Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Shreeya_Khurana_080717_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | September 26, 2011 |
Start Time | | 2011/09/26 07:00 |
End Time | | 2011/09/26 19:00 |
Key Words | | Magnetopause Crossing |
Model | | GUMICS |
Model Version | | 4-HC-20140326 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -10.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.10 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 149.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Shreeya_Khurana_080717_3 |
Minimum Dst Value | | -89 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVHVlIEphbiAwOCAyMjozNzowOCBFU1QgMjAxOWRpRFoAAAGwdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiU2hyZWV5YV9LaHVyYW5hXzA4MDcxN180OiBMRk0gcGxvdCBvZiByaG8gYWxvbmcgVEhFTUlTLUEgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMTEtMDktMjZUMDc6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDExLTA5LTI2VDE5OjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzA5LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6LTAuNTEwNDUyNTAwNSwgIm1heCI6MTcuNzU4NDAyNTAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfTH1ZTQAAAAEZ0FNQQAAr8g3BYrpAABA5ElEQVR4nO3dfXQUVZo/8M4LSUgwJCESQAgBgoC8MxEjIASIEDFIwByMwDDooGYxIjiRF4kYR1B0kUUOCC7gsB4Yo2ZWZJDNcVhZZRZWI7AzWQkICp44G8bsTMaJs43EIb9n+3HqV96uqq7uvt1V3fX9/JFTqa6uun1vd92nqu6LqwMAAAAApHJZnQAAAACAaIMACwAAAEAyBFgAAAAAkiHAAgAAAJAMARYAAACAZAiwAAAAACRDgAUAAAAgGQIsAAAAAMkQYAEAAABIhgALAAAAQDIEWAAAAACSIcACAAAAkAwBFgAAAIBkCLAAAAAAJEOABQAAACAZAiwAAAAAyRBgAQAAAEiGAAsAAABAMgRYAAAAAJIhwAIAAACQDAEWAAAAgGQIsAAAAAAkQ4AFAAAAIBkCLAAAAADJEGABAAAASIYACwAAAEAyBFgAAAAAkiHAAgAAAJAMARYAAACAZAiwAAAAACRDgAXfcbki7MsQcQkGv4SifI8dOzZw4ECfew7FofF1BXAa/ObhOxFXAURcgsEvoSjfCRMm/PM//7Mlh8bXNUSQsWBb+Go6y5/+9KdVq1bRRXznzp3T09NnzZp1+PBhfsm25yl1wn7729/27Nlz48aNHTZOMLl69eqKFSvS0tIokynD6V9e/+mnnxYXF6d50AL9a7y96/tSU1OVQygr1cc12F5PS0tLnz59zGSm5jbCEZWVN9xwg/Ip+AMOGTLEryILxX0mypDLly8Hf+gAhO7r6tKid0R1GQVWdsqCwclE03PPPRcXF0d/DT6IHx87OHY+e0DUwJfMWaZPn37fffd98skn33zzzZdffvnaa69NmjSJX7LtGUdJ2LFjx7Kysvbt2yest6EdO3aMGTPmMw9a2LlzJ6+/+eab16xZ0+qxevVq+td4e7VNmzZVVlYKKw0yQXN7b0uWLHn66aeDCbA0V+bl5R04cEBZ8+abb9IaywMsk2+JrABL7xA+Ayy9nRiXnbJgcDLx9te//rVfv35btmzp378/LZtJf0jZ+ewBUQNfMmeha0267tR8ic4427dv79u3b1JSUn5+fkNDg7KequrevXvHxMR0eE6UTz31VE5ODl2z3nPPPV9//TVvprn+lltuefXVV5VDfP755z179qQEnD179s4778zIyEhNTZ09e3ZLS4tBmvlU+M477/To0eNXv/qVmQR7v937g+ilQW+3fqWZIqdDhw7xMi2MHz+el5OTk//85z/z8ldffUX/Gm+voDqM6qcvvvhCM3O86W0vOH369IABA9xut191s5mVr7/+uvpTUE6+8cYbehs/++yz3bt3p7x98MEHKeXCni9fvvzwww9nedAC34LyvvWi5u9bhO+G3ndAc7cCg++V8U4MDlpeXk47pO0powwiA1kBlnHZKQsGJxNvBw8epCsHWrjxxhvffvttzeN630sz+YPlBb1TU3t7++OPP56dnZ2Wlqbc/BaOZVAoShr0zmYmcwAcCAGWs9x2221z58799a9//b//+7/CS3QqKSkpuXDhAp2YnnzySeUMS+tnzZr1u9/9jv99/vnnp06d+tlnn/3xj39csGDBI488YrC+rq5uyJAhygXrj3/84w0bNtDCiBEj3n33XUoDnZ4qKioWL15skGZKQG1tbZ8+fU6cOGEywcJmmh9ELw16u/UrzVQHKBUAXdzTmZ2XS0tL165dS3tobW2tqqqif423V+zcuZPqDM3M0UyA3vaCGTNm8B1B6QEWFfrAgQP//d//nf49cuQILdMavY0LCwu/8KCF6upqYc9UO9L6Jo/JkydTBhocOrC3CN8Nve+A3m7VDL5XPtOmeVD6ntDP9nce06ZNC0OAZVx2yoLBycQbfdNefvllWvjZz35GyybTb/IHywt6p6Z169YVFBScP3+e1i9btkzzWAaFoqRB72wGoAcBlrN89dVXdCoZOXIkXSX379+/srJSuQKjU0lzczMv/+Uvf6HLU2X9xYsXlT0MHjz4zJkzvHzp0iW64DZeTxesXIV/8skndCFIe/ZOEq03SDMlID4+/he/+IX3er0EC5tpfhC9NOjt1q80x8bGXrlyhZdpIS4ujpcphqCc4UtnWlAqD73tGZ3Tr7/++tOnT3sfSLOaNNhe7Z133hk7diy3tjHzxESvwta890B/X3rppTvuuKPD8yzpH//xHw328PHHH/Pyf/3Xfw0YMEA4HH1RlQ0aGhq8N/Dm71uE74bed0Bvt3qE75XPtOkdtLGxkZfpjX4FWJr0XlXvxKDslAWDk4ng008/vfbaa91uNy3TX1qmMMhM+k3+YHlB7xSUm5ur3A7UO5ZBoajT4PNsBqCGAMuhqFqlyuxHP/rR7bffzmsM4hJ1i1c676tPyhQZGK/fv3//oEGDvv3227vvvnvLli28sr6+fsqUKenp6byxEE8IaIPdu3dnZGS89957min0TrCZD6KXBr23+5VmvTtSdJW8evVqpQ0W/Wu8PaupqZk5c6bmgTSrW4Pt1YYPH3706FGD/Zg5lsHKy5cv9+zZ8+c//zn9VR7SaW7MVW+Hp/al2lrYM60x3sCbv28Rvht63wG93ar5/F6ZTJt6e+WJlffDXM23GHxYvZ+JsIFB2Xm/UfNkog7aKPYSgrlHH33UTPr9+sHqnYLUGa53LINCUadB82wGoAcBlqNRNX/NNdfwssl4hc4vFy5c8N6V3no6PVFFTufTnJwcpXkNXSD+0z/90x/+8Ac6VdFf49qdX33rrbfo3Ep/vVMo/EsnR+XKsrm5We+D6KVBb7d+pVmvTRXVAQG0wRo1atSvf/1rzQNpJsNge+G9Ap/b+7vymWeeiY+PV56k6G2s3DygBfN3sLhpjqYA7mCZ+dfMHSyf3yuTaVNvH/AdLINtfGaFXtnpvVF9MlHjW1bqk8Nnn32m3NBSEwrU3x+s3ilo4MCB3newhGOZLBTNsxmAHgRYzjJp0qTXXnvt0qVLV65codPcAw88cNttt/FLJgOszZs3FxYWnj59ms4vv/3tb++66y7j9R2eGyq0k127dilrevTo8eabb9KV8aeffnrnnXeaCbDI+++/361bt5/97GfGCabo5Mknn/z666/pA95xxx16H0QvDXq79SvN27dv1+tFWFVVxXewHnvsMSWQ0tuevP322+PGjfOZOSa3N7mfAGIpnysNNp42bRq3waIF7/ZSa9asUdrHTJkyhTKQ11MlrfcYVO8tQQZYertV8/m9Mpk29fZKG6zp06eHLcDy+UaDk4ka/WCLi4uFlbTlnj17hJVCgfr7g9U7Ba1fv76goIDepW6DJRzL/BfG+2ymuRlABwIsp/nXf/3X2bNnp6enJyUl9evX78EHH6RrQX7JZID117/+dcuWLYMHD05MTKSLuf379xuvJ2+88QZdRLa3tytrKAigy81OnTplZ2fTu0wGWOQ3v/lNr169eCgdvQTTBWh+fj59wL59+7744ot6H0QvDXq79SvNdKVLl7k83tXKlSuVpwyffPJJUVFRVw+qY86fP2+8fYdnbEx1ZqoTpnnzSW97YybrZu+DSgmwuBchfS3/7u/+Tt2BixfcbvdDDz3EPbxoQbnz8fzzz1N2ae5T7y1BBlh6u1Xz+b0ymTb19vfffz9lDmXRT3/6U9qz5kfw+SmElZqlqfeuDq0TgsHJRC0vL0+5O6s4cODAjTfeKKwUCtTfH6zeKYjiP7qY6d27NyV106ZNmscy/4XxPptpbgbQgQALwmDmzJk///nPrU4F2BQqJ/PoAoNCGatTYSPffvttfHx8OI+IsxmYh1MbhBBdU7700kt0Nak3tCAAAiyfli1b1tzcfPHixalTpy5fvtzq5NhIfX290lsw1HA2A3/h1AYhRHVnTk4OnQRNbqz32MK2IiLNNk+krRJjT5s3b+7du3f37t3vu+8+DA2g1qVLlxdffDE8x/LrbAbQgQALAAAAQDoEWAAAAACSIcACAAAAkAwBFgAAAIBkCLAAAAAAJEOABQAAACCZUwIszZ7qAAAAIIvVVb29OCU7UPAAAAChg3pW4JTsQMEDAACEDupZgVOyAwUPAAAQOqhnBU7JDhQ8AABA6KCeFTglO1DwAAAAoYN6VuCU7EDBAwAAhA7qWYFTsoMKvr293epUAAAARCcEWIJozg5hfI4ePXocO3bM6kQBAABEIQRYAqdkhxJmXX/99QUFBR9++KHVKQIAAIgeCLAETskOKvh+/fp16dKFw6z4+Pjq6urW1lar0wUAABANEGAJnJIdXPButzs3N1e5m5WYmDhu3DiEWQAAAEFCgCVwSnYoBU8x1uHDhz/66KMRI0ZwmHXLLbdYmzYAAIBIhwBL4JTs8C74+vr6hISEmJgYemnHjh2WpAoAACA6IMASOCU7NAu+paVlz5499FJSUtKpU6fCnyoAAIDogABL4JTsMCj48vJyejUrK+uLL77wuZ+zZ89u2LDh0qVLUlMHAAAQ2RBgCZySHQYF73a7k5KSaIPs7GzjndTW1sbHx9OW1157rewEAgAARDAEWAKnZIdxwffv358bvB85csT71QsXLowaNSojI0M9bOm6detClVYAAIBIgwBLEM3ZIYzkbrDluXPnZs+eTdvk5OS0tbUJr27atIn3kJyc/Oyzz95///08klZdXV0okw8AABAxEGAJnJIdPgu+vb09Pz+fNquoqBBeuuuuu2h9QkLCyZMneU11dTWtSUtLo8gsJMkFAACIKAiwBE7JDjMF39jYyI2x1A8Kd+3axd0M6+vr1RtPnz6d1nfr1q2lpUV6agEAACILAiyBU7LDZME/8cQTtGXnzp1PnDjR2tr67LPPcqv2PXv2CFtu27aNnxvOmTMnBOkFAACIJAiwBE7JDpMFrzS34hZXvOD90JCcOnWKN7jmmmsw2Q4AADgcAiyBU7LDZMGfO3euX79+aWlpKSkpHF1R/NTe3q65cVtbW3FxMW1TXV0tNbEAAAARBgGWwEbZodndz3xPQJ8792t7t9u9ZcuW2bNnKw3bNZ06dYpbu+MmFgAAOBkCLIHtssM7wArFbiUqKSnBTSwAAHA4BFgC22VHxAVYfBMrJibmmWeeCdEhAAAAbA4BlsB22eEdYGVmZiYnJw8bNuyFF1749ttvpexWroSEBNp/YmKi9yClAAAAToAAS2C77NAsocuXL9fX148fP37ZsmXG7zUQsiR3VFVVxcXF0SEmTJiAGAsAABwIAZbAdtlhUEKff/55Wlqa9N1K0djY2KNHD8RYAADgTAiwBLbLDoMSampqysrKkr5bWZQYa8iQIYixAADAURBgCWyXHUIJlZWVNTQ0fPPNN6dPny4sLHzooYf0tvRrtyGydetWfhw5a9asMBwOAADAJhBgCWyUHZpNpl5//fURI0YkJiYOGDBgzZo1brdbvb1fO5ecXC0HDx7kxMfFxVFcGIYjAgAA2AECLIFTsiNsBV9XVzd79mxujBWeIwIAAFgOAZbAKdkRzoJvbW3lxljLly/HCO8AAOAECLAETsmOMBf83r17+Vlhfn5+OI8LAABgCQRYAqdkR/gLPjk5mQ7arVu3MB8XAAAg/BBgCZySHeEv+Lfffjs+Pp6Oe+TIkTAfGgAAIMwQYAmiOTvCNpK7no0bN9Jxc3JyMCwWAABENwRYAqdkhyUF397enp+fT4euqKgI/9EBAADCBgGWwCnZYVXBNzY2JiUl4UEhAABENwRYAqdkh4UF/9xzz3FrdwzZAAAA0QoBlsAp2WFhwe/bt48bgY0bN86qNAAAAIQUAiyBU7LDwoI/evSo0tB+x44dViUDAAAgMOfOnausrGxubjbYBgGWwCnZYW3BNzQ0/P3f/z2lISkp6dSpUxamBAAAwF/p6elUhY0cOdJgGwRYAqdkhx0Kvry8nJKRmpp66NAhq9MCAABgFtVcVH8NHDjQYBs71LO24pTssEPBu93uxMRESknnzp2tTgsAAIBZhYWFVHnNmzfPYBs71LO24pTssEnBFxcXc2OsdevWWZ0WAAAAUwoKCqjmoirMYBub1LP2Ec3ZYflI7pq2bdtGiYmPj6+rq7M6LQAAAL4NHjyYaq78/HyDbexTz9qEU7LDVgVfXV3NjbGOHj1qdVoAAAB8yMnJ4ZnfDLaxVT1rB07JDrsV/C233EJJiomJeffdd61OCwAAgJH4+Hh+9mKwjd3qWcs5JTvsVvB79uzhB5d33nmn1WkBAAAwojS2aWtrM9gmnEmyP6dkh90K3u12z58/n1I1YsQIq9MCAACg68KFC0qARct6m9mtnrWcU7LDhgVPMVaXLl0oYefOnbM6LQAAANqoklICrCNHjuhtZsN61lpOyQ57FvyCBQswZAMAANgZBVVKgFVbW6u3mT3rWQs5JTvsWfD79++nhI0aNcrqhAAAAGirq6tTAqxdu3bpbWbPetZCTskOexY8nhICAIDNKb2ySHV1td5m9qxnLeSU7LBtweMpIQAA2NnWrVupnuLbAeXl5Xqb2baetUo0Z4c9R3IX4CkhAACo1dfXP/jggy0tLVYn5Ds8ODYP5l5aWqq3mW3rWas4JTtsW/ButzslJYWSd/jwYavTAgAA1uvcuTNVCjfddJPVCfnOsmXLKD0lJSX0t6CgQG8z29azVnFKdti54Lt160bJo79WJwQAAKzHAVZeXp7VCfnOokWLKD1VVVX0Nzc3V28zO9ezlnBKdti54OlXxNPmoKk7AABMnjyZKoXKykqrE/Kd4uJiSg83dU9LS9PbzM71rCWckh12LvjW1taCggJKIX2JrU4LAABYjGuERYsWWZ2Q73B6lNGw2tvbNTezcz1rCadkh80Lvrm5mS4L0BILAABycnJsFWBx8/bGxkZOmN5sOTavZ8PPKdlh/4LfsGEDJXLYsGF6FwcAAOAEPXr0MG5OHmZKXMUNWurr6zU3s389G2ZOyQ77F7zb7c7NzTUexg0AAKIeP4mzT4AVHx/PTwYLCwtpoa6uTnMz+9ezYeaU7IiIgn/22Wf5d/XLX/7S6rQAAIAFWltbuSIYPHiw1Wn5jjKWJHcn3LNnj95m4U2X3TklOyKi4Gtra/l7nJmZaTBjOQAARKsLFy5wRZCTk2N1Wv4Pp4cTs2rVKoOpRyKing2naM6OiBjJXa29vZ2+uH379uUEd+3addOmTVYnCgAAwuf48eNcBRgMiBBO586dU4a/2rhxIy0vW7ZMc8uIqGfDySnZEUEFT2EWfYljYmIozUlJSVYnBwAAwkcZDcEm1RanhxuE8VBYet0bbZJg+3BKdkRcwS9ZssTlmVzT7XZbnRYAAAgTDmKYHc7/dXV1lJKioiJaPnz4sEHr+4irZ0PNKdkRiQXPHWJ37dpldUIAACBMduzYoQRYeiNOhZP6rtWpU6d4OCHNLSOxng0pp2RHJBZ8TU2NwVcZAACiT3V1ta0CrM2bN1NKKioqaLmpqYmWe/ToobllJNazIeWU7IjEgm9vb+/du7fBoCMAABBlli1bpgRYfnUnb21tDcUjRQ74lAEaDRqHRWI9G1I2yg7NZn1Xr15dsWJFWlpaenr6qlWr6N+Ady4jjeHGXTb44TcAAEQ9HmvK3wCLrsMTEhIyMzNbWlrkpqeiooJSsnnzZv6XR5lvbm723jJC69nQsV12CCW0Y8eOMWPGfOZBCzt37pSy20hBVyRdunShxDc0NFidFgAACDm6oubREOlvTU2NyXfxfMz+3vQyQxhclOcl1KySIrSeDR3bZYdQQjfffPOhQ4d4mRbGjx8vZbcRhG8XL1682OqEAABAyHGoxNP/6Y2Z7m3y5Mm0/YQJE6SnhwO+gwcPqpOnGcZFbj0bIrbLDqGEUlNTlRueX375ZcADr0VuwR87dizGgxasTgsAAIQWh1bFxcXqB3M+8ZM7vSFAgyFEVHfffbfeNX/k1rMhYrvsEEooNjb2ypUrvEwLcXFxxu81EMJEhxL3JSQzZ860Oi0AABBa3LeJIhh103JjyvSFekOABiM3N5f23NjYyP9OnTqVj3X48GFhy8itZ0PEdtmBO1gC+uXwgFj9+vWzOi0AABBaHL5s2LCB/q5atcrMW5TZdYqLi6Wnh++oKQNGLF++nI/l3QwrcuvZELFddqANljdlvIajR49anRYAAAiVtrY2l2cOD+NJaQTK2KR6Y6wHg/dM1RD/29zcTP8mJiZ6DwkR0fVsKNguO4QS2r59u14vQr/KMtILnucwR1N3AIAoduHCBW7h7leApQydJX1gaoqrvNvYjBo1SrOde6TXs9LZKDs0m0xdvXr10UcfTfNYuXKlehwsRwVYjY2NLkxNCAAQ1err6+lUn5eXp55i2Sfu6MeRmdz0KAGfemVlZaXm48tIr2elk58dFAFUVVUNGDAgKSmJ/q5du/by5cvSj+KvKCj4/Px8+hR79+61OiEAABASSlzlV4DFXQgJVbty08PX9rm5ueqVPP0zVUnCxlFQz8olPzseeuihKVOmNDQ0UKRFfydPnvzwww9LP4q/oqDg+Sl7YWGh1QkBAICQoEtoOs8vWLCAI5vBgwf7fAt3IeQhqaXXdJpxXltbG0VytJ4OrV4fBfWsXPKzIysrq6mpSfmXlmmN9KP4KwoKnr7KnTp1og/yzDPPWJ0WAACQb9euXdzcVvPZnCbuQpiXl2cwiU3ADh486NKaro0Hx6qtrVWvjIJ6Vi4EWJEkNTWVu29YnRAAAAgQRS1paWnjx4/3blOrzKzM96XMjEzEDzcWLVokjKcghV5b+3Xr1tH68vJy9croqGclCskjwsLCwo8//pi+OvSXlvGIUJalS5fSB4mNjT137pzVaQEAAL/V1tby8zVy/Phx4VVuP75x48aOv3X88rlD7kJIb+F2unJH89m8eTPts6KiQljPt82EtlnRUc9KFJJG7mvWrOnfvz99h+jv448/blUjd81uiZHu3nvvdYVmNDkAAAid999/f/To0UqV1KdPH2VwKYV6ZmWOw3z2HFfmCjSYJTBgyh01YT2lPC0tTbhhFjX1rCxOyY6oKfjm5mb+WntPUwAAALbFjWgTEhJ4lPbMzEzvbXgKQp5Z2eQjP256RZstWLBAek/ziooKl86UiCUlJfTSrl27lDVRU8/K4pTsiKaC5x/nsGHDvK9+AADAhrg7Hpk/f37H36IiZYI/hfoulJkAS+lC2PH9u1+yGOyT236VlZUpa6KpnpVCfnY0NDSMHz++c+fOtno8Z4c0yOJ2u3n2Tfp+W50WAAAnohjIfH89uhjm0c/vuusufuRHcYlw+4fxuZ1b2Zp55Kd0IaTlqqoqzcd5weDnj3V1dd4v8UAS6vtw0VTPSiE/O/Lz85988sm//OUv0vccjCgreB4rJSEh4ezZs1anBQDAWZ577jmXZ1RPYSAoPTz4Qk5OjtKgihuPe/fO42lnuSe+mQBr6tSptM2kSZM69NtLBcM4DT179qRXDxw4wP9GWT0bPPnZQd+5r7/+WvpugxRlBV9TU8O3BmfOnGl1WgAAnGXkyJF8BjYzJgIFYfxAkM7byspTp05598Lr+H7PQb7LpX6XN96+X79+HfpDKgRDfUfNGz+q6tWrl5IYiYeOAvKzo2/fvnLH4ZAiygq+ubmZLx3MjPMLAACytLS0JCYmcmRjpsvefffdR1tOmDBBWM9jr6ufM7a1tSkNqjrMtanq378/bVNZWdnxtwBrwYIF/n4iA8btwAYNGkSvxsTEcAQWZfVs8ORnx4svvlhSUiJ3MNngRV/Bu91u/n1iTCwAgLBR+gDyUz+Kigw2XrlyJYdi7777rvASN29SD4YujN7OA1xp9uBTcADEjeX9mr7QJONW1PTZ+VPwyEHRV88GSU52uHyRcpQgU2h1EuTjTrnr1q2zOiEAAI7Q3t7OzaTq6up4YE/vQTjJ2rVr+/Tpw1uyhoYGYRseDJ2iKGVNfX290mK9w0SbKrrMpg3i4+O5R/nRo0c1b5UFjHbL+zfYRj1yUFTWs8FwSnZEZcHv37+fPteoUaOsTggAgCPU1ta6PKPkdHi60fFYoMKDQh46gWVkZIwcOXLbtm3eu+IbTuoTuHALim+VrVq1Si8x3JBLaShifvpCk0zuUBk5KCrr2WDIz46YmBjp+wyM3e6iSYenhAAgBcUENmw7a0MTJkxwqYbI2bhxI7eaOnHihLINt4WiqvAnP/mJwWiFdAKP91AeMnL3cKURlc9G6xztlZSU8L9NTU30b48ePYL8jAoeiMFnS19l5KCorGeDIT87rrvuuv/+7/+WvtsgRWvB4ykhAASpubmZ78T84he/sDotIWFyMAWf3nzzTcqlrl27KqMtUNZRIEUrs7OzeQ1FOfzIzMyI6vyQURllikdzWLx4Mf/rM8Dih4zcwp3JjXLMN+pavXo1Aixv8rNj06ZNc+bMuXjx4tWrV6XvPGDRWvB4SggAQeK2O8qTryhDgU5cXFzwU1+0tbVx58HRo0crK2mfffv25dzj21o8101paamZffLUzkorK6HRlc/4xnu0UpPTF5p08OBBl7mpbzk0jNZ6NmDys0Orjbv1mW6HNIQC/ZD4F/XUU09ZnRYAiEitra3x8fHqKCGaKPMrB9mUgnIpNjaW9nPbbbep19NJmEcNpVMxB0yZmZktLS1m9slXyEoIxW/fuHEj/+szwMrLy6MNjh8/rqwxOX2hSeYH1qJMWL9+fbTWswFzSnZEccHz7ehOnTpZnRAAiEhbt27ltjscJZw6dcrqFMk0ZcoU+lz5+fnB7yo5OZl2df78ee+XysvLlRsK6pEXjHFzeNot310TBr7y2QSK2+Cqgzna2KXVYzEwHDguXbrU5PZRXM8GxinZEcUFv3z5cv5VoyUWAASA+3/V1NRwlNC1a1fzIYL98acrLCwMcj/nzp0zaELudruzsrICuFXGjyC43RU/Xjx48CC/ZNyJr7m52fX9qQA7zM2uY978+fNdnib8Jge2jOJ6NjBOyY7oLvi33nrL5RmtRHNKTgAAPTxbMNXTbo/U1FT6NzEx0Xj8zAjCt3l69+4d5H64y55BgyR+RkYBk8nngywuLo7eNXTo0A6v8Ijvb6WlpWm+kcedEu7MCSFaYD744AOKR/lpIzO5w+iuZwPglOyI+oLn1pH0U8SQDQBgHj+WUnqiTZ482aBSjzgU6yhRQpBNv6uqqmgn9NdgG4qNeJ5m8yoqKmi3N910U4fWxH8GjZj5wa7S5ZCZmV3Hp5SUFD5uRkbGwIED77//fpNZF/X1rL+ckh1OKPjbb7+dPua111576dIlq9MCABGgtbWVH1HxXCsdfxtMnG+oRAG+P8eCbFvGN4ekPzzlEJBKgYIYHvld3UTdoFcgT6SjtIhnHK4Zz65jjI7FN9XGjRvnb79LJ9SzfnFKdjih4HmMFuOb2AAACr4Lou6npsy+Iqurv7VqamoCaHuuiTsBhOIRAXcGrKur875fZdArkCcB3L9/v3qlz9l1fOInoQMGDAjgC+CEetYv0Zwdru+zOjkhR9egCQkJ3CZR1sB6ABDFlObt3ivr6+utSpVEPIsLo+WA98P3mUL05HTVqlW0c+5hkJSUpH7JIMBST/Os4JHl1fMb+qukpCTge2BOqGf94pTscEjBNzc3T5s2LcgrGABwgjfeeMP1/XHJGc8PoR6+MnItXrzY5RmK2bu5kl94yE2J8yir8XhXPOCO0GdQr1egMM2zwvzIVZoojuTZe/xqp69wSD1rnlOywzkFz9N/0m8VN7EAwADfAklMTBQCLL4LUlFRYVXCJCosLHR55kt2BTcUVvB3hgwos8q6vKbl0AuwhGmeFTxyqTI7ob/4kXHAjUycU8+a5JTscFTB8z1eulwLcmoIAIhiPMdLz549hfWa/f8jFPfL41tEwpBRfiktLQ2+d54BblDl8hq3nSfD2bJli7C9MM2zwvzsgZp4bkThkbF5jqpnzXBKdjiq4PniJmpOkQAQCoMGDaKzxAcffCCs5+GXunTpYkmq5OIzIV1q8i2igO/r8wjpoRvjnsdMJxRRqddPmDCBVsbFxQlDfXpP88z45B/YnJI8kiplVMD9GxxVz5rhlOxwWsFnZGRwe0ncxAIATTz/oGZtyuMFyJpxxSo8EjoPMcrNsAJrud/W1hbq0ynPiuPdfIpvKXmn3HuaZ2Y8+LsxHugrmJZqTqtnfXJKdjit4A8cONCpUycX5s8BAC18u0JvfHNuZhDpE+bws05umc4Ryd69ewPYz9GjR71bR0mXmZnp8oztqQ55+VFgr169hI29p3lmHAsGdvexZ8+emu29zHNaPeuTU7LDgQXP3V4wfw4AeONRl/Rm6OPhlLyfQEWWXbt2KfeEzIzDrkdzzHTphg8fzjerKJ5TVra3t/P4W8IdLO9pnhW8E3+Pzs8cvcd98IsD61ljTskOZxY85s8BAE0cNJSXl2u+yp3RioqKwpwquTio4jFr9u7d693CySQe64FyTHYCv+fMmTMjR4707rzJI7arOzBqTvOs4DthJqdnVkyaNIkDLNzBksgp2eHYgudhsRISEk6cOGF1WgDALjQnWlE0NTUF2e3ODtSPBXnOnMAe83H7LfWNpXDidutUFkoLMONungZjkxq49dZb6V3Lly8PJqmOrWf1RHN2uL7P6uRYg6/bCF0bWZ0WALALnllPmGhFjce99HfqYlvhFuIcGAXcNZLCGp4QsK2tLQRpNIXH1j948CD/+/DDD/OjCc0k8af2bp5lTHNceH85tp7V45TscGzB0y+woKCAJ+/csWOH1ckBAFvgcQcM+gnyEJ1KpR6JuPWSEiMG9uxMb0jPcOIJf5Tnmzy4l97jPL2xSQ0o3SSDTKdj61k9TskOhxc8z3hKv5/QjeMCABHEYIwGVllZGdHdkL2DBr61428bo507d9K7pk6dKjl9/uAntvRZ6ENx74ROnTrNnz9fc9iIAPpLBjN6lprD61lvTskOFDzPJJqYmPj8889bnRYAsJLxGA2MWxcEPOmK5RoaGoQ7T4sWLQrgRv4PfvADeldsbKy/t77k4huKW7du5dtXBpMx88f0a9B5vgIvLS0NMpGoZwVOyQ4UPF2qdu7c2aU1PygAOIrxGA2MAxSqzsOWKrl4nBp1R0h+0Obv2BM8aLP3WOphxrM40xUy32oyOIdz30m/bj3yW1atWhVkIlHPCpySHSh4wjOeRvRtfwAInvEYDQquziN02ngeinP27NnKGr35+wzwwOjJycn/8R//EYI0+qGtrS02NpZP4Mb9GXl0Hh6cwiSeaTHgKQgVqGcFds8OWT0BUfDsrbfecmH0UQBnMx6jgTU1NcXExNBmjzzySNgSJgvffiM/+MEPlJUBNFffsWOHlGdnUnBfJe/JuQXq4VVN4l6Kgc0jpIZ6VmD37JBVYCh4BUYfBXA4n2M0EKpuOUaZOXNm2BImUZ8+fYTHXm63my8vze+Eb+3YpP/1tm3bRo8e/d577xlvxg8T/QqwZI1DgXpWYPfsQIAVCtOnT3d5Rh/94IMPrE4LAISbzzEaGI9gPn/+/PCkSi7N0Qp4EmuT15bt7e08GJi/g3Zaiz4ypZk+vsnteZ5p4x4PJqGeFdg9O1yeEWyTk5OHDRv2wgsvfPvttwHvR27CIhr3GXH9bRpUAHAUn2M0MJ7kOC8vLzypkksziBwyZAit3L17t5k98ODvEdfMnwMs8+d2794AAUM9K4iM7Lh8+XJ9ff348ePV8zF5cxkKW2rtj06sEydOjImJiYuL83kVCwDRxMwYDYxHPw9+/ElLeA8ryi3WydixY83sgVtT+OwKYDf8MXNyckxuv3HjRtf35zoMGOpZQSRlx+eff56WlhbYe1Hw3rihK25iATjK66+/7vI1RoOCn6kFOYOKJbyvq+nCkqOu0aNHm9kDnRt9tlSzIR6V1PwjP4lTWaOeFURSdtD3JisrK7D3ouC90eUpTyWxfv16jIwF4AR0Fu3UqZP5R0JmmsPbEN/F8Q4yPvroI5N3d86cORMXFxcfH2/hFIQB8+uhTWAD3OsdN/idRBO7Z0dZWVlDQ8M333xz+vRpuuR66KGHlJf8KksUvCZlKugIbWYBAH7hBjrmAyyeMMevQZXsgLtAjho1yvulLl260EstLS0Gb3e73SkpKbKafoefyTZ2jBvySxlGFfWswO7Z8frrr48YMSIxMXHAgAFr1qxRf2MQYElxzTXXuDwTQdC1ndVpAQBdsm4zZ2dn00/+l7/8pZmNZU2iEmYGQ9XznDPG9+Qo/OJBpyL0yjMnJ8dk50f6pC7PqD1Sjot6VuCU7EDB6zlw4EC3bt24KatNhnsBAMH69esTEhLuueeeIPdD16jxHiaffAUwOKcdGIwFxRNaVFVVGby9ubmZcpsuO0+ePBmyNIYQ96A003KO72jm5+dLOS7qWYFTsgMFb4DOuTwVNLnpppsidGYMgGhF9T0PBRkTE7N27dpgfqE88oLmszNN7e3tfj1vsol169a5dCbX279/v882/jw3X8Tdt1NojgGmicetGD58uJTjop4VOCU7UPA+PfXUU2iPBWArLS0tJ0+e5BsSHOiQlJSUOXPmBBbxcJ/8iooK82+RNY9KOBnMBUTRqvFDMaWz4fHjx0OZxhAqKiqi9B88eNDnltzjoV+/flKOi3pW4JTsQMH7pMze5bLN1BAATnbhwoXExESeEJBiLIoMTp06NXHiRP6RqqcxNq+kpITeu3fvXvNvKSsro7fs2bMngMNZZcGCBQZp5rEn9IYA5PkHZT01swTP8PPiiy/63JJj9+eee07KcVHPCpySHSh4M+gile+NJyUl0anc6uQAOBq31CZZWVlKJy9lisC+ffsGsE8emcWveUg3bNjgkjQQZdgYPyPj+EMv/OKYo7a2NoTpCzHuKTly5EiTWxr3qTQP9awgmrPD9X1WJydicHusTp06rV271uq0ADhXe3v7E088cdddd50/f169/r333uMmWf7O186jQ2VmZvr1LolTqYSN8WSLBs9J+cPm5ORE9NCA3Dd84MCBxpvxmP4Uc8s6LupZgVOyAwVvntvtTk5O5rEb0OAdwIb4Edi6dev8ehePuVBSUuLXuwILy6zlPU+OmkFL/7y8PHpp8+bNIU5gaL3wwgv0KWbMmGG8WW1tLW1WXFws67ioZwVOyQ4UvF+efvppiq5cnol0InEgY4Doxl3hzHcGZNz0e8OGDf4ejseilPUgKQyMn1rQOY3HqhA6CixdupS7al68eDH0aQwhg3FW1bhBiPGIFX5BPStwSnag4P3V2NjIzTUQYwHYDUUG3HrGr6eEfHsmgElR+vfvT2+cPHmyv2+0hN48OWqDBg2ibe69915lTXNzc3p6Ot+5NzNEp52ZHD6U50GS2NoM9azAKdmBgg+AEmPR6fXSpUtWJwcA/j9/nxL6O8So2nXXXceRR0Rca5m5f8PjP3FLLPVYGJmZma+88krYkho6HH8bt/EIoMeDMdSzAqdkBwo+MNxog2OsiDi3AjiEv08J/R1iVO2ll16KiYmhAEtiZRw6BvPkKLZt28aT4XDgyAs8FkbY0hlSPHqZQWdwuZPkMNSzAqdkBwo+MI2NjUo3TDwrBLAPt9vNfQkfeOABM9sHMMSo2uLFi+U2iA4dg3ly1FpbWyn+mD59Op/fUlNToya66vjb4z+DKRe5vySd1SUeFPWswCnZgYIPGMVYNTU1fDM5Ozv7V7/6ldUpAoD/w22GvBtrawpgiFE1Cj64qfvhw4cD20PYGMyTo2nNmjXjxo378MMPQ5qqMKNI2rg7JAfccoc3Qz0rcEp2oOCDRGFWYmIid7GpqqrC8A0AlvvpT3/q8gwLbOb3GHyDGx5xdNiwYTYfI8pgnhzn8Bk/GY+2GhjUswKnZAcKPnizZs1SHhcmJCT07dv33/7t36xOFICj8X2p6upq482kjGXldrtzc3Ndtp9Ky3ieHIfgMa4MxjzjRv1yZ+xAPSuI5uxwfZ/VyYl4dHqtq6t7//33x40bp+Tq0KFDZ86cSSutTh2AE1EFyU2VjW9icQuq7OzsIA/32muvuTzTPLz99ttB7ip0jOfJcQjjrpRtbW1871PuzUjUswKnZAcKXiI6lefk5HT2ULrh4LkhgCXM3MTq3r07/07NtNYywF0R2bBhw4qKivbt29fhufqyzzCkxvPkOIRxJ8FgupQaQD0rcEp2oOClc3vccsstygk3MTFx6NCh9NO1OmkADuLzJpbS3/AnP/lJkMeiXVH4Qr905eKK+9/R/il6M+izFk7G8+Q4h8FQWFu3bqWXFi9eLPeIqGcFTskOFHyI0Am3pqbm8OHD48ePV064AwcOHDJkyBNPPGF16gAcgW9iVVZWar66d+9eejU/P1/W4fjiqqioiPswKj/8qVOnyjpEMNAmhBkMhcWPjCnMkntEZLvAKdmBgg81uk7q1q1bXFyc+tK2a9euubm5eXl5fFuroaHB5v2PACIRD63p0pn2pLCwMBQt0ynGosM1NTU1NzdPmTKFDnHjjTfKPUQAzMyT4xAGQ2GNGjWKXpL+tAH1rMAp2YGCDwMKntra2ui0u3DhQsrwlJQUdSeDrKws+tu9e/fq6ur7Pc6cOWN1kgGigRJgjRs3TniJAiCX6aEcAkY/fDpEfHy85S2xTM5z7AR6Q2HRiZofGUsfOBr1rMAp2YGCDzM+m589ezYtLU24raU2fPjwmTNnvvHGG/wu3N8CCAD9cJYsWRIbG0shjtC4m0fdLCsrC3Ua+D5ZwAOZymJmnhyH0BsKixvtDR48WPoRUc8KnJIdKHir0Kmfgi23271lyxa6rKQTPV9XcaN49cPE1NTUlJSUV199tcMzbLTVCQeIMDzApnryk6ampj59+tBKCjtCfXRuNx2GSM6YyXlynEBvKCwOvPr37y/9ghb1rMAp2YGCt5XDhw/v2rWLAi9uuqFuJ0uuu+46+jt69GirkwkQSegHxcO1P/7443RJc/78eZ7POCMjIwz3hrnxU5cuXay9D+3vPDlRTO9pKTfACkXYjXpW4JTsQMHbU1tb2969e+nUTJfakyZN6t69e3Jysvq21qBBg8aMGYMh4wHM4A6DHOgoz+ULCgrCc3TutmbtZIWYJ0ehORQWrUxISOB+ANIbzKGeFURzdgjNfaxODphCV950cuzfvz9fiytGjBgxb9683/zmN1YnEMDW6LJE+dX06dOHoqtLly6F59BVVVWajX7CCfPkqHkPhcUTSs6cOTMUNxpRzwqckh0o+Eh0/vz5jIyMuLg47vPiUk01HeSA1ADR6sMPP5w6deq6devCP7MCjw+em5sb5uOqYZ4cNWEoLAqqevfuHbq7jKhnBU7JDhR8hFLayE+aNEm5LueQ6+WXX7Y6dQDwPWlpafQLXb16tVUJwDw5atOmTaPcWLhwIf/Lzd4p6grR4VDPCpySHSj4SEdh1tatW2tqavgKldHJNC8vb/369VanDgD+D/dQiY2NtWpmUsyTozZu3Dg+VVKMRSUyYcIEVwiGnFWgnhU4JTtQ8NGkrKwsKytLaA4/duzYoqKiEydOWJ06AOeqrKyk32NCQoJVD/HR4lbtlVdeiYmJ4TzhYXHotBm6okHOC5ySHSj46EOnifnz5/PZXN0cftiwYdOmTcMDRABLjBkzhn6Gu3btCv+hMU+ON8qT999/n2erJD169AjdsVDPCpySHSj4aHXu3Ln29vaPP/64U6dOLq/BS4cOHaqM8mDVMwsAR6mpqTFo6EPXRaF7fod5cgyUl5dfe+21IR1qH/WswCnZgYKPenTWPnLkCJ2++VqNh1hU91ePjY3t1atXdXV1WVnZ7bff/uGHH3Z4+j1x4NXS0nL8+HHeFe1HqQMQlgH4Remq5j2OZVtbW/fu3em3SUFYKA6NeXKshXpW4JTsQME7B53f6TxLEdLFixczMjJiYmKUUR4EPNRWcnLyihUreJtp06ZNnDjR5Zkc97HHHsvMzKSwbM6cOYsXL6Y6Y9y4cRSfFRUV0dV5RUXFqlWr5s6dy88i6aCWT3MLYBM8GQv9UpQ1jY2N9HvkZ/qukM3TgHlyrIV6VuCU7EDBOxPFPRRpud3uf/iHf8jNzaUzPkVFPDOP+mFikFI9KBS74447ysvLs7Oz8/PzKRRbuHDhzJkz+VZZfX195EZgTU1NbW1tVqcCIkZraysPccnDJdAFjMsziJ3L08FQc1JqKXik0wULFkjfM5iBelYQzdkh1IJWJwfsQnmYuHv37okTJ86bN4+Coblz59LyCo+CggI6R9PKKVOm3HDDDRUVFfRqQkJCTk7O2rVreaQfiqW4z7PSScdAr169XJ67YhTeDR48mBZoh0uXLqVlOhYdaM6cOXl5ebSmsrJy7NixxcXFtJIuxCkiPHbsWIdn9kaKcjo8ISMvdHiar3KHIFpJywYfmSo8HriZFurq6niZ9tnY2EjLr7zyyqxZsyo9Ro0axUkaM2YMpbOkpITyJy4ujupLdH0H83jKmsWLF9fW1ioXM/RdOnfunPek1LIMGjTI5ZnbNHIvZiIa6lmBU7IDBQ9BUvo2KyEOrdm/fz/FKBR5/OhHP6JQbMmSJWVlZRSKZWdnP/bYY/zYUejkGAAeW4iqDQqA+LEmBV6lpaUuz/NNCtp4ZWFhIdVnFP/179+fAkH6l5JBURrVavTe1NRU2pL+0pYUzFEMx9GherQLYxgdG8yjQErdDrJv375bt27ll5RJqeU2uKYjxsbG0m5TUlLQdNISqGcFTskOFDyEjRKKUeBVV1fX1tb2yiuv0PX63Llzq6urx40bR7XLvffeS/9S3JOZmUmhWEZGBkdI3EKfm4XxQxbuHRlSfIhRo0ZRKEZVFMWFfBuP0klreHnDhg3W5ipEFrrw4G8XfZ28ZwbkSanpJYmzMtO1hMszyx5FWrL2CX5BPStwSnag4MGGlOtsismoQuJlWuAGTy0tLYcPH6blffv2TZs2raysjOKzO+64Y9iwYeXl5Y888kheXl5RURGtpLBsxIgR5R4UFQ0ePHjt2rXXX389BXDFxcW0Jb1l4sSJ/NiRoqVly5ZRVDdjxoyVK1dSGigQ3L9/P8eF3GTNqgyBqEFfJG7suG7dOs0NunXrxhEYRfDqG070/Q/gG0hBFR2OIjY8yLYQ6lmBU7IDBQ8OhFAJLNTU1GTwWPnpp59W7qFSYNSvX7+KiorCwkL6NyMjg64QSktL6V/uI+IT376iKwdpqQf/oZ4VOCU7UPAAALbS3Nx86tSpKVOmGD/CptgrOTmZR7fi2d/VO6E19FJMTExCQgJuX1kL9azA7tlx9erVFStWpKWlpaenr1q1iv4NbD8oeAAAG3K73Tk5OfHx8fPmzVu6dGleXt6cOXPobM+9Q9TDqaSmpl5zzTW0ZWlpaUVFxfDhw4cOHar00rjhhhus/ihOh3pWYPfs2LFjx5gxYz7zoIWdO3cGth8UPACAbXkPtNbS0lJfX0/h17p16zI89G5xde3alQKvQ4cOWZJyUKCeFdg9O26++WblZ0ML48ePD2w/KHgAgIjW3NxcWlp6ww03LF26dMaMGXRW7969O4a8sg/UswK7Z0dqaqry+/nyyy/T0tIC2w8KHgAgmly4cIGHzAWbQD0rsHt2xMbGXrlyhZdpIS4uzmBj45aSYUkvAACAE6GeFdg9O3AHCwAAwP5Qzwrsnh1ogwUAAGB/qGcFds+O7du36/Ui9KssUfAAAAChg3pWYPfsuHr16qOPPprmsXLlSvU4WAiwAAAAbAL1rMAp2YGCBwAACB3UswKnZIdxB0MAAAAIktVVvb04KDvsXPZ2TluHvZNn57R12Dt5dk5bB5IXBDunrcPeybNz2jqQvEjjoOywc9nbOW0d9k6endPWYe/k2TltHUheEOyctg57J8/OaetA8iKNg7LDzmVv57R12Dt5dk5bh72TZ+e0dSB5QbBz2jrsnTw7p60DyYs0DsoOO5e9ndPWYe/k2TltHfZOnp3T1oHkBcHOaeuwd/LsnLYOJC/SIDtsAd/LgCHrAoasCwZyL2DIuoAh6yILSssW8LMJGLIuYMi6YCD3AoasCxiyLrKgtGwBP5uAIesChqwLBnIvYMi6gCHrIgtKyxbwswkYsi5gyLpgIPcChqwLGLIusqC0bAE/m4Ah6wKGrAsGci9gyLqAIesiC0oLAAAAQDIEWAAAAACSIcACAAAAkAwBFgAAAIBkCLAAAAAAJEOABQAAACAZAiwAAAAAyRBgyXf16tUVK1akpaWlp6evWrWK/uX1n376aXFxcZoHLdC/5t+rtz76uP5GvdLMx0fWaWbdv/zLv0yZMiUpKalnz54//vGP/+d//sf7jci6Dp3cYy0tLX369NEbggi5p5d1//mf/zlt2rSUlJRevXrt3r3b+43IOs2sQ00RNRBgybdjx44xY8Z85kELO3fu5PU333zzmjVrWj1Wr15N/5p/r976aCWcccx8fGQdE7Lu1ltvPXToUFtb2+9///sHHnjg9ttv934Lsk6hGUUtWbLk6aef1guwkHtMyJ+zZ89SVLp3794//vGPn3/++d133+39FmQdE7IONUXUQIAlH/0eqErjZVoYP348LycnJ//5z3/m5a+++or+Vd6i/MD03qu3Plp5n3H0Pj6yTmAw1jN9/VJSUry3RNYpvHPv9OnTAwYMcLvdwkvIPYGQPxRRbd261XhLZB0Tsg41RdRAgCVfampqS0sLL3/55ZdpaWm8XFpaunbt2j/96U90XVJVVUX/Km9RfjZ679VbH62EM47Bx0fWCQwCrP379xcUFHhviaxTeOfejBkz9u3b5/0Sck8g5E9WVtbjjz/es2fPjIyMhQsX0knPe0tkHROyDjVF1ECAJV9sbOyVK1d4mRbi4uJ4+Ysvvujbty8/caeF3/3ud+bfq7c+WglnHDMfH1nH9AKskydP9uvX7+zZs94vIesUQu698847Y8eO5YYsehmL3GNC/tDnXbBgwe89ysrKFi1a5P0WZB0Tsg41RdRAgCWf3jVEYWHh6tWrlSfr9K/59zrtusT8HSyf2zg869iRI0eys7M/+OADzbcg6xRC7g0fPvzo0aOaLymQe8z7N0ufmpcpxsrMzPR+C7KOCVmHmiJqIMCST+8peOfOnfWerPt8r9OerJtvg+VzG4dnHampqenVq9dHH32k9xZkncL7OaDA+y3IPSZkzoQJEyiu4uVLly5pBljIOiZkHWqKqIEAS77t27fr9SKsqqri65LHHntMs6W23nv11kcr4Yxj8PGRdQIh655//vns7OzGxkaDLZF1CoMWbHptsJB7TMif3bt3z58/X3lEeM8993hviaxj3teTqCmiAwIs+a5evfroo4/yKCYrV65URiL55JNPioqKunrcdttt58+fV96i/Gz03qu3Pvpo3jAw+PjIOoVm1nnfg2lra1Ne4gVkXYdO7gkbaP6L3NPLurVr12ZmZqanp//whz/UbOSOrNPMOtQUUQMBFgAAAIBkCLAAAAAAJEOABQAAACAZAiwAAAAAyRBgyac3va7BNJx6TWsNmtwq9Hbb2tq6cOHCjIyMzMzMJ554wt/UdpiYqxUAAAA0IcCST296XZ/TcOoFUsYBlt5uFy1aVFZWdslj7ty5L7/8sl+pNTNXKwAAAGhCgBVa6ul1fQ4BF1iApbfbbt26qQf6mzBhgl+pNZirFQAAAIwhwAot9fS6PicxCCzA0tstBVjqqSrMzJmgTq3BXK0AAABgDAFWCAnT6/qchjOwAEtvtz/84Q+VkZTnzZsXHx/vV2rNzNUKAAAAmhBghYr39Lqy7mAJLd/1dvuHP/yB4qr09PSsrKz169f36NFD8+0GqfU5VysAAABoQoAVEprT64a5DZbatm3bKNjyK7Vm5moFAAAATQiw5NObXtfnNJyBBVh6u50/f35TU1Nra+urr77ap0+fM2fO+JVag7laAQAAwBgCLPn0ptc1nrFYc7ZUnxPQGuyWIqRevXolJyffeuutJ0+e9De1HfpztQIAAIAxBFgAAAAAkiHAAgAAAJAMARYAAACAZAiwAAAAACRDgAUAAAAgGQIsAAAAAMkQYAEAAABIhgALAAAAQDIEWAAAAACSIcACAAAAkAwBFgAAAIBkCLAAAAAAJEOABQAAACAZAiwAAAAAyRBgAQAAAEiGAAsAAABAMgRYAAAAAJIhwAIAAACQDAEWAAAAgGQIsAAAAAAkQ4AFAAAAIBkCLAAAAADJEGABAAAASIYACwAAAEAyBFgAAAAAkiHAAgAAAJDs/wFM8y4hgUkAIgAAAABJRU5ErkJggg==)
| VMR Tools created by Darren De Zeeuw. |