ax2qVi7ByhpTZe27s+Kf9d9iP7+ZzhTlgHV5eTlr1Xbv51XUh7ccg2V3Bitvj9i1p6S/uZc5HP61QIyxPiNf37lzpzWQyy7UbXkGK/MDDs9gFfUVh5uf3WIzSRfMzc1Jji6v5d/cJMNh2TI/b53Bki9WJ8HatO+7AgWwO6mZ+5W8AxwLl3/LhrXb+B2ewXK4wbzyyivvv/9+S0uLw/FnwCYJFgqwRoGI119/3drpyJHoyZMnzd5/dXXVCv+b6TvyPvzww+PHj1vvVC7BMncFyr41665Asyu0xlRl3UXo/PO3bt2SfffKykrWeu3ez6vAh/PW7tGjRxIY7ty5I7FEyiMv5L/WXYR16XFLpkcyxy3Z9Yhde0pQkdDy61//2lwPlRXJMbrDv5qrJL/97W9NzItGo319fQVqZPe+XV2sD1tDAM3mZ42PkfCfexm38FfKTLDsFptp79695hY82cCkQXLzAIdly/z86dOnTfucOXOmagnWll987bXX5JjBXNaUn5JUJO95qaxlytYiW5T148qU1aFZJdmyYe02fjMGS76VOQYra13ON5iPP/5Y3rx7965dBYFcbB+wJTumgYEBOTyVfVzWfUyyU5ODuW3btklGlXmLjWQtcpD64MED653KJVib6buHcue1kp2smXpKyIvMOQ6K+nxdjsLv21XQ7sN2X/zLX/4igcGUp7OzM3MeLPmKdIS5YUq6JnMsSN4eKdCeEpBkCXLILl8xsxll9lrhv0oWaG7skr/++Mc/zpwHy64R8r6Zty7WhyWEX7p0ybTDxYsXrQ/cuHFD3sm7TLuvlJlg2S02UyQSOXDggDSIZJ+SVefmAQ7Llvn58+fPW7++LYe+2f03680CW3XhhVsvPv30U0n4TO9LIn7hwgW72d0y1yK1ljQoc1I6S1aHZpVky4bdtN8dScIkP3brLsLcdTnfYGQjN1cJ8zYOkBfbB1AzgrRDD1JdKk3yEkkgvC6Fv2TNrlJpckTx8ccfV3ONCAD2cUDNCFJSEqS6VMi7776bSCSePn1qd11SLck4rUF7VfC73/0uc6YGwCH2caiG+nyq8N2qqU4hfVjxkgWpLhVy69at/fv379ixI2tSWUib/Pa3v63OumRDffHFF830YEBRSLAAAABcRoIFAADgMhIsAAAAl/k0wcp7A3zW3cXW9NYAAAC+4tMEyyhwn9GNGzcypzICAADwj5pMsDY2Ng4cOGA3mzMAAIC3ajLBunPnzoULF4pdFAAA8JwbCUIN8HU97brh5Zdftnu4Gz0KAIBv6QnHvq5n3m74+OOPT58+7cqiAABANekJx76uZ95ueOWVV/7v//7PlUUBAIBq0hOOfV3P3G745JNPOjo6XFkUAACoMj3h2Kf1tBs+dezYsfv375e5EAAA4Ak94VhNPdX0KAAAvqUnHKupp5oehVqpVCoWiz158sTrggCALT3hWE091fQo1Dpz5oxs59/+9rfzTmICAH6gJxwHuZ6MwYIq3/nOd8ymfvHixVQq5XVxACAPPeFYTT3V9Ch0mpiYyDyc6OrqisfjXhcKALLpCcdq6qmmR6HQ4uJiKBSSjXxycvLGjRvmdVNT0/z8vNdFA4B/oSccq6mnmh6FNolEoq2tTbbwzs5Oc2VwaWnJvCNGR0e5XAjAP/SE4yDXkzFY0ODy5cuyeTc2NsZiMetNSapGRkbMqaz29vZoNOpdAQHgG3rCsZp6qulRqDI3N2eyqNnZ2dy/Li8vm1NZDQ0NU1NTVS8dAGTTE47V1FNNj0KPeDze3Nws23ZfX5/dZxKJRH9/v0nCGPkOwHN6wrGaeqrpUejR09MjG3ZbW9uWk4vOzc01NTWZke+RSKQ6xQOAXHrCcZDryRgsBNjt27fNtb+FhQUnn4/H4729vea30N/fn0gkKlxAAMhDTzhWU081PQoN1tbWdu3aJVv1+Ph4UV+cmpoyX2xra1tcXKxQ8QDAjp5wrKaeanoUgZdMJsPhsGzShw8fLmEKhpWVlY6ODiZxAOAJPeFYTT3V9CgCb3h42FwczJyXoViSWjGJA4Dq0xOOg1xPxmAheJaWlkxidPv27fIXdfDgQSZxAFBNesKxmnqq6VEEWDKZPHz4sGzMp06dcmuB/f39PL4QQNXoCcdq6qmmRxFgg4ODZqqFtbU1FxcbiUSYxAFAdegJx2rqqaZHEVTz8/Pm4uC9e/dcX3g8Hu/s7GQSBwCVpiccB7mejMFCYKyvr7e0tMhmPDQ0VLm1TE5OMokDgIrSE47V1FNNjyKQuru7ZRtubW2VTKuiK1pZWTEj35nEAUAl6AnHauqppkcRPDMzM7IBh0KhpaWlKqxOkiprEgdJtpjEAYCL9IRjNfVU06MImHg83tjYaM4nVXO9CwsLra2tZhKHyclJTmUBcIWecBzkejIGC7VO0pr29nbZejs6Oqqf4mRO4hAOh5nEAUD59IRjNfVU06MIkrGxMdl0d+3atbq66lUZpqamzCm0pqammZkZr4oBIBj0hGM19VTTowiMhw8fNjQ0yKbr+TTrTOIAwC16wrGaeqrpUQRDKpU6cuSIbLe9vb0+Gf80Pj5uJnFoaWmZn5/3ujgAapKecBzkejIGC7VraGhINtrm5uZKz8tQFCZxAFAmPeFYTT3V9CgCIBKJmFkSfPjgmmQyOTw8zCQOAEqjJxyrqaeaHkWte/LkSXNzs2yxly9f9rosthYWFszjC5nEAUBR9IRjNfVU06OodWZmhCNHjiSTSa/LUkg8Hu/t7bUmcYjFYl6XCEAN0BOOfVpPu4FT0Wi0s7Nzx44dcoh/9+5dhwthDBZqxb1798xpoeXlZa/L4sjU1JQZ+S7/Tk9Pe10cAH6nJxz7up5Z3bCysnLgwIFIJLKxsfH48eNLly6VvCjAh2QLNzNOjY2NeV2WIsRiMWsSh76+Pl+Nygeq4L333nvhhRfq6+ur8zCrWqcnHPu6nlnd0N/fv+VZK4eLAnwoHA7LhirJSi0OaZqYmDCnspqamhYXF70uDlBZcjh08+bNnp4es9kbnk9ZVxP0hGNf1zOrG/bs2TM5OSm7bzlQOHPmzNOnT0teFOA3sms2F9pqdzDT6uqqdSpreHiYU1kIGNnC5Xc6MDBg7vAwGhoazInnb33rW5999pnXZawBesKxr+uZ1Q3yX9mynz9/nkwm33rrrbNnz+Z+voAqFhwojuy4zT661o+AU6nU2NiYmYC+paWFSRxQ6548eTI9PT00NHT48OHMgCKbtxxFLCwsmJtR2tra/Dmvig/pCce+rmdWN+zYscO6r0rSrPr6+pIXBfiHJCXmxE93d3ctXhzMJVHHzDQRCoXefPPN//mf/5Eo5XWhAKck0EiqNDo62tHRYaZ8s5Kq/v5+OQrKPc08Pj5el37ughflrTF6wrGv65nVDeFwODPBknyr5EUB/mGe6NzU1BSka2qJRKKnp8eKTF1dXV6XCNjCw4cPb9++Lcc55hSsdQVQ0qa8SVUmOYTYtWuXfDhIv+IK0ROOfV3PrG64e/fuW2+9lUwbGBg4d+5cyYsCfMJ6ovPCwoLXZXHfe++9Z6LUzp07V1ZWvC4OkG11dVWSqr6+vqxhVXI8Pzo6al0BdEIyM/nu5ORkRQscAHrCsU/raTd86tq1a3v37q2vr5dDii0HuTMGCz6XSCTMwA4/T9peDnMsZEJXY2MjdxfCD9bW1mZnZ4eHh1tbWzNjRHt7e7FJVaaZmRmzENcLHDB6wrGaeqrpUdQQM2l7wC4O5kqlUqamoVCo1kfxo0ZJzjQ3Nyf5kyRADodVlbAKc6sKJ2sL0xOO1dRTTY+iVpgnOgslkxMODw+bkDYyMuJ1WaDFwsKCJFXhcDhzWFVzc7NbSVWWgYGBuvQcJe4uNmD0hGM19VTTo6gJ8XjcXDgbHx/3uizVMz09beKchLdg3C8JHzJTgPb29ppbWXOHVVVu21tcXDRnxSq0/GDQE46DXE/GYMG3urq6zHANbXnG/Py8mfm6o6ODuRvgllgsNjMzMzg4aC7SuTWsqgRmXJeS09Kl0ROO1dRTTY/C/6xJ23XOwym1lkN8aYGDBw/qbAG4IpFImHnVzeZkkRRH3qzEFUAnzKVwSfWqv+paoSccq6mnmh6Fz62urppTONPT016XxTPxeLy9vZ1bC1GC//7v/z569OgPfvCDzGFV8pvq7OwcGxvz/ElT8gMPhUKyYVftnFnN0ROO1dRTTY/C50xiwYzPqVTKzBsk0Yipg+DQ2tpa5smqjo6O8fFxydF9lc2Yp7bPzMx4XRCf0hOOg1xPxmDBbyYmJsxpG8+Ps/1AcqyhoSFuLYRz5vK62Ldvn2/H8N2+fbuOpxfY0xOO1dRTTY/Ct+Q420zAc+/ePa/L4iOTk5OmWXp7e311HgJ+s76+LnmVbCo//elP/XxlOR6PNzQ0yFa9trbmdVn8SE84VlNPNT0Kf0okEm1tbcyRk9fCwoKZtKKzs9O3pyXgOXO+8/Dhw/6/91aOFrRNwuKcnnCspp5qehT+ZGJDS0sLJ2nyisViBw8eNE3ERNjINTc3FwqFdu3aVRObRyQSqeOxOTb0hOMg15MxWPCJ2dlZsxEG8onObkkkEmZ6sMbGxocPH3pdHPiIHJaYuRhu3rzpdVkc4bE5BegJx2rqqaZH4TdPnjwxM0qPjo56XRa/k7Bkrq00NDTw1EJYLl++XCsXBy2mzAwJyKUnHKupp5oehd/09PTI5hcOh2soNnhLMlFzwo+UFJtf3x0ilpeXvS5LER4+fFiXfu4hP/wsesKxmnqq6VH4yuTkpDkfw5TlRbl3756ZRlLSU0ataSbZyeHDh2VLuHLlitdlKZq5ryUSiXhdEH/RE46DXE/GYMFbKysrZhwGE2mWYGFhwbReOBzmdne1JK8yT79JJBJel6Vo4+PjzCqcS084VlNPNT0Kn5Aj7yNHjsiG19fXxzWC0kiGah6dy62FOkWjUXMis0bvDonH46FQSKqwvr7udVl8RE84VlNPNT0KnzDPfPXzfNM1QSKTyVMbGxuXlpa8Lg6qRw5LzHOlavHioKWzs5Nz2Fn0hGM19VTTo/ADSQXMkffs7KzXZal5iUTi1KlT5qmFt2/f9ro4qJKxsTHp9La2tpoehDc9PW0uc3tdEB/RE46DXE/GYMET1qTtg4ODXpclOMwZQWbHViIWi5kRePPz816XpSyyN5CK8NicTHrCsZp6qulReG5gYKB2h+X6mfXUwr6+Pto22MzFwf7+fq8L4gKpBQcGmfSEYzX1VNOj8JZ5oIdgLvJKiEQiu3btMnNOMrgtqMzkJvv27YvH416XxQULCwvmWqfXBfELPeFYTT3V9Cg8JPHATNrO0WrlLC8vmydDt7a2BunWwvfee+/o0aN/+MMfvC6Ix2KxmKRW0r8zMzNel8U1ZrfAXRqGnnAc5HoyBgtVFg6HZUvr6OhgXoaKkkTW3Fq4a9euWp/FMRqNXr58+d///d/NbmrPnj3KNx5z213Axi+ax+YErFIl0xOO1dRTTY/CK+a6hoT8IJ1W8a1kMtnd3W1mya/FUx2SV42MjJgHGGfp6+vzunSeuXfvXpAuDlqku81UIzV9R6Rb9IRjNfVU06PwhOxAzfhrHlFcTYODgyYpqZVH6sp2MjExYW4yNSQjl4xqdnb21q1bFy5c+Pa3v632EvPa2pq5c1DSLK/L4j4zbL8WDwZcpyccq6mnmh5F9VmPSwvGTU+1RXIRk9p2d3f79tZCSR0mJydNiDX27dvX29s7Pz+fdUFQcgtTnbm5Oa9K6xVpkLr00ye9LkhF8Ngci55wHOR6MgYL1WEGWDQ1NfFADE9EIhFz5kPSXF9dWpLtQfKqcDhsciaTVw0ODkqBCwy0GhoaUniteXZ2VlpJah2LxbwuS0VIks1jcww94VhNPdX0KKpsfn7ehM9aH21d06LRqBnP1Nzc7HleIhF0amqqq6vLzOZvSiV5lWwqDs+x9fT0mBv7lQRjqaa5c/DmzZtel6WCZJOo47E5msKxmnqq6VFUkzVpe00/Li0Y1tbWDh48aIYSe/Js4Ny8SkoieZUUptgbA2VRJl88deqUhpsK+/r66tLPkwl2ZWdmZqSa7e3tXhfEY3rCsZp6qulRVJMZNdLU1MRzMPwgmUyaHgmFQlU7TyArlcAp683Mq/r7+yORSDm3jEWjUXNSZ2xszMXS+pC5OCikyl6XpbJkezDXsj0/yeotPeHYp/XMO3Cq2DFVjMFCRU1NTZlY7sn5Eti5cuWKdWth5c6IVCivyrS4uGgWHuBbUxOJRGtrq9RxZGTE67JUg7nvtVZueq0QPeHY1/XMTbDcWhRQDomgb7755gsvvCDb1ejoqNfFQTbJSExq4vpTC6XrJYWSRMqciqhLT8QlaZYkW5WY4sjceiZJfFAnATcJx+HDh5VMECX9aMbkBftiaGF6wrGv60mCBR+SPePPf/5zE1z37t3r26kBlFtcXDSX2Fy5tbDKeVUmk4I0NTX56gZJV0i2YW4QCWr6mJcZtan5nhg94djX9cxNsPbs2bN9+/aXX3752rVr5SwKKI2EbTPllfHmm296XSLYWl5eLvPWQkmmFxYWJMXJzKu6urqmpqaqdn+flME8F6ijoyNIp3mkXqouDlpGR0frdM+Zpycc+7qedt3w6NGjn/3sZ++++27u5wuofHkRZLFYrK+vzxxwS8B+5513JMo+efLE63KhEEmDJC+pK/LWQiuvMs/o9SSvyhSPx83zrWULDMylJcmr6tJP7A5S1uiE5Pp1uh+boycc+7qeBbrh2bNnO3fudGVRQGES0sbHx3ft2mUC7fDwMJcFa4iEsVOnTpm+m56eLvzhpaWlzLxK8ulwODw5Oen5fFRSMDOqLBjnex4+fGiqo/MGEeWPzdETjitez/7+/t27d5ure+fPny/quyRY8JwEADO7Ul16Ahvl91fXLkmLzdnHvLcWLi8vy/vWo5etvMpXs29IdmiKNzs763VZymJd9FT7WGvzYPiuri6vC+INPeG4svU8ffr066+/bg735d+TJ0+ePXvW+dezukFytdXVVXnxt7/97Y033rhw4ULJiwK2FI/HzaRKQkKvHG4G5uqMTtKD5jSkubXQXAccHR01I4GsHNpveVWmYDxFxwxCkloEb9i+Q+vr6w0NDZLH+3ZLqyg94biy9dy+ffvz58+t/8rr+vp6J1/MO3xKjtsOHTok//3e97737rvvbnkBmzFYKI25JmjGNctOkGuCgSEZlTVcXfZO1s7h4MGD0uP+fwqe7PTM41Zq9yk60sgmzdV8G93m13MUy1bndUE8oCccV7aekk5lpkGSYO3YsaOia7Sjp0dRJtnvW6c0JJiZk6YIjLW1NRPgxfe///2BgYH5+fkaOjdpzczZ3d1dQ8W2hMPhOt330BmynzGJstcF8YCecFzZer7xxhudnZ3Pnj3bTI+aeu2117y66K6nR1EyObbOuibodYlQEcePHze9/Omnn3pdllJYI8QHBwe9Lktxbt68KcXet2+f2ouDFkmOzb0UquYAM/SE44rXUw4Qd+7cuW3btt27dxc1aspdenoUJci6T3B0dJRrggH25MmTqampmh4qHolEzJj9qj1ysXxyAGOuz9ZQmStK7WNz9ITjINeTMVhwgmuCqEUTExNmjODi4qLXZXHETJbR09NTi1c2K0HtY3P0hGM19VTTo3Au65qg8lG3qDkmZWlqavL/zWjmyeiNjY3+L2o16Xxsjp5wXNl6fvHFF/v375fW3Pa17du3V3SNdvT0KJzgmiACIJlMmnnq29vb/TwtuDUT/e3bt70ui7+Yh3nLYZ7XBakqPeG4svWUH9WdO3c2NjYquhYn9PQotsQ1QQRGLBaznqLjdVlsmfPEkgVquxa2pbW1tVAoJMd4NTrpRmn0hOPK1lPa0cPsijFYyCLRyEwjxDVBBMbi4qK5qdCfkyrNzc1xcbAAs0dSNfBfTziubD337NnjkxPXenoUecl2ODo6yjVBBJJ59Eqd/x7tJ78y8wCimzdvel0Wn5qZmTGn97wuSPXoCceVreeNGzf6+/v9cFpYT48iV+Y1wd7eXq4JInjMPf9+G/A+MDDAxcHC5NjPzF5R048/KoqecOx+PbcVVM1B7lwiROY1QcmxuCaIoJIMRvKYuvRjf3xydnZ+fj6Utry87HVZfK2/v186bnR01OuCVImecKymnmp6FEbWNcHx8XGOoRFs6+vrZsD7qVOnPN/apTDmtPHQ0JC3JfE/bY/N0ROOK1vPbdu2VXT5zunpUWymhzVwTRAKLS8vm4MKz+cHv3LlihTjyJEjPhmG62faHpujJxxXtp67d+9+/vx5RVfhkJ4eVU5yKa4JQjNz156YmpryqgyS55kn+XBx0CFJiOtq8OGSpdETjitbz+vXr/f393/11VcVXYsdxmCpIgfKspMyu/XGxkauCUKt0dHRuvRTdKLRaPXXLr+7I0eOSAGuXLlS/bXXqJWVFbPj0nDCT084rvglQg8HuWfS06M6Zd0nGI/HvS4R4KWenh5zErf6M1iOjY2Z+xlVTZ5ZPnOPwszMjNcFqTg94VhNPdX0qDaSS5lYYu6f8ts8QIAnEomEOY0UDoereSp3ZWXFDAJTMpzIRWYys66uLq8LUnF6wrGaeqrpUT0kbExMTJgpZGSfzjVBIFMsFtu3b181R/ZYU0UoGUvkrvX19YaGhlAo5KuZzCpBTzgOcj0ZgxVgi4uL5kH0demnsEks8bpEgO+YmaiqNpG6OQfT0tLik4m4ak53d7c0oBw3el2QytITjtXUU02PBl48HpfjYxM2Wltb792753WJAP+ampoyA94l2aroiqwTZty6WzIlj83RE47V1FNNjwZYMpmUA3FzTdDMHarhjhugTNZTdCp680dnZ6espbu7u3KrCLxUKmWmig329BZ6wrGaeqrp0aBaWFiw7hPs6uoK9g4IcJGE7XA4XNFpP+/du1eFHE6DoaGhwM9woSccB7mejMGqIYlEIpb28OHDhTTZZU+lSWzYvn27dZ/g7Oys14UFaoz14Jre3l7XF762tmbOK8/Nzbm+cG2WlpakJfft2xfg0/N6wrGaeqrp0TKZ/Mb57XiybzWJkewXTGI0MzNjEqOJiYnRtMuXL/en9fT0hNMkT2pJM3d0OyTHdtwnCJRmeXm5oaGhEgPeJWnj4qCLzPwaAR7Kpiccq6mnRz365MmTrPzDOjHzyiuvyGFfW1vbqG/84he/eOGFF6StfvKTnwwODpqsqKurKysrMker7pJMyyxcdi5mdZKNmQK8+OKL8oHvfOc70piedCIQDOahwnWuzmYp+7RQKCS/X5746RY5NK1LP7Hb64JUCglW0EiPOj8xs76+Hvva4uKifHF+fn56ejrrxMzQ0JBdCmLuptGgubnZVLm9vd00ghzOmma5cuWKaagbN26YppPk0mSZ0WjUNK+T27mTyaR8kuwKKN9o+ik6DQ0NDx8+LH9psqs0TymuzjQQSqytrUnOKn0U1J1eHQlWAORmA8ePH889MXPkyJHKZUWyzKz8wzox893vfrcu/fApj05X5fH222+3trZKaX/xi19MTk6arEiOerOyIp6AAdQu8+QDVwakmxHZVZ4sXgNzS6bshL0uSEWQYAVNUVmRJD0tX+vo6JDdh2zufX19WSdm5KDNLgVxcuRhTsyQrACoJtnzmFE+slsrJzFaXl4OhUKytwz8zOPVZ+7KDOqEWCRYQVOXnl/4woULuSdmHj586DwrAoBaZ00KOjQ0VNoS5MhQ9qh1CqYd94QkweYGoEA+o4IEK2j09CgAbMm6qbC061Dm4uCRI0e4OFgh/f390sIjIyNeF8R9esKxT+tpXa3L/dPTp0/NkZPzhdgtCgDUun37dl16wHux0/YuLi6aUdjRaLRCZYM0cl36aWDBS2H1hGNf1zNvN7zzzjvXr18vtof09CgAOHTlypW69L3AzgdIJJNJc4gbyJMrvmLu0AzehFh6wrGv65nbDY8ePTpw4IBk9CRYAFAm2Ze2t7fL7rGjo8Ph1OGj6YkeJMdyMscKynH58mVp6v7+fq8L4jI94djX9czthpMnT3700Ud5/1TsogAA6+vrBw8edBjIV1ZWGhoaQqGQK9NooTBzn6Y0eMByWT3h2Nf1zOqGBw8eHD16NO+frDcLqEaJAaDWRKNRc8/a1NRUgY+lUqnDhw9zcbCazPnFwv1Sc/SEY1/XM6sbDh069Nlnn+X9U7GLAgBY5ubmQmmLi4t2n7lx44YZsBWwEyp+Ztq8s7PT64K4SU849nU9s7qhnJNSenoUAEpgHoHX2NiY96bClZUVc5ZLUrHql02tWCwmWW/AJsTSE459Xc8C3cAZLABw16lTp+rST9HJfcJEOByWP/X19XlSMM1Mp4yNjXldENfoCcc+reeWZ6qYBwsA3JVMJjs6OmRv2dXVlfm+mTFLEi8ed1F9s7Oz0vhtbW2BmRBLTzhWU081PQoAJVtbWzNP0bly5Yp5JxaLNTY2yjvz8/Pelk0nyXpN+xc7H6xv6QnHauqppkcBoBxLS0tmuNX09LT8t7e3V1739PR4XS69zIRYAwMDXhfEHXrCsZp6qulRACjTzMyM7DMlzTLTijY2Nsbjca8Lpdfy8rL0wr59+xxOButzesJxkOvJGCwAKI15nLNx9epVr4ujnXk8kSS+XhfEBXrCsZp6qulRAHDF97//fZNg/e///q/XZdHOnEoMxoVaPeFYTT3V9CgAuGJ8fFz2nDt37uTBOJ5bXV01M8HmzqBRc/SEYzX1VNOjAIDgMVORTU5Oel2QcukJx0GuJ2OwAADBMDU1JYFM0iyvC1IuPeFYTT3V9CgAIHjW19cbGhoklq2srHhdlrLoCcdq6qmmRwEAgWTmJBsdHfW6IGXRE47V1FNNjwIAAikSiUgsa21t9bogZdETjoNcT8ZgAQACw3psTk1fJdQTjtXUU02PAgCCanBwUMLZ8PCw1wUpnZ5wrKaeanoUABBUS0tLEs6am5tTqZTXZSmRnnCspp5qehQAEGBtbW0S0SKRiNcFKZGecBzkejIGCwAQMGaG/d7eXq8LUiI94VhNPdX0KAAgwNbW1kKhUENDQ40+NkdPOFZTTzU9CgAItq6urtp9bI6ecKymnmp6FAAQbDMzMxLU2tvbvS5IcZLJ5PT0tJ5wHOR6MgYLABA8kqmYx+bEYjGvy1IEM3pMTzhWU081PQoACDzz2BxJWbwuiFOpVOqnP/0pCVYA6elRAEDgmcfmtLW1eV0QR6S0ra2t2i4oqamnmh4FAAReKpVqbm6W0La0tOR1WQqJxWJmSL5oaWkxeaHXhaqSINeTMVgAgKAaHh6W0DY4OOh1QfJLJpOjo6O7du2SQjY0NMjrRCKxqel8h5p6qulRAIAGKysrEtoaGxsllfG6LNkyrwn29vaurq5af9ITjtXUU02PAgCUaG9vl+g2MzPjdUG+kXlNsLm5OfeRPnrCsZp6qulRAIASk5OTEt0kofG6IP+USqXGx8dzrwlm0ROOg1xPxmABAALMP4/Nybwm2N3dLQWz+6SecKymnmp6FACgh+ePzYnFYmZSLiE51uzsbOHP6wnHauqppkcBAHp4+NiczGuC8u/o6KiT4fZ6wrGaeqrpUQCAHpLTNDY2SoxbWVmp5nozrwl2dXVFo1GHX9QTjn1az7wDpz755JNwOFxfX7979+5z5859+eWXDhfCGCwAQFANDg5KjBseHq7O6rKuCd67dy+VSjn/up5w7Ot6ZnXD8ePH79+/Lx25sbFx48aNV199teRFAQAQDEtLS2ZOhKISnRJkXhMMhUIjIyN57xMsTE849nU9C3dDfX29W4sCAKB2tbW1SZjLnXTKRVnXBDPnDi2KnnDs63radcPGxsYHH3xw4sSJ8hcFAECtGx8fN3OmV2LhmdcEW1paFhYWylmannDs63rm7QbTx/v3789Nn+sKqkqRAQCoNsmBzPSe7j42x+HcoUXRE459Xc8CZ7AmJiaOHj1a/qIAAAgA1x+bs7CwcPDgQXOG4tSpUwXmDi2KnnDs63oW7obt27e7tSgAAGqai4/NicfjRc0dWhQ94djX9czqhgsXLnz++efy4tmzZ1evXj127FjJiwIAIEjW19cbGhpCoVA5p5rMNUEzsZbzuUOLoicc+7SeeYdPSRJ96NAh+e/evXvPnz//+PHjEhYCAEAgmdNOkiGV9vXMa4Ll3CdYmJ5wrKaeanoUAKBTJBKRYNfW1lbsF7OuCRY7d2hR9IRjNfVU06MAAJ0kK2pubpZ4t7S05PwrN2/eNNcEQ6HQ2NhY+fcJFqYnHKupp5oeBQCoNTw8LPFucHDQyYerc00wi55wHOR6MgYLAKCKeWxOU1NT4RNR8Xj81KlTJjjKh12c3GFLesKxmnqq6VEAgGbmsTnT09N5/5pKpcbGxsw1QXH58uUnT55Us3h6wrGaeqrpUQCAZuaxOeFwOPdPCwsLR44cMamVfMD5UC0X6QnHauqppkcBAJqtra2FQiGJepkTYsXj8YGBAfN+S0uLu3OHFkVPOA5yPRmDBQBQqLu7W6Le6Ojo5r8+T1ASrOHh4UrfJ1iYnnCspp5qehQAoNzMzIwZvT43N3f48GHrmmA0GvW6aIrCsZp6qulRAIByyWTy3/7t36wLOC0tLdPT05WbO7QoesKxmnqq6VEAAKzsqgpzhxZFTzgOcj0ZgwUA0MlM6f4f//EfXhckm55wrKaeanoUAIBEIhGLxXx17srQE47V1FNNjwIA4Ft6wrGaeqrpUQAAfEtPOA5yPRmDBQCAr+gJx2rqqaZHAQDwLT3hWE091fQoAAC+pSccq6mnmh4FAMC39IRjNfUEAAA+4HVGUCVa6rnpLGt26zO1uzoXF0XJ/bk6FxdFyf25OhcXRcn9uToXF+XPkgeDlnpu1uzm6M+t34erc3FRwV6di4ui5P5cnYuLouT+XJ2Li/JnyYNBSz03a3Zz9OfW78PVubioYK/OxUVRcn+uzsVFUXJ/rs7FRfmz5MGgpZ6bNbs5+nPr9+HqXFxUsFfn4qIouT9X5+KiKLk/V+fiovxZ8mDQUk+4S88vxD9o8+qjzauPNq8yGrxyaFmUgt9k9dHm1UebVx9tXmU0eOXQsigFv8nqo82rjzavPtq8ymjwyqFlUQp+k9VHm1cfbV59tHmV0eCVQ8uiFPwmq482rz7avPpo8yqjwSuHlgUAAHAZCRYAAIDLSLAAAABcRoIFAADgMhIsAAAAl5FgAQAAuIwECwAAwGUkWPinuq85fD/TyMjIzrSrV686eR9GOW1u9xnavLCS2/yTTz557bXX6uvrd+/eff78+cePH1t/os0LK6fNw+GwafNz5859+eWX1p9o8wLK2bGIp0+ftrS0ZH2MBi8NCRa+YffbK/Cb/PDDD48dO/aPNNkbyn8Lv48sJbS53Wdoc4dKaPMTJ07Mz89vbGwkk8m3335bki3zPm3uUAltfvz48fv376dSKWn2GzduvPrqq+Z92tyJkncs77zzzvXr1zM/RoOXjAQL33D+m7TekR/eH//4R/NaXnR0dBR+H1lKaHO7d2hzh8ppcyHxfvv27eY1be5QmW0u6uvrzQva3InSGvzRo0cHDhyQpDbzTRq8ZCRY+EYJv8kdO3ZIvDGv5YX8t/D7yOJigkWbO1RmsI9EItYZLNrcoXLaXBr2gw8+OHHihPkvbe5EaQ1+8uTJjz76KOtNGrxkJFj4RglnlbP+ZB3Z272PLC5eIqTNHSqnzaPR6A9/+MMvvvgi71doczslt7kZNrR///7V1dW8X6HN8yqhwR88eHD06NHcj9HgJSPBwjdK+E1yBqtMLiZYtLlDJbe5RKCXXnrpz3/+s/UObe5QOdu5NOzExIQV+2lzJ0po8EOHDn322We5H6PBS0aChW+U8JvMujwv/y38PrK4mGDR5g6V1uazs7Mvvvji8vJy5pu0uUPlbOeG3bg32jyv0i5HZDHv0+AlI8HCN0q4bG9uMHn8+HHeuwhz30cWF8dg0eYOldDmt27dam5uXllZyfoAbe5QCW1+4cKFzz//XF48e/bs6tWrVlynzZ0oc6Bh7l2ENHgJSLDwT3kPXAq/b72WfV/eKVLs3odRTpvbfYY2L6zkNrc7uN+kzbdScpvPzs4eOnRI/rt3796sucdo8wLK2bHYvUmDl4YECwAAwGUkWAAAAC4jwQIAAHAZCRYAAIDLSLBQyoNsc0dKbhZ8OGsWu8VGo9HOzs4dO3Y0NzffvXu3qNI+ffr07Nmz8v7evXvff//9YhsBAAAXkWCh9AfZZiVYdg9nzWK32JWVlQMHDkQiEfm6pE2XLl0qqrSS0g0MDDx//lzef+utt+7cuVNygwAAUCYSLPyLoh5km/f+Xov1cNYsdovt7++3O2vlpLSyOkmtzGt5YSVeAABUHwkW/kVRD7K1S7CyHs6axW6xe/bsmZycbGpqklTpzJkzT58+Laq0mQnW8+fPeZ4DAMBDJFj4RrEPsrWboa7uXx/OWvhbmc+HzrzGd/bs2aJK29fXJ99KpskLnkgKAPAQCRb+vxIeZFvgDFbmw1mzRsQXeD505iko6wpj3gH1uaV9+vRpb2+vfKupqenWrVt79uwprv4AALiHBAv/VNqDbAuPwbI7h2S32HA47PAaX97SZrp79+65c+cKlA0AgIoiwULpD7LNSrDsHs7qcLGSFVnX+AYGBuwyJLvSXrx4UZa5sbERiUReeukluwuUAABUAQkWSnmQbd7PF3g4axa7xV67dk2+W19f39vbazfI3a60kp+ZAfKdnZ3RaLS0pgAAwBUkWAAAAC4jwQIAAHAZCRYAAIDLSLAAAABcRoIFAADgMhIsAAAAl5FgAQAAuIwECwAAwGUkWAAAAC4jwQIAAHAZCRYAAIDLSLAAAABcRoIFAADgMhIsAAAAl5FgAQAAuIwECwAAwGUkWAAAAC4jwQIAAHAZCRYAAIDLSLAAAABcRoIFAADgMhIsAAAAl5FgAQAAuIwECwAAwGUkWAAAAC4jwQIAAHDZ/wOmpNH8s4cgGgAAAABJRU5ErkJggg==)
| VMR Tools created by Darren De Zeeuw. |