Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit366-03-20021111_185700_20021111_234200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/11 |
Start Time | | 2002/11/11 18:57 |
End Time | | 2002/11/11 23:40 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 14.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.59 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 181.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit366-03-20021111_185700_20021111_234200-constBx0 |
Minimum Dst Value | | -21 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAyMDoxMzozMyBFU1QgMjAxONPCD3IAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzNjYtMDMtMjAwMjExMTFfMTg1NzAwXzIwMDIxMTExXzIzNDIwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTEgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMTEtMTFUMTg6NTc6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTExLTExVDIzOjQwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MS4xOTczMjk5OTk1LCAibWF4Ijo0LjEyMjY3MDAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyNDgsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX2dwN9wAAAABGdBTUEAAK/INwWK6QAAPrlJREFUeJzt3X9UFOe5B3AEhBWQLIoCBi1GTDAhlhjiwYJmtWiJmoS23JT6k0ZauSleuQ0quW4itjbSFlPSQyup2GIOaTaW2L0N/kgOt9xe2hCLV9LSSAy3IUp6MaKlurZrXIP3Obznztnu7Ay7y+zM7Lzfzx+c2WF25n3n2Zn3mV/vhN0CAAAAAEWFaV0AAAAAAKNBggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMCRYAAAAAApDggUAAACgMGMmWGFhxqwXAEBQBWPn+eabb86dO3fMOQdj0WgLQEPG/PFJbVTY2AAAZARjJ5mXl3fkyBFNFo19voKwMv1lzPXl76HS0aNHlyxZEh0dnZKSsnHjxgsXLgj/evvtt1esWBEbGztjxoyDBw+OOd7dyMjI9u3bzWZzQkJCVVUVfRxzce6OHz++bNkyk8lEk23atOnSpUvys5UaLzUfth4Y8fpRZLxXXif+05/+tHr1avMoGqCPHhN7fMVjfHx8fGArxytDrnmpwsj/GoeGhmbOnOk+f6VWjmo8Vo6wxiZMmJCUlFRcXDwwMCDz9QDKPzg4+MQTT6SlpU2cOJG+VVBQQCvZa2E8RtLA3Xff7b4IGp43b577BMK/ent7v/CFL0yZMiUqKio7O/vnP/85G//Xv/6Vyjl37txJkybR0h999NG2trYxyywuTMATiNHmef369fEvOgDBzglkYk16enoeeuihuFE08Ic//MG9YF53bn6FL+DdQrBXi1bL0htj1tzffcTSpUvpAGt4ePjq1au7d++m9oONP3v2LLUuzc3Nf/nLX86dO/flL39ZfryHhoaGBQsWvD+KBg4cOCC/OA/Lly8/duyYw+H46KOPNm/evGrVKvnZSo2Xms+Yq0up8b5MvGjRop07dw6Peuqpp+ij7/N87rnnKisr2bC/K8crQ655qcLI/xqp8Xj22Wfd56/UylGNOMFiA5988smf//znJ598Mi8vT+br/pb/ww8//NSnPkWzPXPmzN///ndKQF977bXPfe5zXgvjMZIGKFX65S9/KfzrF7/4BY0RJ1jvvfceZYe1tbW0/6Hc5a233vriF7/I/kXL+upXv0oTfPzxxxcvXnzllVcefPBB+TJ7LUzAEwT8lZBLsORj3dfXN23atH379g2Oot0UfaSR8gULIHwB7BaQYKkjxGpOu5KtW7cmjaIB4aiIQkg/39TUVDoqZR+/853vTJ8+nQ7vvv71r9MvVZjs1j8eOogXQS1HTEwMG6bMqb6+XjyN1HgPlCVQU8SGaSA3N1d+cTKo8YuNjZWfrS+Lc5+PQA8JFq0EKhsbvnLlirBOxpwnBXf27Nm0p2Mfx7NyvDLempcqzC3Rr5GajTlz5jidTqn5K7VyiMvlevrpp2fNmmU2mylvYCNltvf9+/dT22YymXJycnp6eth4Ota/7777aCT9i2VC4o3doy5//etfJ02aRANlZWU/+clPhPEHDx6kMfLl97paHn/8cTpC8FpHqa+4l+3w4cPui6Da/fznPxcXfs2aNXv27PG6CKoOVUqqAO4LldlJ3pJY+fI7T3+/It5vew2r1M/AHR30UopJdYmPj//85z8/NDTkS3XkF0o/AJohTU8rKoBYr127dteuXe5jnnnmmXXr1nkUzIOP4XMXwO5CvFG4B2LMlUkHJ9/61rfS0tISEhK+8pWvXLt2jY0Xb8XiZfnSiC9evPjll18WCkxHESkpKf6uFj0IsQSLgpefnz8wio686ffKxlNsHn30UToeFT7SZB+OooHq6mphvMeAB/qh7N27Vzgop18ALZFCSz+1DRs20FG+/HgP9OsUfpp0LEK/OfnFybDb7RaLRX62Yy7OYz4CPSRYRUVFFE3ahGhlWq1W+ihMlpiYSK1+Zmbm888/f/PmTY/5UDtKW7jwcTwrxyvjrXmpwoh/jStXrnzppZdk5q/UyiGULtCs/ud//ucvf/lLRUUFGymzvRcWFvb391OZd+/eLWQktEm2tLTQLpv2yJs2bRImdl+QeyMxODi4Y8cOdoaAMowlS5a88sorNGyz2Wj4xo0b8uX3ulqoDNQ+ea2j1Ffc90tUqrlz5/72t7+lj+3t7TRMY8Q7LtoFCZfRPTz00EOPPfbYb37zm7///e9Sxbjlw05SZuVLzdPfr4j3217DKjVbd/Pnz//Vr35FVaZ9SHl5eWlpqe/V8bpQ2gvRmvzzqBUrVgQQa4oR/Z7dx9DH5ORk+XXiY/jcBbBbEG8U7oEYc2Xu27fvs5/97Pvvv09bK6WM3/jGN9h4r1uxx7J8acRPnDgxb948+uWzf9G2XFNT4+Pa0JUQS7DuuOOOd955hw3ToQYdXrNhis0HH3wgTEYfhcn++Mc/uk/mMeCOZdl0SCecxY2IiKBfz0ejiouLS0pK5Md7CA8PZ/toQgP0LfnFSTl9+vTs2bOFLVlqtvKLE8/HvSRel6tmgsVOtrN1QgPCps5Qk9nV1UX7PmGjZWgLvPPOO8+cOSOMCXjleGXINe+1MOJf4xtvvLFw4UJ2P5DX+Su1cpj09HTh5IFAZnun3IgN/+1vf2OnoMjMmTN/8IMfnD9/3qNq4poK6BCcdhHsXxcuXKAaVVVV0V/hXjR/fzmRkZHuTaP4VIH4Kx7/feGFFx555JFbo1eLfvzjH4snYEtxOp1eC3DlyhVqwz796U+bTCZagZWVlV4P/cfcScqsfKm6+/sV8X7ba1ilZiuF1kBqaqrv1ZFaaG9vLxumL3qtgnys6afiESOamL7iMbHHt3wMnztFEiz3QLjzujIzMjLeffddNkxbCu2x2bDXrdhjWT424g888AA7unvvvfeoABQaqbroWYglWPSbE36yNEAf2TDFxv3OUPooNZnHgAf6Me3atWvx4sXsIx280jErG6ZcKjExUX68x6Yy5rG7x+I8vs7QUeysWbNOnjwpjAnsVIF4PgI9JFh0TPPUU08J92DRR/FXzp0751Epm8328MMPu49R8AyWIde8TGE8fo333ntvR0eH1PzHv3I8fu3um7ZAZnt3n0z4+N///d+FhYVTp06dO3eucF1PamJWnp07d7rfdkbH0zSBcI1SpvxSkpOTZTLpiRMnelzhonpRDuc+GU2QkpLys5/9jP4KV9k85iNzBktAu0TKnDZu3Oj1HPmYO0kfV747f78i3m97/Fd+tu7oAIziSOky+1EJebC/1XGfXoiU1FVy+VjT4UoAZ7AE4vB5bSBkZuVXguUeiDFXJqWh7qmh8AP2uhV7LMvHRtxut9911103b9788pe/TEdNUhXRuRBLsHw8QgpzOzijAfFk7EqzV9TMCLeV5OXlUf7EhilPFxIpqfEefLn7xH1xYpRAzJgx49SpU77MVmZxXucj0EOCRVus13uw3A0MDFC74j4mKyvrN7/5jfsYpe7BMuSaly/MrX/8NUodYUvNZ5xrnlIiv85guU/m8ZF2062trUJL5rGxe0xMvzrhpMXbb79Nx8pHjhy5/fbbhTN5/v5yqEWsqqryGCksdN68eW+99Zb7vzo7O9PS0jwm27t3b2RkpHBZRJxgrVmz5tlnn5UvCUNHLJMnTxaPH3MnKbXyZXaeAZzB8uWjL2ewaOShQ4cuX75MTTL9Fa8xf39LvpzBko81ZQbie7DWrl3rdblSpMLndYk+jr811kYx5sqk1Ke/v188W69bsceyfAwEbcV0jLdt2zbaOoQbBENOiCVYdLgpXL6lFNtqtbLx4o1kxYoV7PYCGhDfCjBt2jT360rr16+njzdu3Dh//nx5eblwxHDw4EHaHoRLgcK9PlLjPezfv9/r80dSi/Owb9++WbNmCRv5mLOVGi81H/fVFdTxvkxMzRhFk53B+rd/+zehGaPVSxshbWC0xij0W7ZsEb5y9OjRz3zmMx6z9XfleGXINS9VGF9+je7zV2rlePj2t79tsVj+9Kc/ud+94fv2zgbo10L7bvq1UIJFKSAb6bGxu3/30qVLTz/9dE5Ozq3RW9Boh/7rX/+ahn/5y1/ed9997OqPTPm9rvYPPviAFi08WUbVee2114Qpf/jDH9JS/vM///PKqPb29szMzO9+97syM3QfLwy89957lEE+99xztGauX79+8uRJ4SnCBx988JVXXqEDP4oplXnz5s0PPfSQ13nK7ySlVr7H+nTnY7ykVqDUR6nZuqO18Ytf/IJWBf2EaFWI15i/vyWaXrgH63Of+1wAsX733Xfp2JtiJDxFSB+FM15S68TH8MmstzHH35LdKG75sDLr6upoZdIcaFv7wx/+8KUvfYmN97oVeyzL9x8JHcjRyMbGRh8rpUOhVNZbo2cUqYllDyDQgHCmUbyRsAdkEhIS/vmf/9n9OQU2QI2E2WwWPh4+fHj+/PlRUVEzZ86kHzTl7MKsaL9DWwXNh9oh95vZpca7oxycEnDWt9OOHTuE858yi/OohQeHwyEzW6nxUvMR/0tq0QGP96VebCQ1GAUFBbeNoh2KcGqdravo6Gg60KEt0/38c15ent1u93GdS43nZ81LFcaXX6PMEgNeOR6oOaHEOjU1lbYpaorYSN+3dzbw8ssv07G1yWSi9OhXv/oVG+mxsbuXfMqUKY888gj7sW3YsIHd8MRQGdiBk0z5pVb4uXPnHn/8cWp6IyMjp06d+vnPf/7NN98U1sZPf/rT7Oxs9lOngUOHDo05wzBRC3dr9BlPmjOVimL3wAMPCP1g/cd//AeNp9VI62H27Nlf//rXpWIqv5OUWvke69Odj/GSqq/UR6nZuqPDLQr9xIkTKfv/wQ9+IF5j/v6WaIKvfe1rtHJoFX3zm9+kOXutgkysye9//3varcWOoizt7bffdl+Q143Xx/B5ncmY4wXijcKvlfnJJ5/Q+IyMDNoz0wGDsB/2uhV7LMv3Hwn9pOfOnetyuTyqLLU2dCiUygoAAIoIrYZKW5QnUa6jdSk0dvPmTeEOfXU8/PDDP/vZz9RcouKwjQEAcAcJ1pgqKioGBwc/+OCDz372s//6r/+qdXE01tXVJTwtGGyffPLJCy+8cO+99wo9NYQobGMQFOIT4DrcoYdEIf1lyEqB4vCrGFNdXV1qaur06dO/+tWvhmg3AQqKi4v70Y9+pM6y6MeZlpZGKZ06iwsebGMAAAAACkOCBQAAAKAwJFgAAAAACkOCBQAAAKAwJFgAAAAACkOCBQAAAKAwXhIsr8+uAwAAgMq0zghUwk09uYkoAACAbvHTHBu5nnymzAAAALrFT3PMTT25iSgAAIBu8dMcc1NPbiIKAACgW/w0x/qq59DQ0MyZM6XW/sjIyPbt281mc0JCQlVVFX30fc78RBQAAEC3+GmO9VXPJ5544tlnn5Va+w0NDQsWLHh/FA0cOHDA9znzE1EAAADd4qc51lE9z5w5M2fOHKfTKbX2Fy1adOzYMTZMA7m5ub7PnJ+IAgAA6BY/zbGO6rly5cqXXnrplvTaj4+PHxoaYsMXL140m82+z5yfiAIAAOiQy+VqamripznWSz3feOONhQsXstuqpNZ+eHj4jRs32DANREREeEyAns0AAAD0qbGxkavmWC/1vPfeezs6OtgwzmABAAAYicvlWrBgARIsDfhywgn3YAEAAISisrIyaojj4+P5aY71WE+PtS983L9/P54iBAAACC01NTXUCptMpo6ODn6aYz3WUyrBGhkZ2bZtm3nUjh070A8WAACAztlsNnZhqqWl5RZPzTE39eQmogAAADrR0dERGRlJTXBtbS0bw09zbOR64ilCAAAArbz99ttms5na3/LycmEkP80xN/XkJqIAAADaGh4eTk9Pj4iIoMa3sLDQ5XIJ/+KnOeamntxEFAAAQFuHDh1i145uv/12h8Ph/i9+mmNu6slNRAEAADTU29ublJREze7kyZN/97vfefyXn+aYm3pyE1EAAACtdHR0sPuu8vLyPM5dMfw0x9zUk5uIAgAAaKK1tTUuLo4a3KKiIqfT6XUafppjburJTUQBAADUZ7PZWI8MpaWl7ne1e+CnOTZyPdFNAwAAgArq6upYU1tZWSk/JT/NMTf15CaiAAAAUlwu14svvvjUU08NDAwoNc+qqiqWXVGaNebE/DTH3NSTm4gCAABI2bVrl3Bhx2KxNDY2er0V3UeUrrG3OEdGRjY3N/vyFX6aY27qyU1EAQAAxCgZqq6uZp1/kqioKDZgMpmKi4tbW1tlbpySmmFRURHNIS4uzm63+/gtfppjburJTUQBAAA8DA4O5ufns1NNa9asOXr0qMPhaGpqYiOZxMTEioqKrq6uMedGqVVLS0t2djbLrjo6OnwvCT/NMTf15CaiAAAA7tra2pKTk6kdpL807PHfgYGBmpqazMxMIdOaPXv2ihUrqqqqqiXk5eWxKZOSknp7e/0qDD/NMTf15CaiAAAADLssyHpPyM/PHxwclJm4u7u7oqKCpWK+mDBhgrij9jHx0xwbuZ7opgEAALjlflmQ0iwfb7GiyRISEuhb8+fPlzqDVVVV9fDDD//7v/97AKXipznmpp7cRBQAAED+sqC8/v7+pqam8TxdKIOf5pibenITUQAA4Nlbb71ltVp9vCyoPn6aY27qyU1EAQAgFL3xxhsJCQn333+/1Fv8fPHYY4+xu2L8uiyoJn6aY27qyU1EAQAg5DgcjunTpwv9f/rV8QHT3d1dXFw8YcIEmkN4ePjrr78ejHKOHz/NMTf15CaiAAAQWpxOJ+v4YOLEiSxDIpmZmQ0NDb7cCNXa2ko5GftWRETE3Xff/eqrr6pQ7MDw0xxzU09uIgoAACFE6A89OTm5v79/YGDAarUKfSWYzeby8nKvfU1RWtbU1CT0X0VTVlZW6u2OKzF+mmMj1xPdNAAAgM6Vlpay9Mg9i6Ksy2azCf15stvVW1pa2D1Vw8PDNTU1QhKWmppaV1dHI7WrhB/4aY65qSc3EQUAgFBRWVkZJvu2mZ6enrKyMpqA5VIJCQl33nlnTEwM+5iVldXc3KzDO9ll8NMc66WeR48eXbJkSXR0dEpKysaNGy9cuCCeZjxnpPiJKAAAhIS6ujr2uF9ra6v8lMPDw/X19XfccYfQAhYUFPjbu5VO8NMc66WeS5cuPXLkCP2Grl69unv37mXLlomnGU9U+IkoAADoX3NzM0uVbDabj19xOp233XYbfWXXrl3BLFpw8dMc67GeDocjJiZGPB4JFgAAV1599dV169Z5vaYR0ux2O+sItK6uzq8vUo7V19cXpFKpg5/mWHf1vHbt2t69e1etWiX+F0UlMTGRcq/MzMznn3/+5s2bvs+Wn4gCABgDZRLsHM8dd9wRWrcZyevo6GD3VFVVVWldFg3w0xzrq55sW5o+fbpMhn79+vWurq7c3NyKigqvX5cS5LIDAICShoaGhE6hioqKApvJ4OAgtRd33303ZTNSry7OysqKjY3dtWsXLVHZKoj19vay7KqsrCzYy9Infppj3dXzypUr9CtfvHix/GTnzp0zm82+z5afiAIAGAM7gxU3igbEB9W+YI/p+S45OXn16tX0LZvN1tPTI5w5o8KIz6LRmP7+fjrmP3bs2AMPPHDPPfd8//vfb29vpyxKnKs5HI4DBw4kJSWxfNFI5+T8wk9zrMd6Uo5FBxPy0wwMDNDP1Pd58hNRAABjqK+vp113cXFxR0cHu2Npz549fs2htbWV9WhAfylnkjqD9ZnPfCYhISEjI0PoDUFgMpmysrIWLlxIw1OmTNmwYQOlX3l5eWlpaeKJxWiy7OzsgoKCkpKSlJQUNpK+zm12dYun5lgv9Vy/fv2ZM2du3Lhx/vz58vJy93uwhGDQZkbHEx9//DFNmZ+fv2XLFt/nz09EAQCMgVIZ2nU3NTXRcEtLC8uxKOvy8es1NTXsK+vWrfP99cl9fX12u52yrsLCwvT0dF9SKMrAcnNzb7vttkmTJj300EMWi4W+aDabvU4fGxvry9tvDIyf5lgv9Tx8+PD8+fOjoqJmzpy5efPmy5cvC/8SgsGmiY6OnjNnzs6dO/163zg/EQUAMADaw7NTRMK7XxoaGsJGe42iZEv+uy6Xq6SkhCU0/p708kDJUGdn59NPP01Z1COPPELZHqVf7e3t/f394p7TPc5LsQuI9PXW1lb64hNPPFFQUPDmm2+OpzwGwE9zzE09uYkoAIABUBITNvrCY/eRNTU1LMei/0p9kRIy9oYZys8oGQp6QcFP/DTH3NSTm4gCQOh66aWXNmzYECovlQuqqqqqMG8dGVRUVLDkqbOzU/ytnp6etLS0sNHX83V3d6tSUvAPP82xkevpceVb6+IAAMjp7e1lO6uCggKty6K9zMxMWhVez1QVFxeHjT7u5/525Fujt7Szq4o5OTnChUXQG36aY27qyU1EASBEvfrqqyzBuueee7Qui8YoPWKnqbzea+tyudj976mpqUIiFdgt7aA+fppjburJTUQBIBRR0pCVlcUSLEoseH6MnzQ1NdF6oCxKagKHw8FutMrIyKAcS6lb2kEF/DTH3NSTm4gCQChqbGxkz/xTxiB1aYwf7CKgfI8Mw8PDbF2x3t5xS3uo4Kc55qae3EQUAEIO5QrJycm0m7LZbOwm7urqaq0LpSXWidSYbzUeHByMiopiOdapU6fUKRuMEz/NMTf15CaiABBy2BNzeXl5NGy324VhPnV2dtIaSE9P92XivXv3xsXF+dXvNGiLn+aYm3pyE1EACC19fX0mk4n2UV1dXbdG7y6KHMVtf9/V1dVhHL8L2fD4aY6NXE900wAA+ldUVEQ7qJKSEmFMTk4OjTlx4oSGpdIQu3u9tbVV64JAUPDTHHNTT24iCgAhhPVXHhcX595vk9VqpZGVlZUaFkwrw8PDkZGRJpOJ2xN4hsdPc8xNPbmJKACECqFrBo/OBVjWRf/SqmAastlsVHeLxaJ1QSBY+GmOuaknNxEFgFAhdM3g0TEmfWR3ZQ0NDWlVNq2UlpZSxWtqarQuCAQLP80xN/XkJqIAEBLcu2YQ/zc/P1/qX8aWmppKFcdrBA2Mn+aYm3pyE1EACAnuXTOI1dTUcPgkHXsbI+WdWhcEgoif5tjI9cRThACgTx5dM4j51ReUYdTW1no8UAnGw09zzE09uYkoAOifuGsGMdabeX9/v1qF0h63F0a5wk9zzE09uYkoAOic164ZxAoLC2mypqYm1QqmLZ5v7ecKP80xN/XkJqIAoGdSXTOI1dfX02TFxcXqFExzJ06coPrm5ORoXRAILn6aY27qyU1EAUDPpLpmEOPtju/y8nKqr9Vq1bogEFz8NMfc1JObiAKAbsl3zSDGJqZMK9gF04OMjAyqbEdHh9YFgeDipznmpp7cRBQAdGvr1q0yXTOIlZSU0PR1dXVBLZUe9Pf3U03NZrPL5dK6LBBc/DTHRq4numkAAP1g91SR3/72tz5+pampiaYvLCwMasH0oKGhgWpaVFSkdUEg6PhpjrmpJzcRBQB9uvvuu1mC1dPT4+NXBgYG2POGhj+vw/qtaGxs1LogEHT8NMfc1JObiAKADjmdzvj4eNoRPfnkk359kd2Z1NnZGaSC6QGlj5REUjUpodS6LBB0/DTHeqnn0aNHlyxZEh0dnZKSsnHjxgsXLoinGRkZ2b59u9lsTkhIqKqqoo++z5+fiAKADtlsNtoLZWdn+/vFsrIyw7/8mHUMRqmk1gUBNfDTHOulnkuXLj1y5Mjw8PDVq1d37969bNky8TQNDQ0LFix4fxQNHDhwwPf58xNRANCh1atX016ovr7e3y+2tLTQFy0WSzBKpRNWq5XqWFlZqXVBQA38NMd6rKfD4YiJiRGPX7Ro0bFjx9gwDeTm5vo+T34iCgB6MzQ0FDkqgD7K6bCTdl8mk2nMfrNCV3Z2NtXxxIkTWhcE1MBPc6y7el67dm3v3r2rVq0S/ys+Pl7YPV28eNFsNvs+W34iCgB6U1dXN56HAVn+0dbWpmypdIL26obPIMEdP82xvurJHrGZPn16X1+f+L/h4eE3btxgwzQQERHh9etSgl56AABv2LtxWlpaAvt6VVUVfZ3+KlsqnWhubqbaFRQUaF0QUAk/zbHu6nnlypVdu3YtXrxY/C+cwQKAkNPT00P7n8TExIDP0Bj7JX3r1q3jpDNVYPhpjvVYT8qxYmNjxeNxDxYAhBx2/qmsrCzgOTgcDpPJFBkZOTw8rGDBdIKr1wHBLZ6aY73Uc/369WfOnLlx48b58+fLy8vd78ESgrF//348RQgAIcTlcqWmpo7/FXsWi4VmYrfblSqYTnR1dbFXX2tdEFAPP82xXup5+PDh+fPnR0VFzZw5c/PmzZcvXxb+JQRjZGRk27Zt5lE7duxAP1gAhvfaa68tWbJEOHUdctra2mjnk56ePs75VFdX03zo4FORUunHnj17qF6lpaVaFwTUw09zzE09uYkogGE4HI7o6Gj2iFmIviuG3WBEacQ459PZ2WnIrjjZmbmAb/+HUMRPc2zkeuIpQoDQ5XQ68/LyhO03FJ+howSRvQGmv79/nLMSXiYzODioRNF0gdZPREREZGQkDWhdFlAPP80xN/XkJqIABkD5BHv7b3Jy8p49e6gNDsU3ATc1NVGxKU1UZG4FBQU0N5qnInPTg/LycqoR5VgB9L8KoYuf5pibenITUQADKC0tpW3WbDazh8sotaKPlGa1t7drXTQ/5OfnK5gXst5KS0pKFJmbHsyaNYudnsQjhFzhpznmpp7cRBQg1FVWVtIGGxcX5/7kHevsQEi59G9gYIDdPabU9a/u7m4jPXBXX19P1YmJidm/f7/WZQFV8dMcc1NPbiIKENLYeZrIyMjW1lb38S6Xq7CwkN3oHRJXlGpqaqi0xcXFCs7TMF1GURXYLWW4vZ1D/DTH3NSTm4gChC721hRis9nE/3U4HOydMxaLRf8PFVIiSEX1SBPHidI1mmdDQ4OC81QfxS4nJ8dglzvBd/w0x9zUk5uIAoQou93ObmaXeWvK4OAgO4uj87aZ9Z9JRVU2EaTUimZbVFSk4DzVx/q+Sk1NNWTH9DAmfppjI9cT3TQAhIqOjg52zWjM7hgod2FT1tTUqFO2AFRUVFAJ6a+ys+3v72c3oik7WzV1d3ezNDq0nlcABfHTHCtfT6fTabVa58yZYzKZ6O8zzzxz/fp1xZfiL34iChByhDtyfHxhn91uZ0dN+nx1jMvlSkxMpOJRMqH4zKdNm0Zz3rlzp+JzVgG1DpmZmYbskh58x09zrHw9t2zZsmzZsp6eHtqW6O/SpUu3bt2q+FL8xU9EAUJLX18fu+pXVFTk+wU1dgs5pWVdXV1BLV4AWP5HmUQwZm42m2nmEydODMbMg409H5qRkUGtg9ZlAc3w0xwrX8+kpKSBgQHhIw3TGMWX4i9+IgoQKiid+ta3vsVOyeTl5fl7u1JJSQm7z0lvnZuzLlJra2uDMfN/+Zd/YU9Z6q3WY2pvb48c1dnZqXVZQEv8NMdIsABAPZRFUftaU1NTUFAQExPDrvTdfvvtAXQWRbNib7IzmUzZ2dk6ed3K8PAwlYfSCPfdoLIeffTRYNzgFVQUnbS0NCp2dXW11mUBjfHTHAflEmF+fv4777zjdDrpLw3jEiEAn1jS455UsXutBBMmTJB/bFDe0NAQu9uJ9Tilh6fS2IN+tN8L3iJ6e3vZqaC+vr7gLUVZrGv+rKws/fevAcHGT3MclJvcd+7ceccdd9BhHP19+umncZM7AIdeffVVSgLiRrknVdTKVlRU2O12yocGBgbGecHo9ddfj4+PZ3M2m83V1dXaplnsBdXNzc1BXQq7PKrzvioEra2t7ESjAbpIhfHjpzk2cj3RTQOAhu666y6vSVUwltXd3c36eQ9emjU4ODjmVb++vj52632wb+KmBbGTWPpPWYaGhthDDEG6KQ1CDj/NMTf15CaiAHrgcrnY826rV69W7ZSS4mkW1aK/v7+rq6uxsXHixIkRERF1dXUyL+qhJap2Yol1tUX1VWFZ48Fu+bdYLFoXBPSCn+ZY+Xr29PTk5uZOmjRJV2eP9FAGAH60tbWxE1fqL9r3NGtwcJD2V+3t7d/85jepqI888gjlRpQR5uXlpaWleVzZdJecnEyTVVZW2mw2mgO7r8jpdKakpNB/qe4qVJMKbzKZwoLT25ZSvv/977NTepSnal0W0At+mmPl65mTk7N79+6//e1vis95PPiJKIAerFu3jja6PXv2aFUA9zSLGvgHH3xw69atlD/l5+dTLpWamiqVPHmgTIump68vWLDg3nvvXbhwoTjxokSHppkyZQoNx8bGqlbHqqqqsCDfUD8eK1asYOunqalJ67KAjvDTHCtfT9rXXLt2TfHZjhM/EQXQnNPpZFmI5o+5UZq1cuVKqeQpMTExIyPDYrGwd0jPmDGDUgG73d7e3t7f3y9zeZHqRZNVV1dTDpeenu4+z5kzZ6pWOyohuw6rt9fOUMGsVit7RDQ+Pl7r4oC+8NMcK1/PT33qUzo8G8xPRAE0x7oy1+T6oBhle5MnTw4b7cuU8qcTJ050dXWJ91E0JuAeBBwOR2dn59atW1esWPHHP/5xvCX2B7vrSz93ONE6rKurE/rOSE1NPX78uNaFAn3hpzlWvp4/+tGP6KhOb70M8xNRAM2x64MB926luIGBAcr5DNkDE+V27Bk9PbyW0WazCefzKOdDj+3gFT/NsTL1HPM+BkWWMs5SaVIGAN5Qk89uvg5eV+bgjhJZzc8Xtre3Z2dnsz1tRkaGHrI90C1+mmNu6slNRAG01dzczK7HaV0QXjidTnbPvs1mU3/pPT09q1evZqlVcnJyY2OjIc8UgoL4aY6Vr+eECRMC+Nbx48eXLVtGB74pKSmbNm26dOmSeJrxnJHiJ6IA2mLP7unn+iAPmpqaaJ2np6ermdwcPnx46dKlkZGRYf/fHUawu1cFY+CnOVa+nrfffvv//u//+vut5cuXHzt2zOFwfPTRR5s3b161apV4mvFEhZ+IAmiIXR+kRlemN05QHOVV7OYn1TpEeOONN9iBbkRERHl5ud5uugU946c5Vr6ezz333Be+8IUPPvhgZGQksDlcvXrVa18ySLAAdK6xsTFMxz0zGZjNZmNP7alwGonS6E9/+tMswcKpSvAXP82x8vUc/03udrvd61PHYaP91sTExGRmZj7//PM3b970q1R+lQEAAkCpFW1rlGZpXRAesd68xsx4XC7Xk08+ef/99//6178OYCn0dfb2mylTpjQ1NeGOK/AXP82x7up5+vTp2bNnnz17VmqC69evd3V15ebmVlRUePxLh08yAvBjaGiIvYEY1wc1wbofS05OFneRSmlQZ2dnTU1NQUFBbGws2yVOnTo1gEixPjhoKfp/zzToEz/Nsb7q2d7ePmvWrJMnT4455blz58xms+9z5ieiAFph1wf1//phA7NYLBSC6urqW/+YVHm83odyLNbNekZGhl+3T7E3TNPcOjo6glYJMDh+mmMd1dNms82YMePUqVO+TDwwMJCUlOT7zPmJKIBW8vLyaENrbm7WuiD8omNUCsGkSZPuuecej6QqKyuL0iO73c7Ob73zzjuZmZl+nYuiXI2mj4yM1NubeSC08NMc66We+/btmzVrltftXAhGcXFxT0/Pxx9/fObMmfz8/C1btvg+f34iCqAJOuYJG33tscPh0LosXJs3b55UUuWBIsVy4sTExDHPSNXX17PsqqWlJTgFB17w0xzrpZ7iW6aE3bQQjMOHD8+fPz86OnrOnDk7d+7062EZfiIKoAnWnziuD2rulVdeYbvQ3/3ud2NOTHtRdsd6XFxca2ur1GSUVLH+rhoaGhQtLPCIn+aYm3pyE1EATbBzIXhHih709PSI32YtxeVylZWVsbNTXi/vtrW1seyqtrZWyVICr/hpjrmpJzcRBVBfX18fOwuCvrxDlNVqZee9PHp56OjoYPdyiZ/aBggMP82xkeuJbhoA1LFnzx7axNatW6d1QSBwlFqxM1VCLtXb25uYmEhjSkpKtC0bGAk/zTE39eQmogDqY11c4vpgqBPutaJcua+vLzk5mYaLiorQmygoiJ/mmJt6chNRAJWx64OJiYlohg2gvb2dXRMMDw+nv3l5ebjsC8ripznmpp7cRBRAZez2ndLSUq0LAsro6uoymUzszooPP/xQ6+KA0fDTHHNTT24iCqCy9PR02r7a2tq0Lggo5nvf+15UVNSDDz6odUHAgPhpjrmpJzcRBVBTd3c3rg8aEjqMhSDhpznmpp7cRBRATez6IJ7hBwAf8dMcG7me6KYBINhSU1Np48KrfwHAR/w0x9zUk5uIAqiG8irasijH0rogABAy+GmOuaknNxEFUE1FRQWuDwKAX/hpjrmpJzcRBVDNjBkzaMvq7u7WuiAAEDL4aY65qSc3EQVQxwMPPECb1dSpU7UuCACEEn6aY27qyU1EAVTQ1tY2YcIE2qxmzpypdVkAIJTw0xwbuZ54ihBAcS6Xq6qqim1TiYmJr732mtYlAoBQwk9zzE09uYkoQPD09/dnZ2fT1hQZGVlTU4PORQHAX/w0x9zUU5WIDg8PDw4OqrAgAPXZbDb2GuC0tLTOzk6tiwMAIQkJltGoEFE6uI+Ojo6IiMBL2cBgHA5HSUkJuyxYXFxMBxJalwgAQhUSLKNRIaItLS2sBVq4cGGwlwWgmu7ubvY657i4uMbGRq2LAwChDQmW0agQ0S9+8YvCDfXNzc3BXhyACurq6iIjI+knnZWV1dvbq3VxACDkIcEymmBHlD1XZTabq6ur2bF+X19fUJcIEDzDw8P/9E//lJKSwg4YKioqnE6n1oUCACNAgmUEqnXT0NjYyJ6ram9vp4/FxcXsiB/PWEGIampqYlsNHSq0trZqXRwAMA4kWEYTvIi2tbWxayjUJrExDoeD3bOCd7RBiPrOd75DP+Dw8HA8sQEAykKCZTRBimhvby97cN1qtbqP7+rqYlkXjv4h5AwMDJjNZvr1vvzyy1qXBQCMBgmW2o4fP75s2TKTyZSSkrJp06ZLly6JpxkZGdm+fTvt+hMSEqqqquij7/MPRkQHBwfT0tLYg+vi/9bV1bGurqm5UnzRAMGzevVq+ukWFRVpXRAAMCAkWGpbvnz5sWPHHA7HRx99tHnz5lWrVomnaWhoWLBgwfujaODAgQO+z1/xiFJRc3JyaLZ5eXlS9/8WFBTQBBaLBTdjQahgd1/RgcHQ0JDWZQEAA0KCpaWrV6/GxsaKxy9atIiSMDZMA7m5ub7PU/GI0vE9zTM9PV2m63ZqolJTU2my6upqZZcOEAzCxcGWlhatywIAxoQES0t2u91isYjHx8fHC0fVFy9epJbA93kqG1GhU4YxewZit8CTjo4OBQsAEAy4OAgAwYYESzOnT5+ePXv22bNnxf8KDw+/ceMGG6aBiIgIjwnCZClVQo9OGcZktVpp+tTUVFxzEXvmmWeSkpK++93val0QwMVBAFADEixtUMoya9askydPev2vHs5giTtlGJPL5crLy6OvFBYWKlIGY+ju7mYdhpEJEyaUlZWha1YN4eIgAKgDCZYGbDbbjBkzTp06JTWB5vdgSXXKMCah9aqrqxt/MUJda2urxWJhqVV4eDhLWBnKQXEtVRO4OAgA6kCCpbZ9+/bNmjXL6y1NQjD279+v4VOEZ8+eTUxMlOqUYUx2u52+azKZuO250el0NjU1ZWZmslyKMs7Kykr2iEBfX19ZWRmtHPavnJwcWl149FI1uDgIAKpBgqU28S1TDodD+BcbGBkZ2bZtm3nUjh071OwHq7u7e/LkyezWq4AbofLycla1goKC9vZ2yiY5ac+Gh4dramqSk5NZ9VNTU+vq6mikx2SUbFVXV7Mslj2hWV9fT2lZZ2cn+hILHlwcBAA1IcEymvFElBoedmWQxMfHB/zWW/qi++UwQVpaWnZ2NmVdJSUlTzzxxH333feNb3wj4NLqB9X34YcfptrFxMSwmmZlZTU3N8ufmqJvUV7F3jUUNvouPJbXIscKElwcBAA1IcEyAkWeIqyurmZfX7t27aFDh8bsl0HeT3/60zlz5ixbtsxisVAOwc4cePXiiy+OZ0HaohSqtbX1/vvvF6pD6aNf10ZpDna7nXXlylitVlw0VBwuDgKAypBgGU0AEXU4HIWFhez0SfBuTqekob+/v7OzkzISau3WrVsXHh4eNnq3VkNDQ5AWGjzUTtfU1LA3CIWNPh44adKkl156KeAZHj9+XJhbdnY2boFXEC4OAoD6kGAZjb8RpaSH3Y5NLZDKt6VfuHDha1/7GkspiouLhXvRdI5yRMoOhRvV09PTa2trKd8K+IqqO5vNxvrEJ7QUXC5UBC4OAoD6kGAZDUV04cKF//Vf/+XLxO3t7exW64yMDK06Z6KUgt1+RJlKd3e3JmXwBeVPjY2N2dnZLPuJjIykZvvEiRPBWJDVamUJHK2ZPXv2KJK6cYvSX1wcBAD1IcEyGuFWnuTk5HXr1jU1NUm9Q7ChoYHdik6JgrZnjyi3y8rK0u3lQrvdftttt0VFRbEVS011VVVVf39/UBdK82dvgWSpJ5UhqIszqs2bN7N1iIuDAKAyJFhGwzKAGTNmuN9InpmZWVlZeeLECafTOTw8/Prrrz/++OO6uqWaClZWVqbDy4VtbW3C1cAFCxY0NzereT6Jli70p5Wfn08fKYjy8ero6MAZr6Ghobq6OuF0Y0REBNYJAKgMCZbRCBHt7e2lNqagoEDoeYGdIhLOxNB4She0La0HXV0upDyGveuaREdHr1ixQqti1NfXuz+GuWzZsmoJlALSBPPmzdOkqJqjLIp+QqtXrxZ6CZk8efKdd97p++ueAACUggTLCML+kcd/qdVpb2+nXEE4oCcxMTFdXV2alFaex+VCrU5l9ff3s9VFTXVNTY3mJ/mGhobWr18f5psJEyZYrVZxB6eGxE5N0S+8tLRUOJagqBUWFra0tODEFQBoBQmW0chHlNppanrz8/NPnz6tWpH85X65MCIiorKyUuXu4IUTaWlpaZ2dneos1BcvvPDCypUrKVeWOoNVXl4u9FxqNptpjLHTrJycnKioqKlTpwrJJY2pr6/H/ewAoDkkWEZjmIh+73vf83p6xr07+IqKiqKiot///vdKLdThcNBs2YKKi4tDNDvp7u5mHZsZO82iuLv/KujIQasnYQEAxAzTHI+Jm3oaKKKlpaXUcK5cuVK+O/jIyEhFevCivISd/omLi2tsbBz/DLVl+DSLPWVpMpn8ehs6AIA6jNQcy+OmnoaOqEd38HfeeaeQZpWXl4/nhq26ujp2Z3RWVtY4XxOkK0ZNs9jzB1QjIwULAIzE2M2xO27qyU1ECeUKhw4d2rVrF+tJIS0trb293d+ZfOlLX4qOjmYpSEVFhSFvi3ZPs6KiorKzs0P6LqXGxkZ25jKAcAMAqIOf5pibenITUXe9vb3C+5J9P5VFaUdxcTH71sSJE1tbW4NdTm1Rfe+77z5W30WLFmldnAC1tbWxc43ofAEA9Iyf5tjI9fS4J0nr4mjD5XLV1tb6eCqLcimLxcJWV3h4eHx8/MGDB9UqqZZ6enomT548YcIEqjitLq2L4zfKpNkDnlarVeuyAADI4ac55qae3ETUK/lTWU6ns6mpSegb3Ww2V1ZWSr1KyKhoJRw+fDgUL7FRpCh1Zg94al0WAIAx8NMcc1NPbiIqxeuprOHh4ZqamuTkZJZapaam1tXVGeN278BYrdaw0RdWDgwMaF0Wn1CuzFLnvLw8Q94nBwAGw09zzE09uYmoPPdTWfPnzxf6+M7Kympubta8Z3bN0RrIz88PG+2ZMyTWBuuUIT09nbczjgAQovhpjrmpJzcRHRPlDWvWrBFuTSsoKFCkuyzDGBoaYlfcysrKtC7LGNApAwCEHH6aY27qyU1EfdHa2sqyqxdffFHrsuhRV1cXu5aq5yfy0CkDAIQifppjburJTUR91NnZ2d3drXUp9ItSK9Yfuj7XEjplAIAQxU9zbOR6opsGGI/S0lL2QIDeeh9FpwwAELr4aY65qSc3EQWluFyu7Oxsdpuafm54HxgYmDZtGjplAIAQxU9zrKN6jnmqaTxnpPiJKCiIshnWh4VOzhVRnnfXXXex3/+pU6e0Lg4AgN/4aY51V0/5BCsYswWQIdztpIdXBu3Zs0c4wOjp6dG6OAAAfuOnOdZdPZFggd7U1tbS7ycuLq6vr0/DYnR0dESOslqtNKxhSQAAAsZPc6y7esonWImJiTExMZmZmc8///zNmzcVmS3AmFh/npRjHTt2TJMCDA8Pp6amUhmqqqo0KQAAgCL4aY51V88xV/3169e7urpyc3MrKirE35URtCKD8TkcDvYqaMqx+vv71S9AYWFh2Oj7cPRzuz0AQAD4aY51V08fV/25c+fMZrPiswWQsnjxYpZjJScnq9y3Z319PeuxXZPcDgBAQfw0x7qrp4+rfmBgICkpSfHZAsj48MMPCwoKWP/pjY2N6iy0u7ubdStvt9vVWSIAQPDw0xzrrp7iVS+MKS4u7unp+fjjj8+cOZOfn79ly5bxzBYgAC6Xi70BMGz0ZYXBvmDncDgyMjLCQuHFiAAAvuCnOdZRPaVumRKGDx8+PH/+/Ojo6Dlz5uzcudPpdPo1c4WLCxxrbm5mZ5UsFktQ+3kvKSmhpWRlZfn1awcA0C1+mmNu6slNREEdXV1drA/StLS0IHVJZbPZ2G316PIKAAyDn+aYm3pyE1FQzeDgYE5ODsuBFL9Bqq+vj71wULWbvQAAVMBPc2zkeqKbBgg2p9PJruKR6upqpWYrvAYRLxwEAIPhpznmpp7cRBTUV1tby16nM23atK985Svjn2FFRQW7+OhwOMY/NwAA/eCnOeamntxEFDRx4sSJqKgodiorPj6+sLCwrq6uu7s7sFmxniC6uroULycAgLb4aY65qSc3EQWtUEYVERExadIk9wvTZrPZPdkaGBjwmnUNDg729PS0t7c/++yzsbGx9MXa2lrVawAAEHT8NMfc1JObiIKGWGcKlC3ZbLaysjLWhZUgPj6e9QX/6KOPlpSU5OfnZ2VlsTcMeoiLi9O6KgAAQcFPc8xNPbmJKOiKVLLlITExkSawWCzTp0+nj4sWLdK64AAAQcFPc8xNPbmJKOgWJVulpaWURVmt1qamphMnTnR1dXm8XnB4eNhut9NfjcoIABBc/DTHRq4numkAAADQFX6aY27qyU1EAQAAdIuf5pibenITUQAAAN3ipznmpp7cRBQAAEC3+GmOuaknNxEFAADQLX6aY27qyU1EAQAAdIuf5tjI9cRThAAAALrCT3PMTT0BAABAB7TOCFTCSz29UifMqv2YjFQdLIXnpai2ICwFSzHGUlRbED+5kSK4XlkG+0UaqTpYCs9LUW1BWAqWYoylqLYgJFh+4XplGewXaaTqYCk8L0W1BWEpWIoxlqLagpBg+YXrlWWwX6SRqoOl8LwU1RaEpWApxliKagtCguUXrlcWfiu6hdDoE+KiWwiNPiEuPOM69vjp6xZCo0+Ii24hNPqEuPCM69jjp69bCI0+IS66hdDoE+LCM65jj5++biE0+oS46BZCo0+IC8+4jj1++rqF0OgT4qJbCI0+IS48Q+wBAAAAFIYECwAAAEBhSLAAAAAAFIYECwAAAEBhSLAAAAAAFIYECwAAAEBhSLAAAAAAFGaoBCvs/7mPHB4e3rBhw5QpUxITE3ft2uX1iyMjI9u3bzebzQkJCVVVVfRRfjz45fjx48uWLTOZTCkpKZs2bbp06RIb78vqRWiCRyoutyQ2JXeIS1BJhUYmZAKEJnik1v/Ro0eXLFkSHR1N4zdu3HjhwgXxdxEXDhkqwWI8WoWSkpLi4uILox577LGf/OQn4q80NDQsWLDg/VE0cODAAfnx4Jfly5cfO3bM4XB89NFHmzdvXrVqFRvvy+pFaIJHKi4CmQQLcQkqqdCMGbJbCE0wSa3/pUuXHjlyhA7mr169unv3bkrCxN9FXDhk/ARr6tSptDGwYcqx8vLyxFMuWrSINhs2TAO5ubny4yFgtAOKjY1lwzKrF6FRmXtcBOIEC3FRn9fQiMcjNCqTigulXzExMcJHxIVnXCRYFy9eZMOUaZnNZvGU8fHxQ0NDbJgmFqaRGg8Bs9vtFouFDcusXoRGZe5xEcgkWIiLaryGRjweoVGZ17hcu3Zt79697mcWEReeGT/BWr9+/dq1az8atWbNmsjISPFXwsPDb9y4wYZpICIiQn48BOb06dOzZ88+e/Ys++jL6kVoVOARF4HMJULERR1SoZEafwuhUYXX9c9uW5w+fXpfX5/4K4gLh4yfYF2+fJnyqoSEhKSkpG9/+9vJycnir+DYQgXt7e2zZs06efKkMMaX1YvQBJs4LgKZBAtxUYFUaGRCdguhCT6Z9X/lypVdu3YtXrxY/C/EhUPGT7Dc/fCHP6RkSzweV8eDzWazzZgx49SpU+4jfVm9CE1QeY2LQGZTQlyCTSo08iG7hdAE2Zjrn3Isr/dmIS4cMn6CtXbt2oGBgeHh4ZdffnnmzJnvvvuueMr9+/d7fY5Dajz4Zd++fXTA19vb6zFeZvUiNCqQiotA5h4sxCWopEIjEzKERgVS63/9+vVnzpy5cePG+fPny8vLvd6DhbhwyFAJVtg/YiMPHjxIBxwxMTHLly8/ffq0x/RsYGRkZNu2beZRO3bscO+hxOt48EuYiMPhuCW7ehEaFUjFRfwv96+wAcQlqKRCIx8yNoDQBI/U+j98+PD8+fOjoqLoGH7z5s2XL192/wobQFw4ZKgECwAAAEAPkGABAAAAKAwJFgAAAIDCkGABAAAAKMw4CZa/bxSWGu/L61QZ8S3A8uOV/ToAAADolnFacX/fKCw13pfXqbqTyoR8zJDG+XUAAADQIWO24r68UdiX7t2kXufpDgkWAAAAeDBmK+7LG4V9eUGB1GtW3SHBAgAAAA8GbMV9fKPwmK/YlHmdqjskWAAAAODBaK24728Ulj+DJZ6PzD3pXkviMX6cXwcAAIAQYqhW3K83CsvcgzXm6zzd4QwWAAAAeDBOK+7vG4Wlxo/5BlwPSLAAAADAg3FacanXcPr7ik2Z16nKL3HM8cp+HQAAAHQL7TcAAACAwpBgAQAAACgMCRYAAACAwpBgAQAAACgMCRYAAACAwpBgAQAAACgMCRYAAACAwpBgAQAAACgMCRYAAACAwpBgAQAAACgMCRYAAACAwpBgAQAAACgMCRYAAACAwv4PFR4R295x/oIAAAAASUVORK5CYII=)
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