Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Christina_Xing_100720_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | August 18, 2009 |
Start Time | | 2009/08/18 12:00 |
End Time | | 2009/08/19 00:00 |
Key Words | | magnetopause |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 17.88 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.64 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 69.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Christina_Xing_100720_1 |
Minimum Dst Value | | -2 |
SW Source | | ACE-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for GOES-11 for time period of this run.
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVGh1IERlYyAyNCAxNjoxNjowOSBFU1QgMjAyMOHB4N0AAAGRdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiR09FUy0xMSAocGxvdCBvZiBCX0dTTV9jIGZyb20gY2Rhd2ViLmdzZmMubmFzYS5nb3YpIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDA5LTA4LTE4VDEyOjAwOjAwLjAwMFoiLCAibWF4IjoiMjAwOS0wOC0xOVQwMDowMDowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6Im5UIiwgIm1pbiI6LTEwMS4wLCAibWF4IjoyMDEuMCwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJuVCIgfQogIH0KIF19l19SKgAAAARnQU1BAACvyDcFiukAAEaZSURBVHic7d17UFPn3i9wZ7o9vIy749uZTsfpdBynMz3dPT0dX/84VREh4hWRKlLUoiJSvOJ1W6qmaJVSi7rd1lrr7hat9X6p21ZygQRCICGA3IKIyh0FuYlatEippTm/rKXZ2SEJgQRY5Pl+Zg2zsrKy1nqeJ/B8WdchBgAAAABwqSEDvQEAAAAA7gYBCwAAAMDFELAAAAAAXAwBCwAAAMDFELAAAAAAXAwBCwAAAMDFELAAAAAAXAwBCwAAAMDFELAAAAAAXAwBCwAAAMDFELAAAAAAXAwBCwAAAMDFELAAAAAAXAwBCwAAAMDFELAAAAAAXAwBCwAAAMDFELAAAAAAXAwBCwAAAMDFELAAAAAAXAwBCwAAAMDFELAAAAAAXAwBCwAAAMDFELAAAAAAXAwBCwAAAMDFELAAAAAAXAwBCwAAAMDFELAAAAAAXAwBCwAAAMDFELAAAAAAXAwBCwAAAMDFELAA+kpcXFxISIj9eYYMcf3vYEZGxmuvvdYXSx5YwilXX2yDy5cpnOpyOfq12rVr10BvBUA33PB3D0AIOjo6Xn755ZqaGvuz9UX/N27cOLVa7fLFDjjhlGtQBCzhVJfLVVZWvvLKK/QrNtAbAmAPAhYIXWNj49q1a+l/8aFDhw4bNiwgICA5Odn0bnFxMU3x5Pj7+9NL01tDuuCnt7a2bty4ceTIkbTAF198MTg4WKvV2lq7xWe7nW5y4sSJBQsWdFu6brvVXvS7Hh4ethZlQtUVFBTUbf6zU/l2qpGWP3r0aItFjRkzxskMYatc/W9QBCzhVFdfoO/bqVOnBnorAOxBwAJBow6euvD4+PiWlhYDt1tILpdTN8+/W1paOmLEiISEhKecY8eO0f+15eXl/Lu2eizKYZs2baqvr+cXeOnSJZFIZH8zbC3KTqdI6YqW3F35+iRgObK1bW1tMTExXWOQOfuVb6caaUXjxo1TKpWmRdEHaYqTGUI4R7sGRcASTnX1hQsXLjjyDwzAAHLn30BwA6tWrdq3b5+td8PDww8cOGA+hV7SRH7cVgczdOjQzs7OHm1GLwIWRRM+fJjmpIJQ/vPw8KAtbG9vt1gCTaHCDuPQCD9D191v5nr6ka5T7O/ksF/5dqqRVpSYmGgeW729vX/66aduu/zNmzcPHz78xRdfPHjwYNdlmpeLftI8FK9feOEFg42q4Gc7dOgQv5vt7bff1mq1lMJff/11ejlmzJiSkhIHN4MSJLUaVRe14N69e00FqaurCw4O9vT0pAVS4mxubqaJb7755s2bN/kZzp07x4/QlDfeeIMfF4vFL730Ei0tNDT08ePHpk21+g0xZ2szKL++8847NH3UqFFUwK7VZb9u+fnpHxW+oqhmioqK7BTQ6hrtzOxIEbq2INXMyy+/3NraavosTaFP8VP49G+1+QAEAgELBI3+wj548MDWu9RLWbxLf3ypF+HHbXXnfn5+EREROp3O8ZjVi4BFfYzFnEFBQa0cGqHezmIJ0dHRs2fPNs1AL7tdRU8/Yj6d+qqYmBgfHx9bCzd0V/l2qpFfEeWMvLw8GqF5aNx+Wcj27dupV25paaE+2FQ/trafxsPCwkzpxE5VLFiwgDpj2kgK39Q9m7/08vJycDNoxLz5TFtCoY2vgadPn9I8fLhfv349nzkoYVPa4E8Voviydu1aGtmxYwdtKi2fPhIZGclPNNj+hpjjN4NKTfNQlDFtBrUUv7+QMo35AntUt5T2aAYqC+W8d999104Bba3R1syOFMFqC1JNUggzfZbGN23aZHrp3sdAwQ0gYIGgdY0p5v+UW+2wTR8Z0gU/nUIDZQv6/5s6v9dee43+ZNuJEXZWZGe61S2/c+cOP15TUzNixAiLJdAU0xlRNEJRoNtV9PQjFrVBfaStXTi2iuBgNfLzHD58mL+IMjAw0LRbxc7qXn31VfvnhFkELP7AJc9OVZhCGHX8Fi8tCmhnM2iiefNZLQgt8MUXX6SRxMRECis0sn///tdff50vOwU7mk4jVFemRbW1tZn/P2D1G2KOJtbV1fHjNGLajJEjRx48eNB8j6nhP6vLkbo17TOzVTOmAtpao62ZHSmC1RYsLy83301FlWn6rAEBCwQPAQsEres+KoNZz0Gdk/kRBAO3Y6bbPVjm6E95VFSUn5+f6SMOHlzrdhWjRo2yOERo/q55CnRwhm7X3u1HzKd3dHTEx8fb34Nlv/LNda1GA9fFUpj46aef6Ce/l8t+i3TbXhYBy85nbVWF/ZeOTzS91Ol0VIcUMfmvDX+88unTp1RkGhk9erRSqfT29jZwuYqmG7rEXP4jdorgyGYUFRVRlqVv/ptvvimXy7vO3KO67baAttZoa2ZHVmSr+AEBAZcvX6YR+hkREWGagX65cIgQBA4BCwSN/qSaHyPgmf4W9+4crK6sdmZW1+jgdAO3x+LChQvmc3a7B8t8Bgf3YPXoI12n298HYL/yu+oaa+jjw4YNM53I5do9WOZvOVgVjgSsHu3BotiUmJjIJyf6aZo+ffp0qVTKH4Kkn+YXB9BHrJ6c1NM9WDRz1+3PyMjo+tWyVSiLtVt9aauAVtfY7cx2imCrBWn5fEKln+Y7XM+dO4eT3EHgELBA0OhvLv3l3bVrV2Njo4HbKZKcnGz6o1xaWko9x7Fjx+ivOb1FI/Sy26sI/fz86L9h/oBIS0tLdHS0/R05dhZlJzGcOXMmKCjIfE7+1BNi9Rws01k+NMPs2bNNZxFRQOHL3pWtjziytVRjVKtjxoyxtf2G7irfTjX2oroMz88TovDh4DlY5m85WBWOBCyrm2E6c4hfvumDL730kulUpEWLFpmmU6Z84403Dh8+bOAOlb7++uv79+/n34qPjw8MDORDBn1Xzf8fsPoNMfznlyQ4OJifJyQkxPw/DT4/URyhTepaOlt1a2sHUrcFtLpGWzM7UgRbLWjgdgQmJCRQZjXfQtymAYQPAQuEjrqiyMhI+o/2hRde4O+3RH/TTe/SP7XUc3hwpkyZ4sh9sLRaLf1l9/T0pAVSgFi1apXVPQpWF9LtdBNKMLTNlZWVpvn37t3LXztGxTHdI9H0WUoqa9eu5QsSFRVlmoE6ZppidRW2PmIn35jQR6ibN22eLXYq30419i5gGbgznSlQ2rnSzdaiHKwKRwKW1c2gBVI9DB06lFrQ4vI9Ck9UAyNHjjx06JBpOn0taWb+ACv9pBnM975Qxho1ahRNpOhg2s1p6xti+M8vSUREhGkzTLsMaSFvvfUWvXznnXesHiK0WiiDAwHLVgGtrtHWzI4UwVYLGrjrA2ii+W89bjQKgwICFkBfoX7UdBSj22wB0CMUMiilDfRWOKXXRaBfq64HrwGEBn/0AfoDAha4RHR09OPHjx88eGBxHG0QcYMiADgCf/QB+oOQLyn3sMZtVudmDh069Morr3h6etq6GanwuUERAByBgAUAAADgYghYAAAAAC6GgAUAAADgYgMZsFQqlZ+fn4eHx4svvhgREWF+qXxMTAz/1E+xWGz+EVvTAQAAAIRjIANWQECAUqns7Oxsb2/fuHGj6TkbCQkJPj4+LRyRSEQv7U8HAAAAEBShHCI0f7wopSi1Ws2P0wj/nAQ70wEAAAAERSgBSy6Xm/ZgeXp68o+GNXDBi17an+6Irjf1BgAAgP7nuuwgaIIoZ3Fx8dtvv216FqlF7Xd9gqzFdBO0KAAAgJCx0x0PfDkzMjLeeOONoqIi05Q+2oPlou0FAACAXmKnOx7gcl6+fHnkyJGFhYXmEy3OtaKX9qc7gp0WBQAAECx2uuOBLOehQ4dee+21mzdvWkznrxZsbm62ehVh1+mOYKdFAQAAiEajGTVqVJ+eTWXhv/7rvxYsWHDv3j07W8VOdzyQ5ezaNqa3xGKx1ftd2ZruyLpcs9EAAACDAaWrI0eO9OcDHylabdmy5S9/+YudedjpjpkpJzMtCgAAYOA6vgF5nLb9Dped7tidy2lr9xgAAIDbG6iODwGLx0w5mWlRAAAAAwLWQGOmnMy0KAAAgAEBa6AxU05mWhQAAMCAgDXQmCknMy0KAABgcEXHZ34es6enZ1BQkOmZK71eLzvdMTPlZKZFAQAADC4KWKbxtra2mJiY0aNHO7ledrpjdy4nriIEAABm2er4fnv0qOzo0dJ//rPj4cOeLsHDw4N+RkVFnTp1yjSRxmlKt+t15F13wkw5mWlRAAAAg+2Oj9JV4rvv0kAZy/ElPH78OCYmhn9IXWdnp0gk+umnnwzcI+8snlyHgMVjppzMtCgAAIDBRQHL3Msvv1xSUsK/1dzc/Prrr8fGxtJPGndkvY68606YKSczLQoAAGBw9SHCjo6O+Ph4851Vu3btohkOHDjg4HodededMFNOZloUAADA4OqT3Hn8OVikpKRk5MiRycnJ9NPi0kIELB4z5WSmRQEAAAyuDlhPnz7dtWvXmDFjaLy9vf2dd97R6XQ0ThmLJnZ0dDi4Xna6Y3cuJ64iBAAAZrn2PlgeHh6BgYGVlZU0PTIy8sSJE6bZDh8+TFMcXC873TEz5WSmRQEAAAy4k/tAY6aczLQoAACAAQFroDFTTmZaFAAAwICANdCYKSczLQoAAGBAwBpozJSTmRYFAAAwIGANNHcuJ64iBAAAZiFgDSxmyslMiwIAABgQsAbaAJfT6u4lO3ueYmJihnHEYnFPV+SCzQUAABgkELAGliDK2TVgWZ0tISHBx8enhSMSiehlr1cBAADg3lx7o1FPT8+goCCLp+L0Yr3sdMeCKKeDAYvSlVqt5sdpxNvbu9erAAAAcG+ufVROW1tbTEzM6NGjnVwvO92xIMrZNWANHz586NChb775ZlxcnGk6xefOzk5+nEboZa9XAQAA4N5sdXy//faorOxoaek/Ozoe9nQJ/MOeRSLRhQsXTBPr6+tfffXVx48f21+vI++6E0GU01Z1l5aW+vv7R0dHW52NEljX5djRF1sOAAAgTLY6PkpXiYnv0kAZy/ElUH6KiYnx8fGh8YyMjHfeecf0VlRU1N69e7tdryPvuhNBlNNOdbe2tg4bNowfxx4sAAAAB7kkYJl7+eWXS0pK+LfGjRt37tw5GqmsrBw5cmRHR0e363XkXXciiHI6GLAszsHic7TzqwAAAHA/rj1ESBEqPj7e1PMmJye/9dZbNBIeHn7w4EFH1uvIu+5EEOW0qG5qrfLychqpq6sLCgpatWoVP52/irC5uRlXEQIAANjn2pPcefw5WLwxY8bExsaOGjXKdHDJkfWy0x0L5T5Y5qdJXb58efTo0fTy1VdfjY6Obm9vN80vFotxHywAAIBuuTZgPX36dNeuXRSqTFMuXbpEMxw/frxH62WnO2amnMy0KAAAgMHV98Hy8PAIDAysrKw0vXv58mX+KGGP1stOd+zO5cRVhAAAwKy+7viCg4MvXbrU0/Wy0x0zU05mWhQAAMDQxx3fuXPnzO/U4Ph62emOmSknMy0KAABg6MuOz8PDY+TIkXl5eb1YLzvdMTPlZKZFAQAADHjY80BjppzMtCgAAIABAWugMVNOZloUAADAgIA10JgpJzMtCgAAYEDAGmjuXE7cpgEAoK/Vt9WfqjwVVxS3Nnvt+2nvz06ZTT8/zPwwOi86Vh976Oah9Ib0249v//7H73YWQu+WPCz58faPpytPX7lzJac5x9ZHGp40HLhxIEQdIpKLxkvGj5WMfTfxXZFM9FHuR/TBgpaCovtF+gf65LvJn+k/W6ZbFq4Nj8yMFOeJf6z5kVbR8msLbfCFqgv07tqstYsyFoWoQj5I/+CvV/96ouJE7S+1fVZPAwABa2AxU05mWhQAwOUolOy+tnte2ryQtJAVuhWHbx2W18lX6lZOkE6gfNOLgYLRuMRxlJC8pd52FjJOMs5X7hucFrxUuzRUHTpJPql3q3N8oI0JTAmkYXLSZNo22kLahgmSCTSdxifKJ/rJ/cw3eLx0/LTkaR9qP/xc/7mmUWNeaY9+e5TZlHn45uH12esjtZHrstfFFsaerDipbdBWPap68vRJX7eaa2806unpGRQUVFNT4+R62emOmSknMy0KAOzo6Oyg6EMded+tgpa/JGNJX8caNxsok9EwNnGsnXkors1SzqK0ujlvc0x+zLaCbTTEF8Wfrzqf05zjkn1prn1UTltbW0xMzOjRo51cLzvdMTPlZKZFAaCrll9bVA2q3dd2R2VHLcpYNCd1zkzlzJmKmQHKgKDUoND0UJoYqY0U54vldXJbeaX6cfXBGwdXZq2cr54fqAwMTguO0ESsylq1LmedOE+8u3j3gZIDNJwoP6GuV9Mae7GdTe1NmkZNdnN20f0iGpLrkk9UnDhafjRWH0s9cbgm/H31+5OTJntJvax26iK5aG7q3NW61YdvHi5rLet1dT3seKh/oN9fsj8wJdCRPDFBOmGGYsZc1dzIzMhNVzdRnVAVBamC/JX+E6UTacMcWchYyVhvqfdE2UQqnf2P0Azz0ub9veTvaQ1pt36+VfigkFY6LXmal8TLuGOMCzfjpeOnJE1ZoF4Qrg2n9jW9a9pg+gLMTplN7b5ct3yZdtl7Ke/RDAOezCwSGNWGX5If/aTi0OY9K5pkPL9fjephknwSpbTFGYsjtBGL0heFZYSFacJohNoiICWAOr7TVadPVxqHM1VnLtZcTKxNpG/4lTtXtuZv3Xh14/cV3yfeSbxUc+lU5amTFSfPV5+/dPuSrE6WWp+qa9YVPyymJVx7eI1+d+gjP9758V+3/zX0fw2lRdFgcRIOLVZRr0i6m5RUl0Qv91zb8+2tbyW1kvLWcotDvex0x8yUk5kWBWABxZcfa36MyoqiTnRc4n90xnznSt2Sv8J/mmIadfD2dyTY2gPhJ/ejjpmPNTRusRYHB+rRqV/0lnlTXzhBMmG6Yjp1fhTIthdu35y7eWPOxo3ZG2ktxuU7lkJ6UZCpyVMpTMxJmUOhZH7a/A/UHyzVLl2SsWTD1Q2fF33+Xdl3Wc1Zufdy/1Xzr5j8GEpU46TWt4TSz1LN0nXZ6yiXUIloNqr8OH1cxaOKnjbfk6dPqN+lBKmqV1FXfa7qHI13nY3iprZJu7d470rdyg+1H9LatxVso621fzqXMyhDU9TYnGdsmj3Fe2g8vSGdosaPt3/86c5PlCG+Lf32y5Ivj5cfpw3u6Oyoaq2S3JFsy98WkhZCjWj1C+Ar952dOptmoHqbkTzDV+bbu+9SLwbq+I6UHuk6UATnZ6CKtTqDaTBfwteFXwesDvjf/+9/W8wTviv8fyb/j8WnrGyPxPhtpETITnfMTDmZaVGAwY5636v3rv6z9J/RV6PDM8LpP/KFGQupi5qVMmta8rQJ0gl9lEUG6dCL+NjTgdIhpYq+izXuhGrp9uPblMmUd5X6Fr2tE60edjy8VHNpQ86G4LTgAGUAvzM1QBHg2m+4SwKWuT+/9Oed0p3mM/z1u7+O/D8jD+kPdR+wzLaqnxtloLhzOXEVIcBgQX0SdeFhGWE+cp8+SgxeiV5+cr+5qrkR2oiPrn60o2DHTv3OTws/XZ+1nmLcooxFH6g/mK6Ybr9v85Z6h6SFrM5eHZ0XTZ0Thb8Qdcjc1LmU/6YmTaX/zmkVxjOjpeN7H5j4g1yJz45zTZRN9JH5TFNMm5c270Pth2uy13yu//xK7RWqMfMKpA47synTeARTt/K91PfoU05Wl/HMbtmEBeoFP9T8gGjV/5ram5Lrkr8r/+7AjQMnK04m1yYr7ir4Y8dJdUmquyrKcJJaybe3vhXniZfpli3RLFmcsdh4lFATFpkZ+VHuR9sLtlPHl9aQpmpQpdanptSn/HTnp4vVFy9UXzhefnzj1Y2bcjedrTpLU6iJaQZtk5bWeOXOlYs1F09Xnv6+4vtj5cdoCcfKjp2qPEXz/FD5Q9iWsP879v/SomhjEmsTD6YdfPX1V7/WfX2u6hwNZyvPnqs2jtCnpidP95X7Wr18gZ3umJlyMtOiAELA/x+vbdRS37CraNeOwh0xBTFb8rdE6aKoJ6A+IFwTvjB94SzlLF+Zb+8SFQUmf4U/JSRNo8Z01lTLry0F9wt+vP3j3679jVb6RfEXZ6rOlDws6ejscHzjaWnpjenUPy3JWBKsCl6QviBWH6tr0jl+LjkVv76t/tbPt2jbqCuiPkxWK7tUc4m6vWfnxygD5qTOmZtmTGah6tD4a/HKOmXvTtuy48nTJ/I6+e5ruz/J+2RV1ipKljQs1S5dnL54YcbCOao5lNsoDr7L7QbzknpNSZ6ySreKttblWwIDwrUnufM8PDz4kebm5rfeeis7O9uRT9FvRO0vtRQK6TeLne6YmXIy06IA/am8tZz+5T1SdmRz3ub56fOpw/aR+YyX9H7/zbO9OIljKXhR/OJPP1+qWbohZwNlqb3X9p6vOp97L7fb+yoBgGsD1tOnT3ft2jVmzBj+pbe397lz53qxXna6Y2bKyUyLAhi44ws5zTkUfc5WnT1ZcZJ+nq4yXkZEP4+XH6eXl29f1jRqKB5ZnCPCn7erv68vul9U/KA45W4KfepUxSn64Lel324v2B6ZGRmiDpmSNMX5FGV59E3mPV89/4uiLyg/9el9BwAY4dr7YHl4eAQGBlZWVnZ9y2JFCFg8ZsrJTIvCoPOw42HJwxLlXaWta/tNaelI2ZGteVv5a8595b4+Uh9vqTd/5bYj991x5NQf03Xszg/8AidKJ85QzJiVMitAYTyT933V+wszFi7RLAnXhK/OWv1x3sf/uPkPbZPWze6gDSAEuJP7wGKmnMy0KAwKHZ0d+hb9jvwdM5Uz/yMVSd71kfm8n/Z+SFqI8c491m53JKxB8q6XxEskE1FBlmqWxl+LP1p2NPlucv2T+oGuYwDWIWANLHcuJ64ihAHR8mtL8YPivHt5sjrZ0fKje4r3GG9BeePAjsIdW/K3hGvCpyZP7YcbDfDP95gom0iDt8x7onQiv8fLeFUaN2J6jpuVzyY+v4pNMn6CdAJ/IZuv3Ndf4b9AvWBN9pr44vgrtVew2wlAyBCwBhYz5WSmRaGf/f7H7wX3CuKvxS/JWDIjeQZlmt4dTbN/92qKOxR0jHdtTpkVoYmIK4o7WnaUP60qrSFN/8B4ypT+vr7qUVWPLpczaWpv0rcYF1LysORhx0OX1xIA9D8ErIE1wOW0tXspJiZmGEcsFjsy3ZEVObutwLDaX2pz7+Werz5PQWqnfue67HVzVXOdfO6s8RbPMt8oXVTinUT+nO5nWa04fpVu1eqs1bH62B9qfqDMNNClB4BBaaA6vj/96U923mWnOxZEOS2qOyEhwcfHp4UjEonopf3pvVgFDCL8Ebei+0XZzdlXaq9cqLpwuvL0Nze/2Vm4c2v+1jXZa9Znr990ddNK3cpIbeRS7dLV2atpujhfvCVvC01coVvxce7HG3M2Ltctp/HlmctD0kKCUoP4O4PPUMzwk/tNT54+WT7ZR+YzUTqRf8iX8diZxKnwxD8jxXiLyORp0xXTJydNprUEKAOC04I/yf9E3aDGjiIA6FN//vOfGxoa+nmlZ8+epQ7azgzsdMeCKKdFdVOKUqvV/DiNeHt725/ei1VA/6M8cevnWyl3U4z3CC7/fnfx7rXZa+elzZulnGV87K5ypr/Sn/IHZRGRXOQj9zE+81Vgz161E6copS1MXxiTH3O+6nzXh5sCAPS/8PDwLVu29OcaKV3993//d1pamp152OmOBVFOi+r29PTs7Ozkx2mEXtqf3otVgDMe/faovq2+qb0prT5NeVf57A4CpUe+uvHVjsIdUdlRYZqwuaq5M5QzfOW+z3YI9f3j0vp6MJ4zLp0wTTGNEuH7ae8v1y2PvxavadQgSwGAMN27d+8vf/nLkP7ypz/9SSQSKZVK+1vFTncsiHIOsXuPsqFDh9qfbv5BO/pgwwc982faX6y5eLz8+J7iPVtytyzLXDYrZdbkpMkTpROF8GBd/o5K/BVtPlLjgbxJ8kkzkmfMVMykJBekMh7vC00PXapZGq4Np/TD7xWjIoSoQuar5wenBgelBtFISFoIDUu0S9bkrFmfs36nfmd8Ufz+kv2f6T/78vqX35V9d776fHpjOn/CeNebcAIAgJPY6Y4FUc4h2IPFaWpvSr2bqrqrKnlY0tDWQOP7ru/bUbiDflL0SShL2Fu8d1vBNhp2FOzYcHXD/LT5/kp//uGy/DVoQghD9nJS4lgKScb7Bch8piZPnaOas0K3IqYghn9QHX/iFI1/deOrs1Vnz1Wdk9RKKOX07rI4AAAQoEHRHbuEIMo5xO45WPTS/vRerKJ3an+pNV0Pn96QfrH64omKE/tK9m0v2L4lbwtlhdD00Nmpsyk6+Mp9TadLv/v8lGd66ZVojEHjpeMnSCbw73pJvMZJXXn77H6LSvSTikBlMZZC6kVFnpw0eVrytAXqBRGaCKqNT/I/OXTrUFpDGtUY9gYBAIABAaufDbF2FWFzc7PVqwi7TndwFSK5SJQkohBgvGWi1Je/d6K3zNu4+0fiZbwTo2zivy8iG/znDDkelcYlGjMflZ0Gqp9ZylmLMhZtzt28//r+Y+XH+MeY4EwjAABwHgJWf63exmlSYrHY6v2ubE13ZEUDHmUcGfgzjSjx8ONT5VOnK6ZPkU+h8Ocr852SNCVAGUBDYErgXNXcZbplm/M277u+70zVGdOZQ1WPqrCvCAAAhAkBy924KmCNTTQe7OOfIuIt8/aR+UxKmuSv8KfEM089b1nmMnGeeHfx7qNlR09UnJDXySnxNDxpqGqt4o8qKu4qcu/lympl56vPaxo1umad8q5S16ijbHT78W3sJQIAAPeGgOUOLHaPna48ffjWYf5iMUo/JytOnqw8eari1JXbV+S18ovVF89UnaF5UupS8MAQAACAvoCA5W7YaVEAAADBYqc7ZqaczLQoAACAYLHTHTNTTmZaFAAAQLDY6Y6ZKSczLQoAACBY7HTHzJSTmRYFAAAQLHa6Y3cuJ55FCAAAICjsdMfMlJOZFgUAABAsdrpjZsrJTIsCAAAIFjvdMTPlZKZFAQAABIud7piZcjLTogAAAILFTnfMTDmZaVEAAADBYqc7dudy4ipCAAAAQWGnO2amnMy0KAAAgGCx0x0zU05mWhQAAECw2OmOmSknMy0KAAAgWOx0x8yUk5kWBQAAECx2uuMel/OFF17oi+3oa+y0KAAAgGCx0x27c8DCVYQAAACCwk537M4Byxw7LQoAACBY7HTHPS4nVc0L1gwdOtRl22R7z1NMTMwwjlgs7ukyXbV5AAAA0DvsdMdC3INlq/YTEhJ8fHxaOCKRiF46v0wAAADoN+x0x4MpYFG6UqvV/DiNeHt7O79MAAAA6DfsdMc9LqcLDwXaQrU/fPhwWtGbb74ZFxdnmu7p6dnZ2cmP0wi97NEyXbyV3WlvanpQXHy/qKg5O7sxPb21vJwGevn49u0n9fX0bj9vDwAAwIBDwBKE0tJSf3//6Oho/qVFq3SNekPs0ixdqlmyJCMsLGPJkvSwMA2NhIWpFyxQBQenzJqVEhCgmDlT6e+fNGlSkp+fTCSS+/jQIJs4UertLfPxkU6caBynEW9v6fjxknHjJGPHSsaPTxw7NvHdd3sx0McTx40zjtCiaJgwQeHvT9tAy0/kpsi8vWlLaDqN0xpl/AZw2yP18jK+nDRJPnly0uTJyoAA9fz5mvBwKhr91NIIFTA8PHv9+sJPP71x6FDl6dM0VHFDxalTldzPqrNnjcO5c7USCaVACn/39Xr6+UCv56NhQ3r6XYXiXm7uL7W1/dTkAADg1hCwulFTU/PKK6+Yn/DeR3u2Wltbhw0bxo87uQerdzEIw38MfJrkoyGXAk1TJF5exsRJA00fP17KRU8+OBpzKhdVjZl10iRKsTQopk9Pmjo1dc4cyrips2crZ85UzZ2rDg3VRETkbNhAuVAfG1u8e3fNpUuU8EzJj342ZWXV/PBDQ1rab48euf4LBwAAfQkBqxsjRow4duyYKe70HfOAZXEOFr10fDkDErBMaUPC76l6vssKQx/Vtszb27hjz88vZfbsjEWLsteu1e/YceObb+5IJC16/dMnT1z/BQUAgJ5AwOruY0OG9F26Cg8PLy8vp5G6urqgoKBVq1bx0/mrCJubm3t3FeGzQ4RLlmi444M0TlN0K1bkbd1asG0bP+R/8knxnj0lX35585tvjMfUzp0z/jxzpur8+cpTpypp5OzZmsuXG3U6fp8Kf1itFydUUWd/Lze3KTPz51u3GjWa5uzs8u+/z920KWfDhvLvvrtfUNCo1ZafOHHj4MHqixdpzlqZzHhQjzvGRxtQp1TS9JuHDl3/+99pg/O2bMmKitJGRPBlNB79XLw4PTRUNWeOYvp0+fPDncY9Sd7ezw4y0kBTuMOOkgkTEp8HwWehkB9oipeXxO1CoYT/OW6cMY1xB3+lEyZIvbyoopImTUqeOlUZEJDy3ntpc+emzp6dFhJClUnfk6zVqzXh4ZnLl1Mb0UBfm+v79pUdO1Z9/nxjejq1o8UetTbuTLvHt2/TWzTenJVVc/EifX/oi1R94YLVjwAAuD0ErG4MHz68vb3dtZticvny5dGjR1MbvPrqq9HR0eYrEovFuA/WQPnj998pKLQ1NPBn6/PnaVG+fFJfT1nhrlJJSZHPnfUqFb28V1DQnJNTK5EYU8XzM8AovOZv305ZtjA29trnn1NSyVq1isJK3iefUIgxnka2cCHFmpRZsyjlJE2ezJ+CZhr4IEh5SNLbU9+ENlChkvz8MlesuKtQ8PXc2dHRotfXKRQPS0pofGAbHQDAtdjpjntZzv3794eHhz99+tS1W9N32GlRNvGhpOaHHypPniz5+9+z163LWLRIFRSUPGNGkkhEgWzAg5Sju9a4nYhdQ5jEy4vf4yjl9ynyOxq9vGQ+PhRDFf7+fCRNCQxMCw6mzHr973+vS0mhiNbx8OFANw4AwL+x0x33spx9eid3V8GzCMGqtvr6x5WVDWlp/MWVlMlqJZJaqfTGV1+V7N9fvGdP4fbtudHROevX5338sS4qKmPx4rS5c43XaYaFqT/4IG3ePNXcuYqAALmfH3+Rqb2LSWk695Zxx5vZ8Vlnrj/txU4yibe3XCSiHKacOZNCmOr99/lD5DRkrVlT9MUXZQkJFSdPVp8/35SZiUwGAH2Hne6YmXIy06IwiPz26FFzdna+WEzRxyKWSby8+i2B2YyG5inN7BJRipVJfn60zalBQRmLFmnCw403B4mI0K1ceS0+vubSpZaCgvtFRdh/BgBdsdMdM1NOZloUBq/W8vJ6pdJiH1J7U5PxKgfuVDYa7vz007OblhUV0cTy774r3ru3YPv2wp079bGxhdu3Z65cqZo7VyYSGe/WJoQz1caOlU6cmDxtmpK7z5ySO4iZHhqaNm9e6uzZSZMm0bv8PT6kNHh5SbldfXKRKCUwUBMWlrV6dd7mzfncBShUuoIdO4zjMTGF27bRcOvQocaMDMQ4gEGEne6YmXIy06IA5ozXq169arzm9OBBCmH5YrHxuOeqVdrISC13zak6JEQxfbrs+T11B+lFo0lTplBZ8rZsKdyxg4JXyZdfVpw8abyu4nkkfXz79h+//z7QrQEADHXHzJSTmRYFcEZnR4fxWlFuMF3DSNGEAgq/26whPZ3i2o2vvsr/5BPd6tVa7lyuzA8/pJ/GrDZ1Kn8avsTa2foCGfhjnZQmkyZPTnv/fdr4nLVrr//tb/y1rmVHjlzbsyf3r3+lEmkjIrJWr87/9NOyo0fvKhR1CgVuqAbgJHa6Y2bKyUyLAggHZRFKJOXHj1/74ovCbdvyxeLczZuzVq3KXLYse82avM2bKahRpqmVye7l5dFQr1RSjrl95Urpt9/mRUdrwsNVc+cquQsklfyVkjTMmMEfbVRMmyYTiQYgxnFnyPEnotEmpXFXDGgjI3M/+qj0H/9o0ulwcw0AO9jpjt25nLiKEMDtUZppzMgoiotTh4YqAwMV3FOY5CIRf8RT7uPD3zVN0u/7yeS+vkmTJhlv8+vnxz8JKnv1auN+Mu6OwWVHjpQmJDSoVDh2CaxhpztmppzMtCgA2NLe1PSkvp4yTaNWW/PDD9fi47NWr05fvFgVFJREmYx/prtIpJgxg6ao58+n0JY6Zw69lHMXDST25c01KAumzp6dv23bHYnkUVWV+YHIZ8dtGxroJw5QwmDHTnfMTDmZadFB5OnTJ62tVQ0N6dXVF2/c+Kqg4FNu2F5YuKOoKL6s7Ehl5cmbN7/W6z8rKNjGDTR9V2Xl2cZG3f37RTT88kvtQBcC2PLbo0c/37pVr1JVnDxpfEqVWEwRTbt0aUZYWEpAAEU0V54rZmu66SlP3t4yX1/Tw9SNRy0nT1bMnEkbU7hz550rV3B9JQgQO90xM+VkpkXt+/XXlgcPimlobs6prZVUVp7mBsox3xQW7iwo+KSgICY3d3NW1hqtdqlGE65Wz1cqZymV/gqFcVAqA7jBPzl5ikzmK5P5SKUTZTLjIJGMl0jG0ZCYOFYieTcxsZ+HsfRTKqUNGJ+YOI7bkrFS6Xhuw4zjz4fx/Jy0hVKpF1cE48bL5T5yuZ9CMVOtnpedvYEqoaBgZ0nJgdu3/1VTc/Hu3eSWlgKqtIcPSzo6HOqx2tub7t3Lq6uT3b59qbFRc/++/tGjqs5OnJrDhM6Ojiadrvz48Ztff33r22/Ljh4t2LmTcpiKuy2FaT8ZZSPjpQB9f7CScphi+nTjrcumTdMuW6ZesCBrzRr9zp2F27eXHDhw8+DB8hMnWgoL2+rr7Qeyezk5VIrk6dOfPRph7FjV++9XnjmDGAc9wk53zEw5B3mLUod9/34RdfCUkNra6mtrpVwk2lFYGJOXtyUra1V6emhKSqBcPolCj1w+USqd8DzuPAsfGFwa5sY+z23jKMZJpT581qQRym3Pq93KIJf7pqbOycpaV1r6Tz540c+bNw9nZ69TqYKo+SQSL6nUOy1tbn5+zPXr+6mJ8/M3a7XLUlOD+HSbkvKeWv2BRhOWkRGu0SzJyFiUmflhTs4Gvf7zsrKjFJpbW8v/+APn9AwylF1ufvNNdlRU8owZdu7y39dpjJYv4/aBKWfOVMyYofD3T5o8OWnKFGVAQPLUqfYy3Pjxcl9f/t6z6tBQynDGc/8XL9bHxVVfuFBz8WLFqVN3k5Nx+1kwDP7u2HHMlNPVLfrbb49+/vkWhZ6WlgLq1aqrz5eVHbl2Lb6gYEdBwfb8/E/y87fqdKu12iVa7Ydq9QLqVmlQq+cpFDOTkqYkJ0+Ry0USCfXN1KGO53eu0E+ZbEJy8lSZbCLfH9MU945HfEaRyby5HUgzTLvKaJwLixOTkmj6dJrOvTWTrxxTuBnw7RfswFURfbXM07YX1bNpjyMXxGnwpRqmb2NS0mRKeJT8iov33bjxVWlpQn19Kn3JXftbA46jFNJWX/+kvr69qclien1aWtW5cxUnThjv9cU9SZ1/4hP/MPW8jz+mfEOpyBjU+n73mLORbuxY/tay/FM1jZeLBgaqgoJ0K1bki8Ul+/dXX7zYWlo6UK0AfQEByx04eBXh06dP7t27Wl19kdsntJ3bIbQ6I2MR9TfJydO5PRNeZj36oO/U+dDGlWgC39FSp0tpjzsCOJMbAtPTP9BowjMylmRlraEKyc3dmpcn5g6c7eCOJO6kKFlR8X1FxanKShrO1NRc5PbHFN2/r6efjx/f7s+dKLSutrb6trYGase7dxXNzTm0Dc3NebW1cv4I3YMH1/kN47ewra22tbX8zp0rz4+Qnqay3Lz5dW7uZp1umUo1V6kMoFRH4YOiiVRKocTLdNixR/XMpWdawnjuazNYgzJFfy7mBqSmvqfRhOXmfqzX76SvwfXr+yoqTlRUnOQrmaqUfpVstVFHx0NqI+xa63+Pq6urz53L2bCBv8W/ce9UYCAlG5mvb/L06ZRp5JMmUb5xNA95eRVu315z6VJrRUXVhQupQUH9dJuM57cuMz7Nk7ssVMq9lIlEtP3J06YZb2kWEpK7aRPFssLY2BuHDlWcOkUB9NY33+jj4gp37ry+b1/VmTNNmZm/trQMdJuwDgHL3VCLpqcvSkkJ5E4e6uY4jlCHf3fw1G1TJKL8p1BQHgpISwvWaiPy88W3bh2urDxZVXW6tlbGnzb05EkDdWwOnjkE3eJOzC83ZbXm5qsU46qqzpqyWm2t5N69XKtn39+/X1BSsk+rjaSkwu+/5Np0vEwmSkl5T6dbcePGgTt3EsvKjmq1H1LSTUqanJw8jdqXMp9Otyo/fzv9A5CTsykzc5lWS/F3cXp6WEZGGL9/lObkEqHXQH9LTbGMPxvPMlbycY3KS9mdAnpTk47iuK2z0/hTBtvbm6y+Cy7UVl//qLy8PiUlPyYme926/K1bKZQUxsQUffFFUXx8wfbtRbt2VV+4YLE7zcDd6qy1qqohPb3s6FFKNrqVK7UffkhDVlSUdunSpKlTKQ8ZBwpG48cbnxMggEcF8HfBldD2cA9lknEXkFJKo7yoWbKkeM+eOrn8Xk4Ofz+zP37/vduz06BHELDcDbVoH/QiphNxvPhdQVx3OCslZRZ/ukxqahD1ghpNOPWdubnRV69uopH8/M16/ReFhXGlpUfq6uR37ypN18S1tOTeuvWtXv95aWnC48fVv/32iO/L+3mHEAx23Cn2uRT1KPnRcOfOT83N2fX1qqqq85WVp8rLj1dUnDCFwtLSf1y//ne9/jNKfvQfSFLSFBooq/Vod52LMplpxDKZ0VuUzORyv7S0EJ1uZV7e1oKCmPz8GP6yU/qdys3dVFi4o7r6Ik5BG0QotTwsKamVySpOnuSfqqmPjdXv3EkJL23ePKW/v/FRlfwJ9UIYzPbVUTjjn3ee8t57GYsXUx4t3r379o8/thQUdM2gYAEBy93YD1jcyU//Pg2I2yG0NC8vmrtZgPHEYUo59+4V8KeZY28QsOPXX1vu3JEUF++jHEP/IWRkhKWmzuaOI89ISjKeJCeVenNnxXkJ6uj58+sPJtD/PKmpczIyQjWaJdnZ6woKtpaUfEmxsrr6X9w/Nri6cxDo7Ohorapqysqq+eEH/r7/lGMa09PLjh27+c03ZUeOlBw4ULxnjyYiIoW/0+yMGbJJk57dvUIkSp4+XTljBuWhfn3UJndMUzZhgtTLy/KtceOMp51NnJg8dWr6ggXGZzFt23bjwIHKU6f40+mojNf37bu6aVPBjh11ycnud0wTAcvdUItmZa3Oy/v42rU9ZWXf1dXJ6W8rdR4DvV0AbqitrZ7+G3nwQP/zz7fM/yFpa6u7c+fKtWt/y85en5oaxF+v0O1+4n4PZ+O4qysmqVTBBQU7amuv4Bil2/j3UzX1euNTNc+fp2RT8uWXZQkJ+s8/v7p+fdq8eca7//flHWV7MUhM+8+eP+XTeNmmjw+lRuOdz2bM4J8ilTJnTnpoqPH6zbCwa7t3V545c+fKFQqjVN5famv5sv9869aAH+5EwHI37LQowKDD33yEBhrhbz9rfsr8H3/8zl+UcOPGgaystWp1CH9vtufXlgakpASmpgYnJ0/jrpfso+D17I4n5scuuesYjJf9pqXN4/5/Mx64LCyMyc/fWlgYe+vWt/fuXcWVmO7h6ZMnptvotzc13ZFIivftK4yNvbppk2bJkpTAQAo6xqOZQopl3ee2ceNMGyz18THetHbSJCoL5TMqVPaaNfnbtuXHxORGR+tWrNCEh/M31KWRrHXr8j7+OPejj4r37Kk6d67y5MkbX32l/+yz/C1bKKTS9Btff11J07m9cbUyGQU788pkpzt253LiWYQADOJvGtfcnFNdfb64eE9e3ubMzMiMjHCVah4FsqQkP5nMVyqd+Pyy0D7fQ8bdjWUCd18MEXenDG+FYlpGxqLc3M0FBduLiuKLi7/Izl7L39IlK2sVTSwrO4Jbmg1enR0dpscx1UokP9+6ZXrcJH+4k96qvniR8plm6dK0uXMV/v5y7g60chq4W/Pzz69M8vPrv2Oa/TOMHUsxlJ3umJlyMtOiANA7lGYeP77d2KitqblcUvJlRsbipKTJA3u5MXd66MTU1KDMzA/z8z+h4MVdlPBlbe2Vu3eVd++qcFao2+MzWWt5eVtDA2W1+0VFLQUFlNvKjx+/cfDgjQMHrsXH63fuzI+J4Z/apFuxImPx4uQpUyixSSZMSPzPKzf76bYadgd2uuNBVs6YmJhhHLFY3KMPstOiAOBav/xSSzmmra2htbXcdOyyvb2puTmnpuZfen2sTrciPf2DlJRA7h65AdyBy+ncnTj6+QQy/jFQ47lzyKakpr5HGTE3d3Nx8e6Kiu9ra2X37hU8eVJPIfLnn2/h2CXj+Es47+v1j6qqGjUa/o61pd9+m/vxx5nLl6cvXKgKClIGBCgCAlLfe0+9YEHGkiXaiAiKburQUHorJTCQ3jXeR417DqbxbmTTp9PMqjlz6C16ye+Ko7e6nubPTnc8mMqZkJDg4+PTwhGJRPTS8c+y06IAIBD8XdMaGzXV1RcrKk7cuHGgrOx4VdVZymQaTXhqalBKSkBysvG5DtyljgtpYnr6QoViBncQsz9uaUYr4m4svJB/+JJOt/LGja+qqi7U1Fxqbb3V1lY/0FUI7sN0lj073fFgKielK7VazY/TiLe3t+OfZadFAcA9/PprS3NzTknJl1lZq9Tq+dxTtiYlJYm4fWP84yXG99fdMcZRFOOe9zBdpQpOTw9NTw+jTKbVRl69+lFFxcnGRh1ueAEOYqc7Hkzl9PT07Ozs5MdphF46/ll2WhQAGMQ/jOjJk4a6Oll5+ffFxbvz87doNEtSU2crFFO5x1eMNztk2UfHLsdxd+qfkpY2Lzs7qrDw04KCnbQl5eXf8c+WwA0vwMBSdzyYymnRKkOHDu06gx39uKUAAELX2lpaWnokO3uDRhOu0YTRT5UqSC73lckmJCaO77v9YRLJs4d9cffXCOIeHjA1JeU9rXapXv95tw9QgsGOne54MJUTe7AAAPpNe3tTW1v9b789amhI556qdOTatbirVzdy54otpkymVn+gVM7kbhjbJ7vE+BP2k5OnqdXzubta7Cgu3n379o8Uvwa6bqD32OmOB1M5Lc7BopeOf5adFgUA6H8d3GVpd+5Ii4q+0OmWqVRzuaeyzkxOniyV+lBUcnkI424wNpE7M2xmRsZCrXapTheVlbU6J2dDYWFsaem3dXVJpvP0KSziAKVAsNMdD6Zy8lcRNjc34ypCAIDBqLOz48GD4tu3r9y69U1e3mYKQxTIioo+z8nZmJYWolD4c7fjH+fSO/LzVwPwmcz4hEqFYppKFZyRsSg7O4p7eNqxioqTVVVnKypO3b2rwLWTfY2d7niQlVMsFuM+WAAAbu/XX1vq6pLLy7/X63dqtRGpqXO56yj9+uEGFpTD5PJJqamz1eoFmZnLcnM/ohBWWyun+PXzz7eePKmnjIj9Yb3GTnfMTDmZaVEAALfX2lpeWyupqjpdVnakoGA79zSkxWlp81NT56hUcxQKf7lc1F/3sHiX39/2/Oc4fj8ZZUG1en5+/tZr1/ZQTKyrk9MG3759iVJaXZ2iuTmb2RtbsNMdu3M5cRUhAADLfvvt0c8/37p7N+XevVwKNPSzuvr8tWvxV69u4k4UC05KmiyT+chkE6VSH/4Jlf2Tyf4zn3nJ5b5KZYBGs4R/anh+/rbr1/dRLKuoOEmZrLFR09iobWrS/fpry0DXqAuw0x0zU05mWhQAAHqNMllTU+aNG19lZ6/RaMLV6g9SUmZxNxLz4u7v+u+dVQMycLvHKJBNpkCWkbFYp1udmbk8KysqJ2dddva6/PxPSkq+rKo6XVNzuaFBK8ydZOx0x8yUk5kWBQCAvtbWVs/vT6JARuNtbQ3cjV7r798vam7W3blz5fr1fVrthykp7z2/jtKYz7hdZXxQ6+fnVJoOXz7bDG6/nXGQyycpFDO4wXibfkps+flbKavRUFDwKQXN6up/NTZq7t/XuyqusdMdM1NOZloUAAAGi7a2utpayc2bX1+9ulGrXZqeHso/NVwu9+PS2ETuNmPjuRvxD8DhSwd2p42XybyTkiYnJU1NSppCQY0Sm0zmyw/cTTSMT0BXqYL4m9nm5kaz0x0zU05mWhQAANzS85uNXSku/tvVq9GZmcvS0ualp3+Qnj5fpQpOTX1PqTTmG7nc9/n5ZAOwn6zbgZ3umJlyMtOiAAAAFn75pba5WXf3rrKuLqmm5oeqqtMVFafKyr67fn1vQcF2vT6OhqysKLU6JDV1dkrKHJUqSKGYKZNNkkonPH+QpWviGjvdsTuXE1cRAgAAuMqvv7ZwJ5wZzzZ7/Pj2/ftFjY3a6uqLhYWfFRZuu3ZtV2Fh7I0bByoqTlRWnqusPH3z5jeFhTvz87fqdCs1miU0XL26iZ3umJlyMtOiAAAAgsVOd8xMOZlpUQAAAMFipztmppzMtCgAAIBgsdMdM1NOZloUAABAsNjpjpkpJzMtCgAAIFjsdMfuXE5cRQgAACAo7HTHzJSTmRYFAAAQLHa6Y2bKyUyLAgAACBY73TEz5WSmRQEAAASLne6YmXIy06IAAACCxU53zEw5mWlRAAAAwWKnO2amnMy0KAAAgGCx0x27czlxmwYAAABBYac7ZqaczLQoAACAYLHTHQuxnHb2PMXExAzjiMXini7TpdsIAAAAPcZOdyzEctqq/YSEBB8fnxaOSCSil84vEwAAAPoNO92xEMtpq/YpXanVan6cRry9vZ1fJgAAAPQbdrpjIZaTan/48OFDhw5988034+LiTNM9PT07Ozv5cRqhlz1apou3EgAAAHqIne5Y0OUsLS319/ePjo7mX1q0CiUwi/mH2NVPGw0AAAA2sNMdC6KcdjJQa2vrsGHD+HHswQIAABjU2OmOhV5O84BlcQ4WvXR8Oey0KAAAgGCx0x0LsZzh4eHl5eU0UldXFxQUtGrVKn46fxVhc3MzriIEAAAYjNjpjoVYzsuXL48ePZra4NVXX42Ojm5vbze9JRaLcR8sAACAQYqd7piZcjLTogAAAILFTnfszuXEVYQAAACCwk53zEw5mWlRAAAAwWKnO2amnMy0KAAAgGCx0x0zU05mWhQAAECw2OmOmSknMy0KAAAgWOx0x8yUk5kWBQAAECx2umN3LieuIgQAABAUdrpjZsrJTIsCAAAIFjvdMTPlZKZFAQAABIud7piZcjLTogAAAILFTnfMTDmZaVEAAADBYqc7ZqaczLQoAACAYLHTHbtzOXEVIQAAgKCw0x0zU05mWhQAAECw2OmOmSknMy0KAAAgWOx0x8yUk5kWBQAAECx2umNmyslMiwIAAAgWO90xM+VkpkUBAAAEi53u2J3LiasIAQAABIWd7piZcjLTogAAAILFTnc8wOW0tXspJiZmGEcsFjsy3ZEVObutAAAA4Bx2umNBlNOiuhMSEnx8fFo4IpGIXtqf3otVAAAAQP9jpzsWRDktqptSlFqt5sdpxNvb2/70XqwCAAAA+h873bEgymlR3Z6enp2dnfw4jdBL+9N7sQoAAADof+x0x4Iop0V1W7wcOnSo/enmH7SjDzYcAAAAeoCd7rhfy2kr6/TPHiwAAAAYcL3MEIONIMo5xO45WPTS/vTerUVoBL55Bmyh0wS+eQZsodMEvnkGbKHTBL55BmyhkAiinEOsXUXY3Nxs9SrCrtN7txahEfjmGbCFThP45hmwhU4T+OYZsIVOE/jmGbCFQiKU+2BZ7DYUi8VW73dla7qD63LBFvcZgW+eAVvoNIFvngFb6DSBb54BW+g0gW+eAVsoJKyU0yD4RhX45hmwhU4T+OYZsIVOE/jmGbCFThP45hmwhULCSjkNLDVqH0EFOgkV6DzUoZNQgU5CBTqPnTpkpZwGlhq1j6ACnYQKdB7q0EmoQCehAp3HTh2yUk4DS43aR1CBTkIFOg916CRUoJNQgc5jpw5ZKaeBpUbtI6hAJ6ECnYc6dBIq0EmoQOexU4eslNPAUqP2EVSgk1CBzkMdOgkV6CRUoPPYqUNWygkAAADQbxCwAAAAAFwMAQsAAADAxRCwAAAAAFwMAQsAAADAxRCwAAAAAFwMAQsAAADAxQZxwBrynPlElUrl5+fn4eHx4osvRkRENDc3W/1sTEzMMI5YLHZkuluyWoG8Bw8ejBo1ys7dSlCBBtsVWFxcPGXKFE9Pz9dee+348eNWP4sK5Fmtw5qamoCAAE8OjVRWVlr9LOrQzp87RyoBFWirAtGP9Igz9eDedTiIAxbP4k8z/TlWKpWdnZ3t7e0bN26kX5KuH0lISPDx8WnhiEQieml/unuzmqI2bdoUHx9vK2ChAs1Z1NLNmzdff/11uVxOX0L6u7x27dquH0EFWrCow9GjR+/atespJy4ubsyYMV0/gjo02P5z50gloAINtisQ/YjjnKkHt69DdwtY5ujXY+jQoV3npJZTq9X8OI14e3vbn+7eulZgaWkpRQTq2yzeQgVaZVFL4eHhtvZaoQJtsajDF154wfylh4dH1zlRhxbM/9zZqQRUoC0W/YWt6ahAC72oB3bq0J0DllwuN//PwzSnp6cn/c7w4zRCL+1Pd29dKzAwMPDChQtd30IFWmVRS8OHDz98+PCIESMoFoSEhDx48KDrnKhACxZ1GBwcHBcX18mJjY2ll13nRB1aMP9zZ6cSUIG2WPQXtqajAi30oh7YqUO3DVjFxcVvv/12TU1Ntx8x/Xdia7p7syh1RkaGl5eX1bdsfQQVaPEyMjKyo6Ojvb19+fLloaGh3X6E8Qo0dCl4XV0dfwogoZHGxsZuP8J4HVr8uXOkElCB5mz1F+hHuuVMPbh9HbpnwKKU8MYbbxQVFVn9iNun5h7pevpLXl6e1bdMUIHmLGqJSk3Rih+nmGV+eMt8HlSgOYs6nDJlSlxcnOkcLKv7FVCHJl3/3DlSCahAE1v9BfoRRzhTD25fh24YsC5fvjxy5MjCwkJbH7E4vksv7U93b113wFjo+hFUoDmLKhKJROYBy+qfBlSgBfv/sFr9/xV1yLP6586RSkAF8mz1F+hHHORMPbh9HbpbwDp06NBrr7128+ZNO3PyVyg0NzdbvXKh63T3ZuckNlvnYKECzVnU0vHjx5cvX97OiYyMDAsL6zonKtCCRR2OGTMmNjbWdA6W+VWEqENztv7c2akEVKA5WxWIfsRxvagHdupwEAcsqzta7OyAMR8Xi8VW77Fha7pb6nZPla2AZUAFcmxVYFxc3EsvveTh4bFgwQKrJ7kbUIHPWa3D8vJy/i5EhEbopfn8pnHUoZ0/d7YqARVozlYFoh/pkZ7WAzt1OIgDFgAAAIAwIWABAAAAuBgCFgAAAICLIWABAAAAuBgCFgAAAPRGL544bnX6gwcPQkNDaTkvvfRSbGysnTVa/biDT4g32HjAvONr7xEELAAAAOiNnj5x3Nb0sLAw82dgHDt2zOrqbH3ckSfEm7MIWA6uvacQsAAAAMBZjjxx3NZ0Dw8P0y2aacTq8xvsfNzOE+KtsghYDq69pxCwAAAAwFmOPHHc1nTziGPrGRh2Pm7nCfFW2QlYdtbeUwhYAAAA4BQHnzhua/qiRYtMz8CgEVsPeLb1cUeeEG9nOQ6uvacQsAAAAKD3HH/iuK3pDx48WLBggYeHx4gRIw4dOjR8+HB+usU56bY+busJ8bYeVdL1JHera3cSAhYAAAD0Uo+eOO7Ig5yPHz9u/hRXRxbryBPizVl9Oly3a+8pBCwAAADojZ4+cdzW9KioKJrY2dkpl8vfeOMN8yeQOrJYO0+It8oiYDm49p5CwAIAAIDe6MUTx61OP378+IgRIzw8PKZMmVJcXGxnjVY/bucJ8fY3uKdr7xEELAAAAAAXQ8ACAAAAcDEELAAAAAAXQ8ACAAAAcDEELAAAAAAXQ8ACAAAAcDEELAAAAAAXQ8ACAAAAcDEELAAAAAAXQ8ACAAAAcDEELAAAAAAXQ8ACAAAAcDEELAAAAAAXQ8ACAAAAcDEELAAAAAAXQ8ACAAAAcDEELAAAAAAXQ8ACAAAAcDEELAAAAAAXQ8ACAAAAcDEELAAAAAAXQ8ACAAAAcDEELAAAAAAXQ8ACAAAAcDEELAAAAAAXQ8ACAAAAcLH/D7UXo7zc03QQAAAAAElFTkSuQmCC)
| VMR Tools created by Darren De Zeeuw. |