Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shreeya_Khurana_082317_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | December 28, 2010 |
Start Time | | 2010/12/28 08:00 |
End Time | | 2010/12/28 20:00 |
Key Words | | Magnetopause Crossing |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -29.89 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 78.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Shreeya_Khurana_082317_1 |
Minimum Dst Value | | -50 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAGQCAIAAADZR5NjAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVGh1IFNlcCAxNCAxMDo1NjoxOCBFRFQgMjAxN+PVNH0AAAGBdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsNDAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiY3BjcG4gZm9yIFNocmVleWFfS2h1cmFuYV8wODIzMTdfMSIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAxMC0xMi0yOFQwODowMDowMC4wMDBaIiwgIm1heCI6IjIwMTAtMTItMjhUMjA6NTk6MDAuMDAwWiIsICJsZWZ0IjoxMDQsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoiY3BjcG4iLCAibWluIjotMS4wLCAibWF4IjoxNzMuNzIsICJ0b3AiOjUyLCAiYm90dG9tIjozMjUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX3gYbGNAAAABGdBTUEAAK/INwWK6QAAUPtJREFUeJzt3QuMVdW5B3AKtAx6y52hRIXwLFJpApSgNVCwjjhauULFQCjkwhWD9XHV3EnlKQOFyFVswFBLAAOkNFUKVuw0Kj6qxRaDMVC5ZRTLcyqP8Bh0FKTD8Jhzvz3fYc2e/Vhnn3PWOfvx/X85IWc25+yz1p41e31n7bW/1SYFAAAAAEa1CbsAAAAAAEmDAAsAAADAMARYAAAAAIYhwAIAAAAwDAEWAAAAgGEIsAAAAAAMQ4AFAAAAYBgCLAAAAADDEGABAAAAGIYACwAAAMAwBFgAAAAAhiHAAgAAADAMARYAAACAYQiwAAAAAAxDgAUAAABgGAIsAAAAAMMQYAEAAAAYhgALAAAAwDAEWAAAAACGIcACAAAAMAwBFgAAAIBhCLAAAAAADEOABQAAAGAYAiwAAAAAwxBgAQAAABiGAAsAAADAMARYAAAAAIYhwAIAAAAwDAEWAAAAgGEIsAAAAAAMQ4AFkHzbtm3r169fmzbm/94Lsc+Cil2BASCmcK4BSL4RI0a8/PLLhdhz7OKV2BUYAGIK5xqA5OvUqdO5c+dyfvsXX3wxe/bsfv36dezYsays7K677nr77bf5vyIbr9gLtmvXrq5duy5ZsiQV4QKTpqammTNnlpaW0kGmA04/8vYDBw6MHj26tBk9oR95++uvvz5y5MiSkhKq3bRp006dOsXbX3vttR/+8IcdOnSg7ffcc8/x48fVR7S5zP65bVqj1qIvp+dOAMABfyEAyZdnX/ijH/3opz/96d69exsbG0+ePLlx48abb77ZyJ4LRxVs27ZtV1999QsvvODYHkGrVq0aMmTIwWb0ZPXq1bx92LBhc+fOrW82Z84c+pG333bbbZs3bz5z5syJEyceeOCBO++8k7ffcsstL7/8Mr349OnTCxcupCDM8UGag/DMM89Mnz49SGmjfCQBogB/IQDFcOHChXnz5vXs2bO0tJSHUlLNXdTTTz991VVXde7c+eGHH6bwJYcX0/aVK1f26tWrpKRk6NChNTU1jo+2D07Qj+fOnfuf//mfq5vREzWyRf9LnWv37t2/9rWvOfbQsWPHL774wrNefp/u2NulS5eeeOKJ3r17l5WV3XvvvV999RW/zHP7TTfd9Lvf/U59xKefftq1a1cqwJ49e8aNG0fV79Sp0913311XV6c54FzZt95665prrvnTn/4UpMDut7sr4lcGv91mVWaKnChg4uf0ZPjw4fz8iiuuoFCJn3/55Zf0o/u99IIrr7zSvZ3CL/fr/WIjalR9+vQ5cuSIppAZdwIADH8hAMWwaNGi8vLy/fv3f/7555WVlbyRuqiKioojzejJggULcngxbR87dmxtbS1FJwsXLlS9sp29L6TQjd5+uNktt9wyf/589Zq77rrr6NGj7rePGjVqwoQJ77333r/+9S/3nj0/3bG3pUuX3nrrrQcPHqQaTZ48+Wc/+5lm+xtvvPHd736XYi9+zbRp0xYvXkxPBg0a9Oc//5nKQMHWI488ct9992kOOBXgpZde6tGjx9/+9reABfY8Yo6K+JXBb7dZlZmCMBWBnTx5ksJrfj5+/Hj6NdEe6uvrq6qq6Ef3e6urq6nNODZSYZ566ik1suWuncPq1aspzNWUMMhOAIDhLwSgGK699lrPsaWPP/6Yn3/00Ud9+/bN4cW0/dixY/z87NmzHTt2dH+6vS/89re/rfZDn2Lfzz//+U/Pwn/55ZcUln3ve98rKSmht0+fPl0NaPl9umNv/fv3/8c//sHPjx8/3qtXL/3273//+3xRb+/evd27d6c9u4tE2z1LqwrQvn37TZs2ubf7FdjxMs+K+JUhyG8hY5nbtm17/vx5fk5P2rVrx88ppKYjw2OQ9MQdBH/44Yd9+vTZs2ePowrkqquu2rdvn+P1nrERRbTf+c53du/erSlhxp0AgIK/EIBioNCkoaHBsZG6KLWRntBrcnixX2Tgt9G+c8d+1KxqP/QCiu3uueceNSiiiUvse6OAw36lkiIJ/fbq6urrrrvu4sWLkyZNevbZZ3nj9u3bR44cWVZWxi9W8YcnesHatWs7d+78l7/8xe9QOAocpCJ+ZfB7e1Zl9hvBqqiomDNnjpqDRT/a37Vly5aePXt+8MEH7h1SSPfzn//8pptucmz3bCQbNmwYM2aMpnhBdgIACv5CAIqhX79++kEpeqIGk7J6cbYBlmYEK2BdqJv/5je/qf90x3aKlmpra9278ttOMc3AgQNnzJjRu3dvNduMivqb3/zms88+o8CL/tUXmP/3j3/8IwU39K+7hI4fKdBU42THjh3zq4hfGfx2m1WZ/eZgURjqNweLoqJu3brt2LHDb5/0evfcLM9iDB48+L333tMUL8hOAEDBXwhAMfzv//5veXn5gQMHHNOqbr/9dp5WRU/UdKisXpxtgDV37lw1B2vkyJFVVVWaN7Kbb75548aNx48fP3/+/MGDBx944IFRo0bpP92xfdmyZfShu3fvpmhp165dP/nJT/TbU82hA+1kzZo1ass111zzhz/84dy5c3Rkxo0bFyTAIn/961+/9a1v/frXv9YXmKKZhQsXfvXVV1TBH//4x34V8SuD326zKvPKlSv97iKkXxOPYD3++OMq8Fq6dGnPnj0/+eQTx36mTJlCh5R+WYcOHXrkkUeCzMF67bXXfvCDH2jK5oYAC0APfyEAxUC9HXWN3bt3Lysre+aZZ3hjm8s3BtLGhx56SN3Ql9WLsw2wGhoaHn30Ub6LkJ6oy4Wa/vKdd965++676XNLSkr69Onz8MMPf/bZZ/pPd2y/dOnSs88+279//w4dOgwcOLC6ulq/nfz+97/v16/fhQsX1BYKAq677rqvf/3rFFXQuwIGWOTvf/97t27dfvGLX2gKXFNTM3ToUKpgr169VqxY4VcRvzL47TarMjc1Nc2YMYPzXc2aNUtdmty7d+8dd9zx780otN2/f7/6FIczZ87Q9hdffHHQoEHf+MY3evToQdGw+mW536K2jxgxwn7w9fx2AgB2+NsACE1WnZO0nmzMmDHr168PuxQAADmSdcoGiBQEWJ4uXbr03HPPDRw4UGVqAACIHSmnbIAIQoDliWrau3fv7du3B3yxW6FLmKdYlDkWhQSIMvzBAAAAABiGAAsAAADAMARYAAAAAIYhwAIAAAAwDAEWAAAAgGEIsAAAAAAMQ4CVC88bmAEAACCjsPvwIpFST7PktA8AY3a9H3YJACB8cjpQKfU0S077ADBj3eLU9W1Sr6wLuxwAEDI5HaiUepolp30AmDFvshVg0b8AIJucDlRKPc2S0z4AzLi/3AqwJgwIuxxy7dy587777uvSpUuIM28g2UpLS2+44Ybly5frm2IbMR2olHqaJad9AJgxrr8VYNHj7JmwiyJU//79lyxZUl9fH3ZBILGodVVXVw8ePPjtt9/WvExOByqlnvlzhOphFwcgVm7tkg6wdm4NuyhC0VnrwoULYZcCkm/fvn29e/fWvEBOByqlnmbJaR8AZnB0RY/1y8IuilA4a0HR6BubnKYopZ5myWkfAAYcrW0JsJ5bEHZphMJZC4oGARaTUk+z5LQPAAM+3t4SYD1xX9ilEaqgZ63YnRJjV+B4QYDFpNTTLDntA8CAbW9YodWN7a1/50wMuzRCIcCyi12B4wUBFpNST7PktA8AA15ZZ4VWY3pb/95fHnZphMr/rPXFF1/Mnj27X79+HTt2LCsru+uuu9TNYpE9JdoLtmvXrq5duy5ZsiQV4QKTpqammTNnlpaW0kGmA04/8vYDBw6MHj26tBk9oR95++uvvz5y5MiSkhKq3bRp006dOsXbX3vttR/+8IcdOnSg7ffcc8/x48fVR3jereW4katTp076cmpu+UKAxaTU0yw57QPAgLWLrNDq0TuQCitEzrNW9vkyfvSjH/30pz/du3dvY2PjyZMnN27cePPNN3vvPDJUwbZt23b11Ve/8MILju0RtGrVqiFDhhxsRk9Wr17N24cNGzZ37tz6ZnPmzKEfefttt922efPmM2fOnDhx4oEHHrjzzjt5+y233PLyyy/Ti0+fPr1w4UIKwhwfpDkIzzzzzPTp04OUFgGWhpR6miWnfQAY8NwCK7RaMDU9jgVhaHXWOnUsNawkNfZaK/Y9WhtwDx07dvziiy/8dr5y5cpevXqVlJQMHTq0pqZGbaeuunv37l/72tfox0uXLj3xxBO9e/cuKyu79957v/rqK36Z5/abbrrpd7/7nfqITz/9tGvXrlSAPXv2jBs3rnPnzp06dbr77rvr6uoy1vqtt9665ppr/vSnPwUpsPvt7or4lcFvt1mVmSInCpj4OT0ZPnw4P7/iiisoVOLnX375Jf3ofi+94Morr3Rvp/DL/Xq/jowC6D59+hw5ckRTSP1OEGAxKfU0S077ADCAA6wVVel57hAG51lr8/Pp9Pr0mDYiVb0mdTpDDtJRo0ZNmDDhvffe+9e//uXe+dixY2trayk2WrhwoYoJaPtdd9119OhR/nHp0qW33nrrwYMHP//888mTJ//sZz/TbH/jjTe++93vUuzFr5k2bdrixYvpyaBBg/785z9TGSjYeuSRR+67T3fbBBXgpZde6tGjx9/+9reABfY8aI6K+JXBb7dZlZmCMBWBnTx5srS0lJ+PHz9+/vz5tIf6+vqqqir60f3e6urq8nLnVXgqzFNPPaVGtty1c1i9ejWFuZoSZtwJAiwmpZ5myWkfAAZwgEX/DitBMveweJ+1Thy2BrE4zz79dmaOT71bnbronY/0yy+/nDdv3ve+972SkpJvf/vb06dPVwNatPNjx47x87Nnz3bs2FFt/+c//6n20L9//3/84x/8/Pjx47169dJv//73v88X9fbu3du9e3fas7tItF1f6/bt22/atMm93a/Ajpd5VsSvDH67zarMbdu2PX/+PD+nJ+3atePnR44coSPD057oiYr2lA8//LBPnz579uxxVIFcddVV+/btc7zes0lQRPud73xn9+7dmhJm3AkCLCalnmbJaR8ABqgAi+e5B74mBQZlOGt9vD21tDKdcJ/+ffoRa4uPpqamjz766J577lGDIpq4RM3RTjVfZLRPo6ZIQr+9urr6uuuuu3jx4qRJk5599lneuH379pEjR5aVlfGLVfzhV+u1a9d27tz5L3/5i+Zo2AscpCJ+ZfB7e1Zl9hvBqqiomDNnjpqDRT/a37Vly5aePXt+8MEH7h1SSPfzn//8pptucmz3bBIbNmwYM2aMpnhBdoIAi0mpp1ly2geAASrAmnKD9WTX+2EXSKJAZ62LF1JbX7VSaQwrscKsxgbNa6mb/+Y3v+m5c794haKl2tpa9678tlNMM3DgwBkzZvTu3buxsZE39u3b9ze/+c1nn31GgRf9G6Qv/+Mf/0jBDf3rLqHjx5KSEjVOduzYMb+K+JXBb7dZldlvDhaFoX5zsCgq6tat244dO/z2Sa93z83yLMbgwYPfe+89TfGC7AQBFpNST7PktA8AA1SAxZN+PtAtBJtA/kNBxZTdWevsGfdA480337xx48bjx4+fP3/+4MGDDzzwwKhRozx37hdwLFu2rKKiYvfu3RQt7dq16yc/+Yl+e6o5dKCdrFmzRm255ppr/vCHP5w7d+7AgQPjxo0L2Jf/9a9//da3vvXrX/9aX2CKZhYuXPjVV19RBX/84x/7VcSvDH67zarMK1eu9LuLsKqqikewHn/8cRV4LV26tGfPnp988oljP1OmTKFDSr+sQ4cOPfLII0HmYL322ms/+MEPNGVzQ4ClIaWeZslpHwAGqACLbyR8ZV3YBSqiTasiUuX8z1rvvPPO3XffXVZWVlJS0qdPn4cffvizzz7z3LlfwHHp0qVnn322f//+HTp0GDhwYHV1tX47+f3vf9+vXz/7MtUUBFx33XVf//rXKaqgdwXvy//+979369btF7/4habANTU1Q4cOpQr26tVrxYoVfhXxK4PfbrMqc1NT04wZMzjf1axZs9Slyb17995xxx3/3oxC2/3796tPcThzxprm+OKLLw4aNOgb3/hGjx49KBpWvyz3W9T2ESNG2A++nt9O3MfB/caAHxF3Uupplpz2AWCACrCefkTces9c98fGhl2OuJ61xowZs379+rBLAdlBgMWk1NMsOe0DwAAVYKkncnCVy0vDLkf8zlqXLl167rnnBg4cqDI1QFwgwGJS6pk/zXAoAOggwKLHnp3O/yru3KzYnbWowL17996+PdBRcl8mi359Y1Hm3AqJAItJqadZctoHgAEqrlq32HqyLNASHAkxb3I6wHJcGOW5WW9uKFpBcNaCokGAxaTU0yw57QPAABVg8arPC6aGXaBiUcNX9Fha6fFfjo2FhLMWFEddXd2//du/aV4gpylKqadZctoHgAFiA6xpI6z6cnIKxzz3ok9+pz7PfSc/gHGVlZWey/gocjpQKfU0S077ADBABVibn7eezJlY1E8/eya0zFs3/Vs67xf9O2lwq//iY+LYWEhTp06dPHky38APUAj19fULFizo0qWLWuXak5wOVEo9zZLTPgAMUAHWji3pEZ2iOXUsvdAexXaFoIne9tdYnzv22lR9nceNhEW/u7Curq68vNxzzjKAEe3btx8xYsTOna77OVprI6YDlVJPs+S0DwADQgywlk1PT4EqxK2L+uiNh+tmNl8r4aGs0/Ut/6umZ9k3AgggpwOVUk+z5LQPAAMcAda0EcX7aJ4FZTzA+nh7S3Tlt/OlldZ//XaJ9XzCAGemBv5fz/QNAIkmpwOVUk+z5LQPAANUgHW01noypnfxPpqHjswGWJxs4vZrWu4Q9Nz5o3dY/7X1Vet55Wjr+bu2RUgmDU6/992gK5MAJIOcDlRKPc2S0z4ADFBjOUUOsHgWlPEAi1dUpMe4/qknH/TdOUdgvGSyY42g0/UtBRO1cBCApA5USj3NktM+AAxQazwXOcDiWVDGAyxOuzCsJHXisDM3vUrOziHUTZezAVEURT9SmMXerW4p2K9mGysYQBzI6UCl1NMsOe0DwAB1gezihXRUURycRZ2vEhoMsPjqHucItQdYfOmQk7Pvet96PuWG9Fu2vmr9+Ogd6R95SI+ncOWQFYwO47Y3DFQEIAxyOtDY11PdIOq50fFfTU1NM2fOLC0tLSsrmz17Nv2Y84fmVWgAUXjIZ8cW63mhA6yzZ6xxssaG1KF9qRvbW+NMmqt4uRnT29oh7T/VOsDieI6f80o4Kniq/SSdsoFxxMnXDXO4p9L+QQBxI6cDTUg93QGW58tWrVo1ZMiQg83oyerVq418HADo8FDN/ubcgwUNsOrr0p81dWj6ydJK8ytMcxUuXrCe23fOcSQ/d3yoGrrjd3HZ3tyQHsfKytpF6V2VlyLFA8SRnA40IfUMGGANGzZs8+bN/JyeDB8+3MjHAYAOD/nwdG+e+n3icEE+iC/SqQfFLhRymQ2wHJOr7DvnsMkzwCJjr7W21DYvVnNj+/RByCHXKCeeGFZi/btxuYEaARSXnA40IfV0B1hdunS54oorBgwY8Mtf/vLixYu8vVOnTnV1dfz85MmTpaU5plGW0z4ADOB4orHBem4PtozjsGbBVGuYh4Kt+rqWjaYCLMc8fR5P4onqt3bRBVgqa8OhfdaTUd2tjfYjk9GbG6wbBXhKGYVW1xd1KUMAU+R0oAmpp+cv7Ny5c9u3bx8+fHhlZXrJ+rZt254/f56f05N27drp96lhvAoAiWW/LFjQAIsnJ3FuT8UzwDpdn+M8cUeuVPvy1fbbFd0fqjI10OfSk4cqrI3BjwZfT+TH2GutNKc5jH4BRICcDjQh9dT8wj799FM1UoURLIBi4yEfHrAhU26wftz1vvkPUrPaKfiwc8c6Kgk7hUfZ4gwLlaPTP/JCzveXp6upPsiexp1Vr7G2UAjIg09PPmht5Ot9PP1fTy2tc/3l5Xe4CkgED3EjpwNNSD01v7DDhw9fffXV/BxzsACKja+IqWtq9jsKs3LxQmrnVt0LONvW0krndntAw/JZoNA+ZJW6nMuUYp2Pt6f3yQXgyMm+DjRFQrRlwoBWsReFSiqzg549wOLcpHx3JPKUQtzI6UATUk/HL2zixIk1NTWNjY27d++uqKh49NFHefvKlSv97iLM6lcup30A5MuxwHO2ARbFVVtftWYpcfzkF4v4DV+pAkwd2rJFLVDojsYy4kBnRVX6x/q69KU6vvCn5kW5V3emivDMdP50XkKHrxuqvWX8XCpw9ZpWNzAGeS9AlMjpQGNfT8+pUS+++OKgQYM6dOjQt2/fuXPnNjSk55A2NTXNmDGjtNmsWbPsebAQYAEUhH3KUerymM07LwV9OwUQ1zdn7OT54H5jTjwo5RkwqRhIUQsU5pDk0z3NiwvGia/oMWlwelhLZb1S+PIoP3jeFQ9rBUm44L7Q6RhLA4gJOR2olHqaJad9AOTLEQeoZXMCUosi68ec7Csru/H9fTy4ZV+g8LGxGS472lEMtH6ZxzgZT1R/4r70Pila4iV6eKaUHY9X2bM8ECpDkIQL7gDLkR0eICbkdKBS6mmWnPYBkC/HFKisAiyVdGrtovRQludgz673W62s7MbXJfm2QY5+OOTiwacgU6BUClN3kMeX/DjNlZqE7r6ZMWWbR6WW0Em1TvSg4Q6wHKvxAMSEnA5USj3NktM+APLliAx4infAqdl8y54apPEc7FHX5uzDQg48dEShjIqT5kxsiYeCTHXnFKb0Xiq5I20Vh1Nq+ErFbe77+1SAZb+uF/BKnzvAKvLK2QCGyOlApdTTLDntAyBfjoQFWaX9dMzj5lxQjuyansNCDhyoTRrcEiepm/4cNxjqS+JZbK4gD2LxIoOeE7BStljQHiOqRA/ZFqDIK2cDGCKnA5VST7PktA+AfDmuCeYQYKkXe2bX9BwWcmhsSE9sV8sk88z34FPdeYqV+6pfqnkkiS9QUiD4q9kZRsUoxqKHnUr0oOd53HjArL4uc/kBIkNOByqlnmbJaR8A+XqoomX+Uyq/ACvllV1TBVj6y44cWvHFO36lCrDco0cfb2/148UL6Tlbflk9KcaisIleRg8KwjYuT2dSCMJ9k6Mnd+bSVOv1DQFiQk4HKqWeZslpHwD5mjrUCgLUzXp5Blju7Jr8mjkTM+zq0L70OBOFaDxNXiVrsKfISl2ebmWf+c5X8Tyv+hnhWJHQM809zz9zpLfIOWsrQHjkdKBS6mmWnPYBkC/HcntZBViaBWeU4Ds8cdiKRdQFNS6Ye544T1q375CLUbiUnvZDxJ/lvrGR01U4htZ4qn7GFA8AUSKnA5VST7PktA+AfDlymmcVYLmzW6kFZ5SsdmhHO1G3/tnxkJt9h/okW/lTKxKqa5Hu6nhOt+L0qkEm6QNEhpwOVEo9zZLTPgDy5bjTLat4yJ3dSi04c/ZMLju04+trqnjqQtuo7s4d6pNs5U+tSMjXIt3VUfnAHNyrAAFEnpwOVEo98+e5Jg8A6HCuJgpZlODxkF9UwQvO5Dapy06lVLj+ch52++R32qIvhkGcpos+XWV8cFTHPW7HAk6QB4gSOR2olHqaJad9AOTFnYMgeDzkl6mcw5FpI9KzwnMOsDh/hLpKyBEMz/Gy35ZYhITpqgp8q6O7OpzHiyJCN/sqQABxIKcDlVJPs+S0D4C88DUsex6E4PEQp+V0J6lS9wNyQqmcAyzOWcV38DkevHHSYF0xDFJVUFctHdWhUI82UmTpZl8FCCAO5HSgUupplpz2AZAXzr1uX/Y4eDzkmfnJvZOcA6yLF6x1CTlNl+NROTo9N5+COU0xTFFVUMsd2m+TTGkPhbq8CBATcjpQKfU0S077AMgRhS87t6avuNmHf4LHQ5p79yjUuP7yoss5B1hMXShcUWXlO+C4ivbMV+socCn0LYQpWxX4ep97uhUXxnOFbMdqQgCRJ6cDlVJPs+S0D0i+0/VWYOHZeeeDr6zx3CZ79BM8HtLcu/fOS9Z/PTbWCuPcaauywpkOxvVPZ0DgeIsKT8eEMyAU+hbClO2YcHTluE0ypU0oGnCtaIDIkNOBSqmnWXLaByTcqWMtl6VyjlE8qXDheq/E6xk/S3/vHi/VPGmwNXKTZ+EpjqFYSuWXamxIJ/nk2WN8cAp6C2Hq8jHh2G5Ud+dtkqnLCwTtr/F479ZXrf969I7ClhDAHDkdqJR6miWnfUDC8coznEm8vLQlHWj+VICllqaxb88YD+nv3VPpCfj6nZrwbpB9NeiC3kKYunxMOG0ERY08rWrtopYXaG4VLMJNjgBGyelApdTTLDntA5LMvoYxL3VncNEVFTQ4ko8HDLAy3rvHk6X4EuRvl2SxuHJwakZUoS/A8THhDPIPVaSTMvA9jOz61sla7TjTmGO1H4AIk9OBSqmnWXLaBySZfQ3jPKeKu/ntMOAHZbx3Ty10U7jrdyppQkFvIUxdXmCRc0NQMNfY0HIPY8orWasdRZaa8AsgeuR0oFLqaZac9gFJxrHOsunW87WL0oMoZ89YD4q9skXvolCAk3+m8g6weBnjzc/7vkDlYS/c1TG+VEePHI5GVjhROz9+Ndvaou5hTNkmnPnxXKYQIKrkdKBS6mmWnPYBSWaPdSg24tvlKMbiKdWa4ObiBesSnv3GQzVZPmOC9YABlua+OaZWlSnc9Ts1jczg1DRPaoFFNVpmzyy67Y30pUM/Y6+1XlD7SWELCWCInA5USj3NktM+IMkcsQ710BxjZbwvT+WOUq+xLzvD8839rvEFDLB43j1fI/OkIsLC5djkovIl1ELjOwcpzOKZ7PZ7AzMmYsgYjAJEiZwOVEo9zZLTPiDJeIVjewxEUcvaRenrU4+N9X4XBT03tk+PuPCNh2oL75CDJ7/8nAEDLHcuKDcqLQVzhZjezrio9jT0hcPxKKdOTTUHuyq246u3fOnQU8bLqQBRIqcDlVJPs+S0D0gs+y2EDqeOpYMnTzxYRaEA33g4bUR6Ub8nH2wVPPnl5wwSYOmTYBUN54s3eGelBoWS1WtaZrCpqev0JON8f6yWA7EipwOVUk+z5LQPiIRd7xveIXXb+utfPKHKHXupwSoKwtSiy3z7G3XwvE8KCDQRUpAAyz5+EyI6Su+8FNqnq5lVHNFqUu1nHOICiBI5HaiUeuavTWthFwfE4AEMTi9uinsSlQMnILXnukw1597kwMt+JYtjLM4mynfDlZem52V73t8XJMDiLOr3l+dQs+RQ11h5OWo6pH6wWg7EipwOVEo9zZLTPiBk6kKewfEJNQq1cbnvBCZ3rkuybnE6lrJnBDhx2IqH1Ba+bshpnDy7/CABFkcM8yZnUankURf+OAGpfeUcB85nJjwehfiQ04FKqadZctoHhIz7Tn0apGzxFaUnH9S9xpHrkvHkd33WTXXd0G/2UpAAiyM5TtAlljoIfEOlZrXp/TXpwBcgDuR0oFLqaZac9gEh4/vy+KFinYsXrAnROV80DHgfH4dT6iqhffaVHt+K6Lc4YJBPzzitW4LNz1sHYc7EdKSrycWlVmYEiAM5HaiUepolp31AmNT1wUmDW8U6KsdmbjFWkIGolOsqobp5ME9BAiy/FA+i8ES0aSPSv2s9vs9A3YQIEGFyOlAp9TRLTvuAMKm1Au2xjoq6rr+8sk1Wgg9E2a8SBn9XRkECLL8UD6LwEoT88FuIUMl4GREgMuR0oFLqaZac9gFh4qGmFVUtsc76Zekc39TjchQybUSrGIvCL4rGPEcyTtdbk6IctwEGKYBaPCf/4atUgAArIkmwQqdSYQWZX8UDXUjmDnEgpwOVUk+z5LQPCI1j0EglVuCLQRR1qRQJFACpa4X8MkfUlbJlWHDfBqgvg5qxHvxdehkDLK5C4ZZwjhF18DPeIThzvPlcHgCFIacDlVJPs+S0DwiHO+MUBUy/XZLucVXUZV89kDpXjsk8E1ypDAv0JKs4iWesZ/suDX2ApaqArE6pywsUXh9guR4kc4f4kNOBSqmnWXLaB4TDM+NU6vLiLfZLdRQA8ZRw6ow5JuMfeZVAJeCdg0WgL8my6boUD9JwUrEg4Wb1GmQOg7iQ04FKqadZctoHhMMvCmlssO7ed0yxohjLcSFPrRKoLhQGvHOwCPQBFs8lcmSQF4vHpYJExpxDf8KAohQLIC9yOlAp9TRLTvuAEJw6lh6LCn7Fx3EhT82doniFojGD9wDmTx9gZcz5JAofqyCR8cUL1u+XXpntXaUARSenA5VST7PktA8IAc/y5tX9cqamZ1EnbSqFlRGaAIszkoe+xnN0qAArSEownrClWVEHIBrkdKBS6mmWnPYBxaZGm04czndXH29PT8aKzvBVShtgce7yjBO65VABVpAEV5jnDjEhpwOVUk+z5LQPKDazo01qlnREhq9S2gALK+Q48LEKmBIsOvcxAGjJ6UCl1DN/bVoLuziQIBcvWCv30WN/jeHRptP11sSs9csitIiKJg5AMicHPlYBU4Lxi3EjIUSenA5USj3NktM+oBgcSUSjM9pUCJoAa+pQzCJqhY9VwJRg6npi9ZoCFwsgL3I6UCn1NEtO+4CCU5OueE66qYTpkcUpvpZN9/ivUd2xoF4rnPYsYEowfjE9Hhtb4GIB5EVOByqlnmbJaR9g2NkzVgBhv2D35IPpUSvaTn1ksqMr8so631EZjg9AuXgh9c5LQV9MTWv9svRtDQARJqcDlVJPs+S0D8iOO36yUwmuOD1VqrkHvbWLtWXPzmIWM0x8q+Ccic7tdNx4EWvIBzcwOc0JYkhOByqlnmbJaR8QCMVJH7xthQiO+MlBzbWix6ZV1hZ6l7TMTzu2eK9evHNreuFqyAcPiC6bbjUtgEiS04FKqadZctoHBLJxecsUdX6sW2xtfGVdy2vUXKsn7muZ5c0Tkz0nJCUVB1gUgzq8uQFJsAzgNXP4sfn5sEsD4EFOByqlnmbJaR8QiLqBa1z/lvXjHKvIrV1k/fjkg+kX862CAnMX8aXAMb2d293rWENuVPIzUe0K4kNOByqlnmbJaR8QCGfIpNCqvq5l6WWKIXjGMa94o2IpHmPg7dFZg7lo/AIsgbFmgVAjfKgC0SpElpwOVEo9zZLTPiCQSYOt/mzX++kfTxy2LoRRP8djCXybvT2A4O1TbojWIjbFcfGC992CCLAMUkE8srZC9MjpQKXU0yw57QMyO12fXs+EQgcHe9BgH6w6tC89yiVzmAEBVhGoC4XIOwoRI6cDlVJPs+S0D8js3WqrG3v0Do//UkGDmuGuBquO1lqzsiK1iE3RcHDpWM0aAZZZFPfz7RTIOwoRI6cDlVJPs+S0D8iMJ2CtW+zxXxw0/Gp2SzZRIDw7zZGxHQGWcRTNI+8oRI+cDlRKPc2S0z4gM8cELDse3KIXSMsmqjflBo8jhgCrEJB3FKJHTgcqpZ5myWkfkIFmAhZpbLD+i6fCiMomqnd/uXVAdmxptREBViHw0On6ZWGXA6CFnA5USj3NktM+IAPNBCymsrcjdFB4/rVjlT0EWIWgWVo7o7NnkA4eCkFOByqlnvlr01rYxYFo4HnEnhOwGPVSv11iZWrwHOKSiYNOe5r7FAKswvBb+TGj+rr05UWkgwfT5HSgUupplpz2AToCl2o2gpPdO65bIcAqBL+FiTL61WzvkVdq845ruwBZktOBSqmnWXLaB+gIXKrZCF41iLpwOwRYheCXNz8jv/V2+J5ZTOqCPMjpQKXU0yw57QN0+PrgiqqwyxE3r6yzjtuCqa02IsAqBL+8+RnxvbGO34gasqX/BciVnA5USj3NktM+wBeuD+aMR/7uL2+1EQFWgXimdc2ovNQjwOJfHD8O7TNbTJBDTgcqpZ5myWkf4AvXB3O2v8Y6dOP6t9qIAKtAPLOO6XHyEX7Mm2xtoa8TO7emh2yHleAqIeRDTgcqpZ5myWkf4IsDgtxugBeuvs4jwzgCrALxTIqhx2tFcwq3CQOsLXzjJ4dWvEP8piBXcjpQKfU0S077AF8ICPJxY3vr6Kl1GC9eSM0cj+NZEJ73bOqp7G4cUVG8xb8vHrJFy4f8yOlApdTTLDntA3zx5ZLfLgm7HPHkWI5wRRXSsRZKDvEQRWP0ForM+PLihAEtVwzpN4UAC/IjpwOVUk+z5LQP8IYZ7nmaNqLVajnqnrVNq8IsVSLlEA9xLgb68sCjX3xxcNf71m+HWj4CLMiPnA5USj3NktM+wBtmuOeJLwi+ucF6rtZzrF6DfPfm5RAPqVT7h/alb0KkkCufHQLYyOlApdTTLDntA7zxV3xkwMqZfWJQxvUcIR85LEfIq3HzQoRHa62Fns6eaflfBFiQHzkdaOzr6bk4YFNT08yZM0tLS8vKymbPnk0/6rfn8KH5lhtijS9pZXXrO9jZO2mOVjXrOUI+cliOkJv3x9u9/xcBFuRHTgeakHo6fmGrVq0aMmTIwWb0ZPXq1frteX4cyKIuaeF6Vs6q17Qkc6e+H4sKF04OyxE6bkFwQIAF+ZHTgSakno5f2LBhwzZv3szP6cnw4cP12/P8OJAFl7Ty985L6YxKqcsXpLCEcIHksBwhT2z3+/6AAAvyI6cDTUg9Hb+wTp061dXV8fOTJ0+Wlpbqt+f5cSALJ2jAJa188LAKr5bD4yVYeqVAsl2OUA3Q+slhUheAjZwONCH1dPzC2rZte/78eX5OT9q1a6ff7rdPjQJUAuIACRqMoHBKDatwNkv7NGowK6vlCDOOeOUwqQvARk4HmpB6YgQLigQJGoxQq+VkHC+B/GW1HGHGOVs5TOoCsJHTgSaknpiDBUWCBA2m8HWr2k8QsBZcVssR8hTDytG+L8hhUheAjZwONCH1dPzCVq5c6Xm3oN929x6y+jgQBAkaTBnVPZ3NUk3GggLJajlC/o3wDZ6esp3UBdCanA40KvWsqakZPnx4x44ds53n5Dk1qqmpacaMGaXNZs2aZc+D5bk9hQALgkCCBoN4hTseEZw3OezSJJpaWzAIvklQP0ab1aQugNbkdKBRqefQoUMXLlx49uzZsAsSiJz2Aa0gQYNBnJ2BDiZuSSu0ra9m0W7VQoQaWU3qAmhNTgcalXqWlJR89dVXYZciKDntA1oJ8uUeApo3OT3PPWN3DnnKaqJbkLyvWU3qAmhNTgcalXr26tWrtrY27FIEJad9QCtIsWgQTwzixyvrwi5NoqlZU0EubQfJ+5rVpC6A1uR0oFGp54oVK8aOHXvs2LGwCxKInPYBrXCKUQy3GMGr5fCD1xWGwhl7bfqezYyC5H3duNx6zZMPmiodiCKnA41KPeOVzDPKZQMD6Iv+1ldTjQ3OjUgxahAdRhVg+a0rDKbwXDdq1RkFyfvKqbCmDjVVOhBFTgcqpZ5myWkfQvEVkGkjWsVYSDFqFgWs3Jdr1hUGUwJe1AuY91XliQXInpwOVEo9zZLTPiRSI1X02LSqZTtSjBrHN6MFnBsE+Qg4fTD4dHj+GzkVj0kdEClyOtCo1PPcuXPz58/v27dvSUkJ/btgwYLGxsawC+VLTvuQiEeq+GHvkKaNwGwhw3hYBevkFEHAAMu+CLcez4Xf9oaR0oEocjrQqNTzoYceuv322z/++OOGhoaPPvqooqLi4YcfDrtQvuS0D4l4pIqvXtk7JIoDaMvp+vBKljjc62PRlSLgWwo0+dkZp3EPkvcVNxJCruR0oFGpZ1lZ2ZEjR9SP9Lxz584hlkdPTvuQiBfD4UnBKsDaX4MJWOZxgIVlg4sg4wI4bN3ioHlfcSMh5EpOBxqVel511VWOAIu2hFget7jc4Qh5UZN8V1SlF3KhLdSXcFbMmePDLl+ycIClWVcYTHnnJetQPzY2w8uCZ3rDjYSQKzkdaFTq+fTTT6tLhPRvRUUFbQm7UL7ktA9BLl6wprTTV3wevuIkAuWlqXH9W6ZkIQOWWdydZxxWgfwFnFwVPMDCjYSQKzkdaFTq6ZkHK7LDRREsEuSLQyt7IMXrgaj5WBRpUacCBmHpoaIxHmClcCMh5EhOByqlnmbJaR9SHNqXurG9FUhR17JpVTprwOl6a0oKPY7WWnOEEV0ZR4GsIxcGFAi18CD3E2QVYOFGQsiJnA5USj3NktM+pODhq6WVYZdDGApksWBwcdCXBOMBFm4khJzI6UCjUs8lS5ZUVrZ0b/T8mWeeCbE8enLahwhq+AoXOyCpAk6ZyirAwtrnkBM5HWhU6llaWvr555+rH+l5WVlZiOXRk9M+RMDwFUjAEwr1slrOHAEW5EROBxqVevbo0ePAgQPqx/3799OWEMujJ6d9JB+Gr0CIjAFWtsuZI8CCnMjpQKNSz6qqqvLy8pqamoaGBvqXntOWsAvlS077SDgKqjgLA4avIPFGdc+wrna2y5kjwMrZ6XrJNwfI6UCjUs/z588vWrTo2muvLSkp6dev31NPPXXhQnTXf5XTPhLuyQfT+RewAA4k3pjeGQKsbJczR4CVm/q69Pc6qXn15HSgUupplpz2kWTZXhABiLUJAzK09myXM0eAlRtej4gekwZbP9KJaOurqcaGsItVPHI6UCn1NEtO+0iybC+IAMQap63ascX3BdkuZ44AKzd83PhxaF96VS6KbsXEWHI60KjU89y5c/Pnz+/bt29JSQn9u2DBgsbGxrAL5UtO+0iybC+IAMSaPsDKYTnz9custzz9iInCSWIPsOgY8sChpIy7cjrQqNTzoYceUmsRfvTRRxUVFQ8//HDYhfIlp30k2aTB1klt1/thlwOgKHjB8lfWef/v5uezXs5866vphTsl48XgeQWIIENQ6saaqUPTy2/zwKGkUFVOBxqVepaVlR05ckT9SM87d+4cYnn05LSPxKLTIp3R6NR2Mbr3UgCYxPne/AIsHtDNatp17SeiL7JzaGVfDH7aiNTZMxnexb8FehcfPftDTKgqpwONSj2vuuoqR4BFW0Isj56c9pFY71aLOqMBZFjZhv4W6H+3vprFDunLCUcG0r6lOEIrevLcgtTt16THpfyGsuhddPA5696Jw9YWtQe+/0BMqCqnA41KPZ9++ml1iZD+raiooC1hF6qVNq2FXRzID18uWbc47HIAFAtP/fGbdMjxgSaJgyeKCehdtZ/kXbj4UNf4OLSicwgvA08HgY+h54x1+7tU1j1OE8O/FEmhqpwONCr1bKMVdumcIlgkyAKyt4NAr6yzuvAFUz3+S10xz1YO416xplJY2UMrhcLTtYvSYZaasW4f7qJ/1y9rib327EzHVRT7SgpV5XSgUupplpz2kUx0EqRzGX19BJBDMyd91/vWf025Iet96i87Jg+nsKI4SfPdjE8vdDApbKKHfbjL/a7HxqajMUmhqpwOVEo9zZLTPpKJrw9KTaMMQmmiKOrg/Qa39KrXWG+kPyghgpw6jta2XCt0X0l0OF1v3b+ZkhWqyulAo1LPJUuWVFa2rAdHz5955pkQy6Mnp30kEK4PgkzU8VMXPqa3x389cV+OXzn4IteEAfmXLgaCnzr4WiGPYPmFVg5vbkhnbRBATgcalXqWlpZ+/vnn6kd6XlZWFmJ59OS0jwRaNh2rO4NE6qY/9/ac14yi91LAQe/NmJ4gAQp66qCgjXZeXlqQnUeMnA40KvXs0aPHgQMH1I/79++nLSGWR09O+0gg5BcFsaj/psbvGFDJc82oKTdYb9+5Nf/SRV2hTx08W0vA0qhyOtCo1LOqqqq8vLympqahoYH+pee0JexC+ZLTPpIG+UVBMs9b1Th9w7LpOe5TyOShIpw6OGtD4o+kpA40KvU8f/78okWLrr322pKSkn79+j311FMXLkS3C5TTPpIG+UVBMs/lCPNcs1nI5KEinDrELJ4tpwOVUk+z5LSPpOHJvMgvCjLNmWi1f75tTcmzXxcyeYiXEiroqQMBVuJIqadZctpHouQzmRcgATwv5+V8C6EiYfJQEeZuIsBKHCn1NEtO+0iUPCfzAsSduws38q2DJw+tXZR/ASOqOHM3EWAljpR6miWnfSQHnSL5e7bfWmwAiefuwo186+D5SZMG51m6aHlzg7W4ECvO3E0hs9kkdaBS6mmWnPaRHLycKsVYQZL+ASSSO8DiqUV5futobLBGd2g/h/blWcCo4FhHHavizN0UMptNUgcqpZ5myWkfyYH0VwDuAMvU3wWvIZOYFAN8oDjcoa9kRZu7KWE2m6QOVEo9zZLTPhIC6a8AUq4Ay+DfRcLmD6kAix6c26I4czdlpMKS04FKqWf+2rQWdnEgG0h/BZByhUEG/y4SFmDxNUEeluNHzolYsyJjGpacDlRKPc2S0z4Sogg5bACizxEGGfy74D3/araBXYXOfmclxTocYG1aVYyPljENS04HKqWeZslpHwmBCVgAKVeAZfDvIkk3EtrvrDxdbwWgxYmumIBpWHI6UCn1NEtO+0gCTMACYPYAy+zfRZJuJOTrg2Hlc0l8UjFJHaiUepolp30kASZgAbD1y6y/hacfsZ4b/7vgGUtxjwxCX+8hSWOBPuR0oFLqaZac9pEEmIAFwLa+mg6q6uvSl6IM/l0kIzIIfb2HJI0F+pDTgUqpp1ly2kcSTBthna3ovAkgXO0n6eiB4irjeXeTERkYybyap2SMBfqT04FKqadZctpHEvBJ/3R92OUACNvFC+l74nhhA+NZFTgyiPVqVFH4PpaMsUB/cjpQKfU0S077iL39NVjgGaAF/S3QX8SciQUJsPbsTGcZiO/3mSh8H0vGWKA/OR2olHqaJad9xN7m563z1MzxYZcDIBoevcP6i5hyQ6HygnLiqJhmHI3O97GELT3UmpwOVEo9zZLTPmIvYQmmAfL09CPp7Az072+XmN9/rAexovN9LNEnLjkdqJR6miWnfcReos9TAFnjAIgew0qsvOGFwINYG5cXZOcFFZ3ThaMkFy8k6TYdOR2olHqaJad9xF50zpgAEcEB0NLKQu0/vn900Sm556JGUSiYCXI6UCn1NEtO+4i96JwxASLidL219ktjQ6H2H98/uuiU3F4Slfs0phdeXeR0oFLqaZac9hF70TljAggR3z+66JR843KrJE8+aD3n3Kf8SETCZDkdqJR65q9Na2EXB4LhofVCTOYFAE/RCVOyFZ2S79hilWTqUOs5n8R4ZW76N/7zseR0oFLqaZac9hF7fFP61lfDLgeAGPYVD+MlOgFWfV36mmDq8py5zc+n7/28vzzuGRzkdKBS6mmWnPYRe7dfY52MjtaGXQ4AMdSKh7ETnQCL8LyrU8fSY1cfb08nx+JHnPO8y+lApdTTLDntI95O16dT/gBA0agVD2MnUjMKeKRq2xvWOBY9qa9Lx3/qEds873I6UCn1NEtO+4i3Xe+nk1YDQNGoFQ/pSbzwCkKbnw+7HM04JSwHVfwtkSI/XqKbZz7E9iqhnA5USj3NktM+4m3TKus0tGBq2OUAEIZXPKz9JOxyZIkHjXZsCbsczdYuSl9ppX8nDLC2nD2Tql5jDWXFd5ZbMzkdqJR6miWnfcTbE/dFaMAfQI6Y3lwypneELr29si49z53+rRzd6r/iO8utmZwOVEo9zZLTPmJMZefbszPsogAIw5e3YncNa1iJVeyzZ8IuRzN7+ivHYFV8Z7k1k9OBSqmnWXLaR4zx6Sm25yCAGIvjNayo3ROzv6YlwHLc2BjfWW7N5HSgUupplpz2EWN8fXBFVdjlAJAnjtewojYsxKmwPAOsVGxnuTWT04FKqadZctpHXOH6IECIohasBMHJ0+8vD7scNje29w2wYjrLrZmcDlRKPc2S0z7iCtcHAUIUx2tYPKl83uSwy2HDk+49A6yYznJrJqcDTWY9/dYNbGpqmjlzZmlpaVlZ2ezZs+nHnPdvqKRQGJwwENcHAcISu2tY6xZbBV42Pexy2Ewb4RtgRSrpfJbkdKDJrKff72/VqlVDhgw52IyerF692uz+ISp4cYld74ddDgCpYncNK1Jp3NnM8ekAyz1ShQArDpJZT7/f37BhwzZv3szP6cnw4cPN7h8iQd0NFKPLEwAJE7trWJFK48445hvX3zqnOSDAioNk1pN+f126dLniiisGDBjwy1/+8uLFi7y9U6dOdXV1/PzkyZOlpaU5799MQaEQ3q2O3x1MAAmzcbn1Z/jkg2GXI7BIpXFnZ89Yh7G+zuO/HAHWmxusR0zI6UCTXM9z585t3759+PDhlZWVvKVt27bnz5/n5/SkXbt2mre30Sp46SFnfOrBBCyAEPFNeVOHhl2OwCKVxj0je4BFoRVfSYxJjCWnA01+PT/99FM1UoURLBHiPHgOkBCcxqk8x3NsCCKVxj0j+1mOn9NjaWXYxQpETgea/HoePnz46quv5ueYgyUCAiyAKOBcdKeOhV2OAKKWxj0jzwDrsbFhFysQOR1oMus5ceLEmpqaxsbG3bt3V1RUPProo7x95cqVfncRZvUrl9M+YgkBFkAU8KymbW+EXY4AYpcZ1TPAmjQ47GIFIqcDTWY9X3zxxUGDBnXo0KFv375z585taGjg7U1NTTNmzChtNmvWLHseLARYyYEACyAKYnQjYQTTuOt5BlgxuSArpwOVUk+z5LSPqPt4u8dGBFgAURCjJZ8jmMZdz35sVYBFD3dCh+iR04FKqadZctpHpG1a5X3jDAIsgCiI0ZLPEUzjrmc/tvYAKw6rr8rpQKXU0yw57SPS/NIxIMACiIIYTWyKYBp3Pfux5cLz493qsEuWmZwOVEo9zZLTPiKNA6kFU53bY3euBEikGC35/NhYq5zvvBR2OQKzH9vK0daTUd3jMuNNTgcqpZ5myWkfkcYBlvsCxLzJ1vZX1oVRJgCwicuSz7x6qeeczshSx3Zcf+vJE/fFZcabnA5USj3NktM+Io1Hqqbc4NwewSUvAGSKy5LP5aVWOT0XpYksdWxvbJ8efovJjDc5HaiUepolp31E2oKp1gllTG/ndv4+t78mjDIBgE0sMjXELsso42PLp8FR3WM0401OByqlnmbJaR+RNnN8ehaCQ4zyRwMkWyzuONmz0yrkhAFhlyNLvKo9D189VBGjGW9yOlAp9TRLTvuINL4U6B7Y94y6AKD4YhFgcaRSOTrscmSpscEadePT3ZMPWltiMuNNTgcqpZ5myWkfkTZ1aPrkYj+hHK1ND5gDQOhiEWDFKCGqA18fpMemVdaPMZnxJqcDlVLP/LVpLeziQMqafcUnF/t89o+3x2hNLoCEi0WAFd/ELmfPWMXm6Cp1eVaWOzVgxMjpQKXU0yw57SPSOO8LPTY/37Jx2xvpGQkAELpYBFjTRliF/ODtsMuRN55MVl5qTdunR1SX2ZbTgUqpp1ly2kekqeTF9nuUeE0xd/ZRACi+WARYPJMpDqv4ZcYZU1dUpW+mrl4TdoE8yOlApdTTLDntI9JUgGU/fa9dZG351ezwigUAl0V/etP+mrhkNwiEI1q+tVBNfo8YOR2olHqaJad9RBdPZnefROI7nQIgeaK/3vPm560SzhwfdjkM4auE6jF1aNgF8iCnA5VST7PktI/osgdY9guCcyY6Z2UBQFiin/0yFhcxs8JXCXnFsPLSsEvjQU4HKqWeZslpH9G1c2tLgHV/ect2rJMDEB3Rz36ZvADrdL11X2FjQ0vK5V3vh12mVuR0oFLqaZac9hFdFEKpqQb2YXDO3XBoX3glAwCbKGe/pLCPF4RIUoCl8LfNKTdEbbUiOR2olHqaJad9RNebG1rOHfblCIeVWFvOngmvZABgE+XslyuqPG6USQxOi8WPKKUGlNOBSqmnWXLaR3RxOobK0a3mGcR00VaABIvyes98AklqgMVXP9UjMuP6cjpQKfU0S077iK7fLrFOGXzPoFp5MPozagGkqV6TnnMdQZwsSi01kzCOAGvn1rALlCanA5VST7PktI/oUlNT1UTO1OWJWfY57wAQLk4cMGFA2OXwwpM4k3rTMScFpMdjYyN1iVZOByqlnmbFoH1cvJCElR80VL4rntW+v8aqL183jOZ3ZQCZ6FwUzZmRh/YlfGH4o7Wp26+J4PXZGHSghkipp1kxaB8cfyRyYgFTM2d5HTFe7IK+JdO/y6aHXTgAsOGbUSJyiYriPIo8GhtErFtKNd20Kmo5MmLQgRoipZ5m5ds+zJ5oTtenNi5PJz5h9OfEF8541c9E4m9mdPqg86N9ngHSuANETXTmuZ86lp53RV/MeB5nJBeTSTYEWKCTV/vgyUNvbjBTlPq6lnmadMrgQfgP3m6JNtYtNvNBkWK/W3DBVGeA9W512OUDAJvozHO3ny74Sxq+jxUdAixwatNaoPdcvGBdw1IDS4wvaZla/ZTiJ9obxVh8spg61BrK+tXs9MaIpT8xZtf76SRYhCvLkzz4sb8m7PIBgE0U5rnT2XjjcmtWO50rnriv5XQRsSznEiDAAp2g7YOz2KmBJcazhXJe/ZQvCD63IP3gKGr9MitDAcdYKr85RR78WZFJf5I7ClLfrU6HqnSifPLBliUIaSN9P+Ywix+OiBYAwhWFee5q7GppZUv+AjpDRmx+kgQIsEAnaPuYNNiZxW5/TXpLbrma1AQC+4O28ESro7XWfbkqzKIP5fU+aWMoPAfwcsMnRw5V1YmSAk1FnTETfE8QQHyFO8+dvmTy2BV9F6UzEo+o5fNFF/KAAAt0ArUPnifE39vUZPPNz7cERjl8c+KRG4qo1AjWusXWNCw7NZS1aZU16hPiVUKe2UpRUZ4xFp8c+aDRaZpPlI7EgCrASvY9QQAxFe48dz5zLq1s2fLYWEzACgsCLNAJ1D44uKFvSPyXzMMt9tS62a5+qu4NpK9feicOW1fN6PUU2TiuEqorjPa7DgtBlTbPLMlU4DkTrZ1Ujm4ZnLOfKJn6Sop7ggAiiBcPpZNh8T+Xzj/uMyedWF5Zh+uDoUCABTqB2gdnolq3uCXneKp1gJVtal2+NzDba4t8lZC/ONpvOTQytqRhv5Mx53Rc9kuidJbka6A8yO/GgWwUbgUHAAf6W77etmxogThy1nBUl8+sDCgABFigE6h98ASsXe+ngyoedLEHWNlOjeI7X1ZUZfcu+6erWw5po7qMWCBcWr5CmluARSdHjq7o3yDlpHMrj9sBQATxn3PGAfic2b+PTR3acg8QTzDI9swJBYMAC3Qytw+VqIn6e756xdOwONzh2CurqVHBrw86qE+333KYurxMFZ2GCnFfjyotjyplFWBRXEWv5zkTHF3xOoMAEGv8R124MWY1RVXNJeAf6RwYvWzmkiHAAh3f9sHBAT34Tjd1i4qKM/i6IQU32SZQyO36oP3T3bcc8mnIkUXCCFXarCZeUME4sYV60GF0TOEHgJiyT5Ywzv4VlOcSeN4DBBGAAAt0nO2DL/yrQRf1ULeoqGEkijn4uiFPjaocHTSlO5+bcltlj4rHU8Ecpxt1v6HZU56a6UXRkufEC89bte3D+3MmpqfhA0BiGAyw3OeQfL6CQnEhwAKdVu1DTRWyBwccH9gHpdUwEl835HsM+bH5+cwfWaAvfx9vb5VFwgg104uDOcfEC7406Q4recwv4HQrAIgdUycx3s8r66zndC6lM4aa/4CJVnGAAAt0WtqHukuFZ45rggNHajuVQCFjZgEeHru/vFCj6xz5mbqjUA1EqZkWPLCnTnxU/etdKwWpNIAnDhsoAwBEkKkAi1cb45UN7WsLqi91EG0IsEAn3T5UMDFnYqA/bEdqO3VqmDrU48UqYZV9eKwQozsU3Ji6o1AdEDXTK5VqNcef8Gc5Eigvm95yqyMAJJKpVFj81XTCgJYvZphuFSsIsEDHah+ewYSeI7VdY4MV03jmhnEsiZNxeCxPRr5ZqqlX7vv+1Bx/vrnSPVVCpbQAgKQykgpLrTZ2fZv0CqTILRw3CLBAx2ofas5QnkkE+M4X+07s+Z+K883MSMoG3onnAVGDWNveaDk5qkDTntICABIs/1RY9tXG+OSJ3MJxgwALdKz2YWrOEE+uosgj1TpPQTHzP6mUDZydT03Sz2pWFk+u8ktPz4NYEwa0nBzVSkFqTSEASDaekZnP8vM83K4WJw1+AQEiAwEWOLVpzdjQNK+BSmcc+2XB4ud/Uikb7I9pI7JYuJDfTrGaJ/uaFde3XimIz5i4/Qcg8fJffl6dLn67BPOuYgoBFuikAywj9/SpM07oeQpUdj5+OOIt/W2G6jKfH55+wY8pN6TnT7CCph8EgOhwLz+fLZwu4g8BFuiYDLDUGSdqeQroC+L1rRcupO+LKsZSNznygzPUU+SkweNzVFlOvqUy2eCMCSAH51i2j1hfvGClCQ0Ip4v4Q4AFOiYDrNTlM07U8hScPWOtncwj8GqNal5Xx3GTo3osmKrbIU+/4LlWPCWLb9jGGRNADkfeFsJfzwKeAXC6iD8EWKBjOMBSY0WRnU/AJVQx1pyJLYNb9uuJ+tt5eCecBuzE4fRJ9mht+l5rnDEBhLCvAa/WEHSsJ8HDWjxkTs/V2jgIsOIPARboGA6w7GNF0cQlpHOcmpjluJpJcVLG9erpf995qeVHNQbGNwThXmsAIeyDWLyGID82LrfOEnSqoZMJfx/jIXOen/rkg9Ypt3BrWkCxIMACHcMBVoyo6VP530HJt0/iXmsAgXgQi04CPIA9pnd6zgBfLrQnYqDoSj1XD6xYGmcIsEBHboCVunxmzP8ER19M6QsrfZfdsSXSo3cAYBwvYqECKZ6gWV7acrlQRV3XX17C1Z6iD+IMARboiA6wTtdbyZQBAPJBcZKackDP1ZyBsdda0w/4exd/nYvy/FTIHgIs0BEdYAEAGMG593hEigex6LFsessLKK5avwzRVcIgwAIdBFgAACYd2pce0MIVwKRDgAU6CLAAAAw7cdi6hRCLvicdAizQQYAFAACQAwRYoIMACwAAIAcIsEAHARYAAEAOEGCBU5vWEGABAABkCwEW6CDAAgAAyAECLNBBgAUAAJADBFiggwALAAAgBwiwQAcBFgAAQA4QYIEOAiwAAIAcIMACHQRYAAAAOUCABToIsAAAAHKAAAt0EGABAADkAAEW6CDAAgAAyAECLNBBgAUAAJADBFiggwALAAAgBwiwkqmpqWnmzJmlpaVlZWWzZ8+mH3PbDwIsAACAHCDASqZVq1YNGTLkYDN6snr16tz2gwALAAAgBwiwkmnYsGGbN2/m5/Rk+PDhue0HARYAAEAOEGAlU6dOnerq6vj5yZMnS0tLc9sPAiwAAIAcIMBKprZt254/f56f05N27dppXtxGywqwNq0qSqkBAAASAgFWMpkcwXq32ly5AAAARECAlUwG52ABAABADsz16pEmpZ5s5cqVfncRZvsrj1QTiVRhUhErT6QKk4pYeSJVmBTKoxWpwqQiVp5IFSaF8mhFqjAFJaWerKmpacaMGaXNZs2aZc+DhQDLoEiVJ1KFSUWsPJEqTArl0YpUYVIRK0+kCpNCebQiVZiCklJP4yLVRCJVmFTEyhOpwqQiVp5IFSaF8mhFqjCpiJUnUoVJoTxakSpMQUmpp3GRaiKRKkwqYuWJVGFSEStPpAqTQnm0IlWYVMTKE6nCpFAerUgVpqCk1NM4OU0kBzg4Gjg4Gjg4Gjg4Gjg4ejg+ocBBzxHaqwYOjgYOjgYOjgYOjgYOjh6OTyhw0HOE9qqBg6OBg6OBg6OBg6OBg6OH4xMKHPQcob1q4OBo4OBo4OBo4OBo4ODo4fiEAgc9R2ivGjg4Gjg4Gjg4Gjg4Gjg4ejg+ocBBBwAAADAMARYAAACAYQiwAAAAAAxDgAUAAABgGAIsAAAAAMMQYAEAAAAYhgALAAAAwDAEWJampqaZM2eWlpaWlZXNnj2bfuTtBw4cGD16dGkzekI/Bn+v3/Y4anOZfWOQCoo9OK+//vrIkSNLSkq6du06bdq0U6dOud8o9uCwurq6Hj16+KXnkXxw/u///u/222+/8soru3XrtnbtWvcbxR4cnJCZ3+kF5+SoQYBlWbVq1ZAhQw42oyerV6/m7cOGDZs7d259szlz5tCPwd/rtz2+HCe7IBUUe3Buu+22zZs3nzlz5sSJEw888MCdd97pfovYg8P++7//+8knn/QLsMQenD179lDc+fzzz3/++eeffvrppEmT3G8Re3BwQmZ+pxeck6MGAZaF/lCpvfJzejJ8+HB+fsUVV5w+fZqff/nll/Sjeov6y/d7r9/2+HKf7PwqiINjR03oyiuvdL9S8sHZvXt33759GxoaHP+Fg0MR1fLly/WvFHtwcEJ2s59ecE6OGgRYlk6dOtXV1fHzkydPlpaW8vPx48fPnz//iy++oC9MVVVV9KN6i2qvfu/12x5fjpOdpoI4OHbV1dXl5eXuV0o+OP/xH//xwgsvuP8LB+fqq6+eN29e165dO3fu/F//9V905nG/UuzBwQnZzX56wTk5ahBgWdq2bXv+/Hl+Tk/atWvHz48cOdKrVy+eCkBPjh49Gvy9ftvjy3GyC1JBsQdH+fDDD/v06bNnzx73f4k9OG+99daNN97Ikzz8jpvYg0M1mjx58olmEydOnDp1qvstYg8OTsgOjtMLzslRgwDL4he8V1RUzJkzR13ypx+Dvzd5XwiCj2BlfE3iDw7bsmVLz549P/jgA8+3iD04AwcO3Lp1q+d/KWIPDlWQ6sXPKcbq0qWL+y1iDw5OyHbu0wvOyVGDAMvid/m5Y8eOfpf8M743eZe0g8/ByviaxB8csmHDhm7duu3YscPvLWIPThsX91vEHpwRI0ZQXMXPjx8/7hlgiT04OCErnqcXnJOjBgGWZeXKlX53EVZVVfEXpscff9xzzqDfe/22x5fjZKepIA7O0qVL6cvlJ598onml2IOj+S8cnLVr1/7nf/6nukR47733ul8p9uDghMz8Ti84J0cNAixLU1PTjBkzOL3KrFmzVAqQvXv33nHHHf/ebNSoUfv371dvUe3V771+2+PIc7xBU0EcHPcgzZkzZ9R/8ROxB8fxAs8fJR+c+fPnd+nSpaysbMqUKZ6T3MUeHJyQmd/pBefkqEGABQAAAGAYAiwAAAAAwxBgAQAAABiGAAsAAADAMARYlhzWzvSctxt8vUzPtwdZIVjzsiAroQIAAEARIMCy5Lx2piNCyna9TMfbg6wQrHlZkJVQAQAAoAgQYDkFXDuTudO0ZJWrzfPGdXcxApZWsxIqAAAAFBMCLKeAa2cyR4SU7WoDmgDLsUJwkJdpVkIFAACAYkKA1Uq2a2c6IqRs18v0C7A0KwRrXhZkJVQAAAAoAgRYLXJYOzPgCJZfJmvPAMtdDM+3u18WZCVUAAAAKAIEWGm5rZ1pfA5WxhWCNS8LshIqAAAAFAECLEsOa2cyR4SU7XqZjrdrVggO8jLNSqgAAABQTAiwLLmtneleizT4epmeb/crRsDSalZCBQAAgGJCgAUAAABgGAIsAAAAAMMQYAEAAAAYhgALAAAAwDAEWAAAAACGIcACAAAAMAwBFgAAAIBhCLAAAAAADEOABQAAAGAYAiwAAAAAwxBgAQAAABiGAAsAAADAMARYAAAAAIYhwAIAAAAwDAEWAAAAgGEIsAAAAAAMQ4AFAAAAYBgCLAAAAADDEGABAAAAGIYACwAAAMAwBFgAAAAAhiHAAgAAADAMARYAAACAYQiwAAAAAAxDgAUAAABgGAIsAAAAAMMQYAEAAAAYhgALAAAAwDAEWAAAAACGIcACAAAAMAwBFgAAAIBhCLAAAAAADEOABQAAAGAYAiwAAAAAwxBgAQAAABiGAAsAAADAsP8HB2tGFP1DeD0AAAAASUVORK5CYII=)
| VMR Tools created by Darren De Zeeuw. |