Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit385-03-20021226_234500_20021227_043000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/26 |
Start Time | | 2002/12/26 23:45 |
End Time | | 2002/12/27 04:28 |
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 | | 30.93 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.60 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 123.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit385-03-20021226_234500_20021227_043000-constBx0 |
Minimum Dst Value | | -45 |
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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMjoyODoyNyBFU1QgMjAxONOTXxQAAAHPdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzODUtMDMtMjAwMjEyMjZfMjM0NTAwXzIwMDIxMjI3XzA0MzAwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItMyB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0xMi0yNlQyMzo0NTowMC4wMDBaIiwgIm1heCI6IjIwMDItMTItMjdUMDQ6Mjg6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjo5Ljk1MTE0OTk5OTUsICJtYXgiOjMxLjI2NTg1MDAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX1iU3HTAAAABGdBTUEAAK/INwWK6QAAQfJJREFUeJzt3X9UVOedP3BEEERDhogKBglGTbFBg4Z4sJKEKBqqpCVddksTk2Akq20wcbOodCWJZm3C7kEP9rCRVrI1Z2lDDJuwKTGcLlvaQ7bU4oZ2aSSGNCSZdDGOKY2kxThGvp/y+fae25l779yZeWbunXnerz88l/H+eH7MzPOZ+zz3eWImAAAAAECoGKsTAAAAABBtEGABAAAACIYACwAAAEAwBFgAAAAAgiHAAgAAABAMARYAAACAYAiwAAAAAARDgAUAAAAgGAIsAAAAAMEQYAEAAAAIhgALAAAAQDAEWAAAAACCIcACAAAAEAwBFgAAAIBgCLAAAAAABEOABQAAACAYAiwAAAAAwRBgAQAAAAiGAAsAAABAMARYAAAAAIIhwAIAAAAQDAEWAAAAgGAIsAAAAAAEQ4AFAAAAIBgCLAAAAADBEGABAAAACIYACwAAAEAwBFgAAAAAgiHAAgAAABAMARYAAACAYNEZYMXERGe+AABCKhRfnj/72c8WL17s88yhuLRVbQHaIJiQLcDCmx4AwEAoviQLCgpefPFFSy6NAEugqMxUSEVnefn7U+mVV1655ZZbEhIS0tPT77vvvjNnzvDrv/nNb0pKShyTaIP+VA5X07vK5cuXd+3aRcempKTU1NTQn8aX8/Dqq6+uWbMmMTGRdtuyZcu5c+eMT6v3ut551Bkxc12D8/zyl79cv379jBkz5s2b98wzzxiUvN5JjMvE5XLNnz9fnU69KvC3cCK65D0KITk52SBTxiXgXcJ6NeJvIfhV8qHgUchKcU2ZMmXu3Lnl5eVOp9Pg8ADSPzIy8o1vfCMrKys+Pp6OKi4upsLUTIzHi7Tx+c9/Xn0J2l6yZIl6B+W/BgcHv/KVr1x11VXTpk3Ly8t74YUX+PXf//73lM7FixdPnz6drv7lL3+5q6vLZ5q9ExPwDt7onXnhwoXgLx2AUMcEerUQ2HWFpNZM+xLOUEnmsCw6c+7vd8Rtt91GP7BGR0fPnz+/b98+asz49VWrVu3Zs2d00je/+U360+T5WVNT04oVK96ZRBtHjhwxvpyHdevWHT9+fGxs7MMPP9y6devGjRuNT6v3ut559EpDb3+910+fPk1tc0tLy+9+97v33nvva1/7mkGZ6J3EuEyouXryySc9AizN8/tbOH4l0m4lr3bw4MHq6mqDTBmXgHcJ69WIv4XgV8mHgneAxRufffbZb3/727//+78vKCgwONzf9H/wwQfXXHMNnfbUqVN//OMfKRr+4Q9/ePvtt2smxuNF2qBG+uWXX1b+66WXXqJXvAOst956i6LD+vp6+sRR7PLzn//8r/7qr/i/6FoPPPAA7fDpp5+ePXv2+eefv/XWW43TrJmYgHcI+JCIC7AMasHCAMtM+4IAKzwiLOf0Jn744YfnTqIN5VcRVSE1MBkZGfSrlP/8p3/6pzlz5tAPiwcffJC+aJTdJv7yd7/3JagZS0pK4m3aoPcob3/88cfK6ybfMRSQUbvI27SxevVq48sZoGTMmDHD+LRmLqc+j8IgO5r7e7xOEVVjY6PPLJg/uUeZUEO1cOHC8fFxMwFWMIXjM5F2K3kFvcMXLFhATbtBRgwSqVnCauoa8bcQTJa82+1+9NFHMzMzHQ4HtVj8osHn/fDhwxTHJCYm5ufnDwwM8OtdXV3Lly+nF+m/OBLy/rB75PH3v//99OnTaWPbtm3/+q//qrz+zDPP0CvG6dcsrvvvv59+jGnmUe8QddqOHTumvgTl7oUXXvBO/F133bV//37NS1B2KFN6CVBf1OBLckKn8I2/PP09xPt7W7Na9d4GavQzj4IbyktycvKdd97pcrnMZMf4ovQGoBPS/lRQmvk1qAW995vyp5n3Kv0G+Md//MesrKyUlJTNmzd/8sknmuVmQLN90fxQqE/oszD1Eub9Kfa+lplG/Oabb37uueeUBFP8mp6ebuZdbTcRFmBR5RUVFTknUZz+2GOP8etUN1/+8pfp96jyJ+32wSTa2Lt3r/K6x4YHeqM89dRTyh2CsrIyugTVK/0aqK2tpT+Vw1NTU+mNm5OTc+jQoUuXLmmejd6dyluTfkrSe874cgba29sLCwuNT+vzch7nURg085r7e7xOnxOqF/oA0Afy3nvvpbLymR2Dk3uXyYYNG77//e97pFOvCoIpHJ+JtFvJK+gLmr7mjDNikEjNElZ41Ii/hWCy5Kmhony9/fbbv/vd73bs2MEvGnzeS0tLh4eHKW30G12JSOhN2NbWRl/Z9I28ZcsWZWf1hdSNxMjIyO7du/kGD0UYt9xyy/PPP0/bra2ttH3x4kXj9GsWF6WB2ifNPOodov5eolQtXrz4v//7v+nP7u5u2qZXvL+46EOnjFjw8MUvfvFv/uZvXnvttT/+8Y96yZgw8SVpUPh65/T3EO/vbc1q1Tut2rJly3784x9TlunruqqqqrKy0nx2NC9KX/hUkr+dtH79es0sGNSCzwDLzHv1wIEDa9eufeedd+hDsWnTpkceeUSz3PQYtC/eqVKf0Gdh6iVM81PscS0zjXhnZ+eSJUvonc//ReVTV1dnnFl7irAA69prr33jjTd4m35q0M9u3qa6effdd5Xd6E9lt1//+tfq3Tw21DjKpp90Q0ND/Arf7efXacPjDU2fjb6+PvpAKu8kD7GxsfwdTWhj6tSpxpfT8/rrry9YsED51tY7rfHlvM+jTomZ6+q9Theiz9iHk8rLyysqKoyzY3By7zL50Y9+tHLlSh6V4p1O7yoIuHDMJNJuJc/oa+i66647deqUcV70Emlcwt414m8hmCz5RYsWKTcPFAafd4qNePsPf/gD34Ii8+fP//a3v/3+++97ZME7Rwr6CU5fEfxfZ86coeKtqamhf5WRK/6+c+Li4tSRjfetAu9DPP73O9/5zpe+9KWJyc6+7373u9478FXGx8c1E/Dxxx9TG3bDDTckJiZSAVZXV2v+9Pf5JWlQ+Hp59/cQ7+9tzWrVO60eKoGMjAzz2dG76ODgIG/TgZpZMKgFnwGWmfdqdnb2m2++ydv0hqQ2SNlNXW56CTBoX7xTpXdCzcLUS5jmp9jjWiYb8Ztuuol/9b311luUAKoaw+zaVIQFWPSVobyhaYP+5G2qG/XIUPpTbzePDQ/0Znr88cdvvvlm/pMC7W9+85vKGCz60/sQ+v2h/Kj1+DL1+dvd43IehzP6FZuZmXnixAnllcBuFXifR6FZGnr7a6aHLsfbFGOlpqZ6n83kySe8ymTp0qU9PT0G6Zz4yyoQeAfL/iXPWltb77jjDp/Z0UukzxL2qBFRd7A83u3qj7bC4POu3k3583/+539KS0tnzZq1ePFipV9Pb2dOz549e9SDVOj3NO2g9FEapF9PWlqaQSQdHx/v0cNF+aIYTr0b7ZCenv6DH/yA/lV62TzOY3DvREFfiRQ53XfffXr3MIzL1mThq/l7iPf3tsf/Gp9WjX5oUT1SuMxvKiUO9jc76v2VmtLrPQ/mDpaZ9ypFe+ofA+r3iUe5eTccE16fXM1kaJ7QZ2HqJUzzU+xxLZONeHt7++c+97lLly597Wtfo0jUOwsRIcICLJO/kNQ/zmjDezeDrmt6UypjXOhtpDkGS83pdNLHTPNUZkafqC/njdrOefPmnTx50sxpDS6neR6F9ydTb3/N1wsKCiiu4m36NeMzwDJOzMRflkmMF+/91VUgagxWRJQ8y83Nfe2114yzY5BIMyWsrpEQjcGiZsavO1jq3Tz+pK/pjo4OCnT4T48Pu8fO9AFXblr88pe/pN/KL7744tVXX6387vf3nUMBTU1NjceLykWXLFny85//XP1fvb29WVlZHrs99dRTcXFxSreId2t91113Pfnkk8YpYfTj8IorrvB+3eeXpF7hG3x5BnAHy8yfZu5g0YvPPvvsRx99RE0y/etdYv6+l8zcwTKoBXWgptx9GRkZ8eu9ShHG8PCwwcl90mtfjD8UPgtTL2Gan2KPa5msCCoZ+u23c+dO+nQoAwQjToQFWPRzU+m+pRC7traWX/f+kKxfv56HF9CG91CA2bNnq7tU7rnnHvrz4sWL77//flVVlfKDj75b6RJ8B+sf/uEflO/W8vJyemdQrdNRlJ7t27drpvbw4cOazx/pXc7DgQMHMjMzlQ+5z9Pqva53HnVxmbmu3uvPPPPM3XffrXQRGg8G0juJmTJRp1OvCvwtHL8SabeSn5h8JPsLX/iCQV58Jl4vPXo14m8hmCz5b33rW4WFhb/5zW/UozfMf955g94V9N1N7wpqtCge5Rc9PuzqY8+dO/foo4/m5+dPTA5YoS/0n/70p7T98ssvL1++nHv6DNKv2c69++67dGnlKULKzg9/+ENlz3/5l3+hq/zkJz/5eFJ3d3dOTs4///M/G5xwQivAeuutt6hVPnjwIJXMhQsXTpw4oTy/duuttz7//PP0U4fqjtK8devWL37xi5rnNP6S1Ct8j/JUM1lfegWo96feadWoNF566SUqCnoLUVF4l5i/7yXaXxmDdfvtt2tmwaAWlP2p1di3bx+9u6guvvSlL/n1Xm1oaKA00yu02//+7/9+9atfNS5PZua71OBDYaYw9RKm+Sn2uJb5Nwn9qqQXm5ub1S+aDy7tIJLSOjF5R5GaUn4AgTaUO43eHxJ+QCYlJeXrX/+6+jkF3qAWy+FwKH8eO3Zs2bJl06ZNmz9/Pn0fUczOr9Pnp7i4+MpJ9GF7++231fsnJCRQ9E1vF71ueIrBKQDnabR2796t3P/Uu5wH71sLY2NjBqfVe13vPN7/Zby/wXno2zk1NZVKmz7bxoPc9U5ipkzUtaxXBf4WTqSXfEFBQXt7u0FeFGZKwLuEvWvE30IwWfLUHtBvmIyMDHoXUYvFL5r/vPPGc889R7+tExMTKTz68Y9/zC96fNjVxXjVVVdRm8ef63vvvZcHPDFKA/9UMEh/jM53/XvvvXf//fdTqxkXFzdr1qw777zzZz/7mVIa3/ve9/Ly8vhbhTaeffZZnyeM8WrhJiaf/aQzU6qojm666SZlBqb/+q//otepGKkcFixY8OCDD+p9moy/JPUK36M81UzWl15+9f7UO60a/dKgqo+Pj6efIt/+9re9S8zf9xLt8Ld/+7dUOFRETzzxBJ1ZMwt6taCch34HUgTPTws+/fTTfr1XP/vsM8pLdnY2fdFRXK580vXKk5n5LvX+UPhVmHoJ0/wUe1zL/JuECnPx4sVut1v9onHe7SaS0goAAEJEVkNlrV/96lcUqlqdCotdunSJfjCE84p33HHHD37wg3BeUTh8xgAApIMAy6cdO3aMjIy8++67a9eu/bu/+zurk2Oxvr4+5WnBUPvss8++853vLF26VJmpIULhMwYh4d2rZcMv9IhIpL+iMlMgHN4VPjU0NGRkZMyZM+eBBx6I0GkCBJo5c+bTTz8dnmvRmzMrK4tCuvBcLnTwGQMAAAAQDAEWAAAAgGAIsAAAAAAEQ4AFAAAAIBgCLAAAAADBEGABAAAACCZLgKX57DoAAACEmdURQZhIk09pahQAAMC25GmOpcmnNDUKAABgW/I0x9GcTznvSQIAANiWPM2xNPmUpkYBAABsS57mWJp8SlOjAAAAtiVPcyxNPqWpUQAAANuSpzm2Sz5feeWVW265JSEhIT09/b777jtz5gy/fvny5V27djkcjpSUlJqaGvozsPOHp0bdbvf4+HgYLgQAABCJEGCF22233fbiiy+Ojo6eP39+3759a9as4debmppWrFjxziTaOHLkSGDnD0ONjoyMZGRkXHHFFd/61re6u7sHBwddLleoLwoAABBBEGBZaWxsLCkpibdXrVp1/Phx3qaN1atXB3bOkNao2+3u6Oig+E9zRrWsrKy8vLzi4uKKioodO3Z8/etfpzgydIkBAACwLQRYlvnkk0+eeuqpjRs38p/JycnKfaCzZ886HI7AThuiGqW01dXVUQjFsdTUqVPT09NLS0sLCwsXLVpEqdUMuT7/+c+HIjEAAAA2hwDLGhx/zJkzZ2hoiF+JjY29ePEib9MGRTA+Dw/P3Py9vb2bNm1KTEzkk1M4VV9f731ryu12Dw8P084dHR1Hjx6leJF2TklJEZuY6OZ0OjGyDQAgOiDAsszHH3/8+OOP33zzzfyn3e5gUUvf3Nycl5fHcVVcXFxJSUlnZ6fJw3/xi1/QUQkJCYgYTPqP//gPiqqp3jGgDQAgCiDAshLFWDNmzODtsI3BorCJTv7QQw/t1XHvvffOmjVLuWWVmppaU1MzPDzsb0pyc3Pp8O7u7sAyEkHcbvcjjzxy++23BxMbLV26lAu8p6dHYNoAAMASCLDC7Z577jl16tTFixfff//9qqoqZQzW4cOH9Z4i9KuSjHem6GrKlCnGPYyKG2+8saWlJeBbUBSW0Uno38AOjyCdnZ1cYkVFRYGdwel0xsXF0RmWLFkiNm0AAGAJBFjhduzYsWXLlk2bNm3+/Plbt2796KOP+PXLly/v3LnTMWn37t3qebCEBFiDg4OFhYVK8ETbenewysrKEhMT169fH0w2J/4cduTl5QV5Hvt7++23OWydOXNmYA9O7tixg+slLS1NePIAACD8EGBFG+8adbvd+/fv5y6/1NTUf/u3f6NgKwwpGR8f54tG/WQNR48eVSLXuro6fw+n8uHHMLm4AuiNBQAAu0GAFW08arS3tzcnJ4fb/oqKijDHOkVFRXTd1tbWcF40/PLz87l4+RaUv52qFJNx92JpaakMxQUAIAMEWNFGqdGxsbGqqioe2bNo0SJLBptz6LBt27bwXzpsBgcHuXOQ4ip+6LKhocH84XQUxWR0VGdnJxcX1VroUgsAAOGBACvacI12dHRkZGTw9Ao1NTVWzZXQ19cXMznDuyVXD4/q6moliGxvb6dtKnm3223ycO5ezM3NpW0KgpVtAACIaAiwooHH039XXHEFb+Tn5/f391ubNh5dpMynGmUokOL7TxRK8is8OQWFTSbPkJ2dTfu3tLRMTN7Nips0NjYWqhQDAEBYIMCKNhxaJSYmNjQ0mL+PEjrl5eWUnqamJqsTEhJtbW2Uu5ycHOUVCpW4T9ZM4Xvf8eJOxq6urlClGAAAwgIBVrThmRHeeOMNqxPy/zU3N1OSysrKrE5ISJSUlHgMuqJQiaIrepFiL5+H88QZ6sN5vob9+/eHJLkAABAuCLCijd1qdHh4mJIU8Mo/dsazgyYmJnpM4K4eVmWgt7eXS0bdIci3xChuC0mKAQAgXOzWHIeONPm0X43yHR2KJ6xOiGD80F95ebnH68qDge3t7QaH86QMHjPdU9AWrfEoAIBUbNgch4g0+bRfjW7bts3O3V4nT57cvn17ADOEZWVl8fQK3v/V0NBA/1VQUKB37NDQEN/9GhkZ8fgvfvxzYGDA3/QAAIB92LA5DhFp8mm/GuVur8LCQqsToo3nT8/OzvbrKJ5SgYIhzf9VbmLpTT/GQWdlZaX3f/FjAc3NzX6lBwAAbMWGzXGISJNP+9Xo6Ogo362x5+wD8fHxVGixsbF+rSC0adMmOmrv3r16O9B/6YWVIyMjHNVpXpHvflVUVJhPDAAA2I0Nm+MQkSaftqxRXkxGszfNWhT8KfOHFRcXmz+KIySn02mwD88B5j0VGcdepaWlmgfy7Kz+3lEDAABbsWdzHArRnE+PiUatTo6G2tpaSlh1dbXVCfHEM1Hl5eVxMGQyBGxsbDQTkHGuPQKp8fFxvlZPT4/mUW63e+bMmTESLJINABDF7Nkch4I0+bRljfKIJfWEnDbB807t3buXO+ZMThDK04H6XJVZ6QpU38TiC+Xn5xscyPNjdXR0mMwFAADYjT2b41CQJp+2rNHx8XG+K+P90Jy1eGUbiv8oruJVa+rr640PoWiJdktNTTWzwiMHcMqAKmUaUuMZHGpqarxncIgso6Ojw8PDVqcCAMAy9myOQ0GafNq1RouLi5VF92xibGyM1/7jUKmzs5PnoDKOAquqqmg3ipzMXIJOxZfg1RhbW1v5PpnxUdxxadvnLn36xS9+MW3aNJ9xJABAFLNtcyycNPm0a43a8OE4jqjUvXW89I3m7AlMGUFlfp4qyrKScb5h5nNlRh56P3PmTDusJqnJ6XQqaRseHu7o6Kivr6c85uXl8a1KtnHjRmvTCQBgFds2x8JJk0+71ihFJAYTR1nCuyeO5/8kfX19mofwLSgKI8xfRZlTlI9NS0sz07fI/ZV6ybDW008/TWlLTk6+8cYb1eGUgvI4f/58e466AwAID9s2x8JJk08b1yjPvWl+uqnjx48/9NBDoZs9S3PyCI669CZhLyoqMnMLygPPHUphVozpGe35vpd6HWj7WLp0qUc4VVxcvGPHDiqW3t5efvhRGXXHfaMAALKxc3MsljT5tHGN8uScJoOG4eHhKVOm0P4U04QiMcoALI8AjuIDDgS9HxLkhasDmDGVx8VzjGVy8oXm5uYYrYUO7YAfcly7dq0STmni6rbtEkkAACFl5+ZYrGjOp/3nwWJHjx6l5JWUlJjZ+e677+bsZGZmhiIxXV1detMlcHCTkZHh0ZfH81oFNoyMB30nJyeb3J97VLOysgK4Vqhx96XPUWg8VD83Nzc8qQIAsBU7N8diSZNPG9foyMiIybHbHOIkJCT4nDA9YDydut7DgDzTlXolHEozL8Ost7ygsYMHD86bN+/IkSPmD+HR9KHIe5C4r9PnSDL0EgKAzOzcHIslTT7tXaN880NvEnPW29vLTfjRo0f96lX0C/dz6c0jQCnk3kBlMid+5NDnDAsC8cQWbW1tYbuiGYODg+YfVkAvIQBIy+bNsUDS5NPeNarMnK63w8jICA+Bqqqqoj9bWloMhpwHbHx8nO+N+RxCpIyCKisroz/r6urEpsQAxSUG99is0tHRYX5gHHoJAUBaNm+OBZImn/auUW6e9RaKcbvd/GRfYWEhdyOOjY1xJCR2Cnheuse44Xc6nXzpnp4el8vFI+LDORM9jxLza0qIMOD5zDj89Qm9hAAgLZs3xwJJk09716jes3ussrKSu5/UcUxpaSm92NzcLDAZxgOwFHwPieKwuro688PzRfGYaN4meCJ785226CUEADnZvDkWSJp82r5G9QY/8cD2xMREj9k1uZdQ7GQNPLzJ50IuFNlkZWVxqszsL5yyVGKYr2uAi878QtToJQQAOdm/ORZFmnzavkb57pFHH5N6YLvH/qOjo3wjx+VyCUmA2+02v/I0T79O4uPjw79wDd8uCufAL594sWrzs8WilxAA5GT/5lgUafJp+xqlWIoSmZ2drbziMbDdG8+fLqqX0DsBxmbPns0xlvJEYdjw3bvS0tIwX1cPhZhcFH7FmuglBAAJ2b85FiWa8xkpE40y5QYSxyveA9u9ce+hqDiDB1Rt27bN5P7/+Z//ed111z322GNCru4Xnjs+NTU1/JfWxHM0+DtXBXoJAUBC9m+ORZEmn5FQozxunXsDNQe2e+CH+AJYo0YTjyLyXgnHnvxdwDGk+CFQKkC/jkIvIQBIKCKaYyGkyWck1GhTUxNPMaU3sN1bQUEB7dnS0hL81c0PwLIDdTBqOb/maFBDLyEAyCYimmMhpMlnJNQo9zQ5HA69ge3euGkPvpeQ11225xp/mjjj5js0Q4qSEdjE+uglBADZRERzLIRd8vnqq6+uWbMmMTExPT19y5Yt586d49dFjaOKlBrldf3M3w5xOp0xk+sYBjkpFMcrgS3YbAkekp+Tk2N1Qv6EnzYwP0eDAr2EACCbSGmOg2eXfK5bt+748eNjY2Mffvjh1q1bN27cyK+LqolIqdEbbriBA6yTJ0+aPIR7CYOcjMpWPW5mmFnVJ2w4LA4sSEIvIQBIJVKa4+DZMZ/nz5+fMWMGb8sWYFGIQ0m98sorzccN/PQftdPBXNfhcFgy4UIw+CnLzs5Oa5NBoR4lIy4uLrDD0UsIAFKJlOY4eHbMJzU5hYWFvM1P4yclJeXk5Bw6dOjSpUuBnTOCapSiHL/6+4aGhoLsJYy4AVisuro6xnCF7PAYGBjwa/4wD+glBACpRFBzHCTb5fP1119fsGDB6dOn1S9euHChr69v9erVxsvkxRgKccKtxEvHBHwvp7GxMfh7YOHH937ELhYUcDKCWZARvYQAII/obo7V7JXP7u7uzMzMEydOaP7ve++953A4AjtzdNcor75cWVkZ2OHl5eV0eFNTk9hUhdrIyAjfurM2GfX19TEmVsg2gF5CAJBHdDfHajbKZ2tr67x58wwGdzudzrlz5wZ28uiuUZ7fITU1NbBlAW01aadfeAXA/v5+C9PAczQ0NjYGfAb0EgKAPKK7OVazSz4PHDiQmZnp3caXl5cPDAx8+umnp06dKioq2r59u/JfflVS1NcohxpdXV3+HsjBGcVYoUhVqHHnWjDBTfB4joYgx9qjlxAAJBH1zbHCLvn0HjLFy78cO3Zs2bJlCQkJCxcu3LNnj3ocNwIstdra2piAJt5Upo8PRapCzQ6jx/j+X5A3n9BLCACSiPrmWCFNPqO9RvlJwIyMDH8P5HsnETcAi3Gu/V1lWSD6GRAzuahRkOdBLyEASCLqm2OFNPmUoEa5l7Cnp8evo7KysiwfxhQMa5dQ5AhPyITy5nsJKbNBTtwPAGAVGZpjJk0+JajRHTt2+Ps42/DwcMzk6oehS1Wo8RCoICeyD1hbW1uMiLUgJ0z3Eh45cmTq1KlUZZGyLDcAgJoMzTGTJp8S1GhPT4+/vYQ8cbyQ+MAqe/fupSxUV1dbcnWeRl/I1Y17CV0uV0NDQ15enjJIsbu7O/iLAgCEmQzNMYvmfMoz0aiCF8Uz399XUVFB+1PLHdJUhVRnZydlIT8/35KrV1ZWChzB5t1LSFFXa2trSUlJXFwcv41nzJjBs38FNiUHAIC1JGmOJ6I7wFKTpEa5l7C2ttbk/pE+AIuMjo7yMHNLhiXxStsBzI6hSd1L2N3dTdEb39OKmVzrsLS0tK2tjbLJE/dT4CXkogAA4SRJczyBACvKUEtv/qk6ngk9ogdgsZSUFMrIkSNHwn9pnqPB6XQKORsFT9OmTYuZXO1bufOan5/f2NjocrmU3Zqbmy28aQcAEAxJmuMJBFhRxu12p6ammrwp1draSnsWFxeHIWGhw2stkxUrVoT50qLmaFBLSkri7GRlZdXW1mqOx6I4jGu5r69P4KUBAMJAkuZ4AgFW9OFRQWae9uc1Xurq6sKQqpCi0IoysnDhwjBfl+IbUXM0KJ544gmHw/HQQw8Z71ZTU2P5DKsAAAGQpzmWJp/S1Cj3Et5www0+98zOzqY9e3t7w5CqkFLu24V5lk6+BWjJM5hOpzMuLi4xMRGTNQBAZJGnOZYmn9LUKEUbCQkJlN+CgoLu7u7+/v7h4WHv3XgAVtQ8jMb37cyP7hdi//79dNGamppwXlRRVlZm8lYlAIB9yNMcS5NPaWqUXHXVVTFeHA5HVlZWYWFhaWlpeXk5Pz+4bt06qxMrhl+j+0XhWRWam5vDeVEFT3uWlpYWHSEyAEhCnuY4mvMp4TxYrLW1NT09/aabbqJwKicnhyfH0vTVr37V6sSK4dfoflHy8/Nj/F+bSKCA52t48803S0pKdu3aZXCPc2hoaHBwUEAqAQBU5GmOpcmnNDWqx+VyUZNJDWpbW9vjjz+elJR05ZVXarasEcrfOcCCxyGdhaOgAp6vYe7cucb3ODdu3MgvPvroo/SeoUhLPU+EYmxsTEQ+AEAi8jTH0uRTmho1aXx8PMq6lgJYKSgYPMHpzJkzw3M5TYHN18DTmZIrrrjC5z1ODxSB5eXlFRcXV1RUXH/99bGxsT4feAQAUJOnOZYmn9LUqMw4UAhPnx3P0eBzbeZQ83e+BorJePjdww8/7HH/SX2P87vf/e769etXr17913/91xSELVq0yOFw6EVdaWlplICjR4/ikUYA8Eme5liafEpTozLjXkL6NwzX4jkaysrKwnAtA/7O18ABWV5eXgD3L+mQ4eHh3t7ejo4OCqc2bNhAodXs2bPVwVZOTk51dXVnZyevXGTJ+kUAYGfyNMfS5FOaGpVZf39/2HoJ9+7dG2PdHA1qpaWlMebmaxgcHIybJHbyMzptQ0NDcXGxsnJizOQE9zfccMP06dOvu+66rq4uvaH0E5Nxm8DEAIDNydMcS5NPaWpUcosWLYoRt/qygfLy8hjr5mhQ4ykqzMzXUFhYSHtu27YtRCkZHx/v7u6moDMvL0+vP1E9lP6ee+6hZCcnJxsPpQeAaCJPcyxNPqWpUcnV1tZSXVdWVob6QhxD2GQe/JycnBhf8zW0tLTQPqmpqaOjo2FIEoVKdXV16enpn/vc54IZSl9dXb1582YKv8KQZgAIA3maY2nyKU2NSo57CSmMCHXHEw/6tskdl6amphjD+RooqEpLS6N9KMwKZ8K8eQylX7ZsGQVhGzZswFB6AEnI0xxHcz49vqCtTg6ECU+/GdJeQooSuLcrdJfwy/j4OIcmevM18MLeBQUFYU5YADyG0s+bN49SHh8fr/4sewylB4AIIk9zLE0+palR4CUCzc9cEABq/mMmn8UL3SX8RQGHXq4p6uKx7ZE4M7vT6WxoaOBp5TWH0q9du/auu+6qq6vDnS2AiCBPcyxNPqWpUaDGOGZyCtDQ3d7g8Uzl5eUhOn8AhoeHNedrcLvdPFzMDg88CmEwlN7hcOTn52/bto1Csc7OToRcADYkT3MsPp/09VdbW7tw4UL6rqd/H3vssQsXLgi/ir/kqVGY+HMvYXt7e4jOz0Ppw7ksjxma8zXw8KysrKyoXNbG5XJt3bpVia68R25xyHXnpH//93+3yZg5AJnJ0xyLz+f27dvXrFkzMDBAkRb9e9tttz388MPCr+IveWoUSENDQ0h7CXmOBssHjHvwnq9hZGSEw47QxZqWo8y2tbXxY4YUP9FGY2NjVVVVYWEhryPkPVi+pKSkurq6tbWVvqAwCxdAmMnTHIvP59y5c51Op/InbdMrwq/iL3lqFCYm33U8QCdEt21sNUeDmsd8DRRi0p8UT1ibKgtRyHX8+PHp06dTOaSnp6vHbymjuHJzc++Z9JOf/MTq9AJEP3maYwRYEJ0KCgpCd5OJ22kb9jep52vo7u7mAEJvCnV5UAm0t7fzzaqhoSHa3rt3b2lpKU9Lq7Zs2bL9+/fTPlYnGSBqydMch6SLsKio6I033hgfH6d/aRtdhBB+3EtIjajwM4+MjMTYaY4GNWW+ht7e3uzsbO8hWeBhbGyMyurGG2+kspoyZYoSaeXm5iLSAggFeZrjkAxy37Nnz7XXXks/nenfRx99FIPcIfxcLhc/VSe8l7CnpyfGcFZPa/F8DTz8iGIsjDEyY3R0tLGx8cSJE+3t7Zs2bVL3JCqRltPpxL1AgODJ0xxHcz49bv5bnRwIt6KiopgQLBdIJwzpCPogURAQGxvL7/kwrMkYlehXonekxfe3GhoabNg1DBBB5GmOpcmnNDUKCo6EKMwSe9qamho7d70NDg5yQJCVlWV1WiKeEmklJibiUUQAIeRpjsXnk75uVq9ezY/t2OfukR3SAGHGvYRE7C2HsrKyGF8rK1vr9ttvnzlzZltbm9UJiR5jY2ObN2/Oz89fuXKl3qOIGzdupGj+pZdesjqxALYmT3MsPp/0HbRv374//OEPws8cDHlqFNR47k2xvYQ8i6neqn8gA+NHEbEuNYABeZpj8fmkH3OffPKJv0e9+uqra9asoWPT09O3bNly7tw5fv3y5cu7du1yOBwpKSk1NTX0Z2CpkqdGQY3XtBG7yDHfwBgdHRV4Toho/Cgir0udlJSkDrawLjWAB3maY/H5vOaaawJ41mbdunXHjx+n76kPP/xw69atGzdu5NebmppWrFjxziTaOHLkSGCpkqdGQY3eUTx6Rj03WzB4jobU1FQhZ4NoQm+2rq4ut9utty71ypUr6euRfkBanVIAK8nTHIvP59NPP11aWhrMvfHz58/PmDGDt1etWkWBF2/TxurVqwM7pzw1Ch64l5AaPCFn49k7bTtHA9iK3rrUAf9QBIgC8jTHYvIZ44tfZ2tvby8sLOTt5ORkZYTy2bNnA57dUZ4aBQ/0dhLYS8hTpVdUVAg5G8iDvsdqa2vj4uL4K7Gqqioql98G8Eme5th2+Xz99dcXLFhw+vRp/jM2NvbixYu8TRtTp041OFZgkAdRY3x8nHsJt2/fHvzZeBrPurq64E8FEqJ3Y319Pb8hs7KyeI1qAKnI0xyLz+eUKVMCPpa+bjIzM0+cOKG8gjtYEDye1jxGxEpz3OGIGRAgGIODg/n5+biVBXKSpzkWn8+rr776//7v/wI4sLW1dd68eSdPnlS/iDFYELwnnnhi6tSp8fHxyu3MgFeay8nJocP7+/tDkU6Qh9vtxq0skJM8zbH4fB48ePArX/nKu+++69eUCgcOHMjMzKQfdh6vHz58WO8pQr8qSZ4aBU3Unmmuf+JvpMUtIm45gBC4lQUSkqc5Fp/PwMY/eR/C3zUUpe3cudMxaffu3eqgDQEWBEYz0kpOTr7++us/+OADgwOdTmfM5DSSYUsqRD3cygLZyNMcS5NPaWoUzFMirYSEBA6z5s+fbzCLW1dXl8AHEgEU6ltZRUVFjz322F4dxcXF06dPv/vuu7HmNEQoeZpjafIpTY1CAH7961/PmjWLH6FPS0vTu4vAczRUVlaGN3UgBbfb/eijjxo9CO0Fa05DJJKnOZYmn9LUKASGGqfR0dHi4mJ6q1Ckpbl8IeZogJAaHBzkyGnNmjV6d7BKS0tTUlKuueYavTWn77333rvuuuvw4cNW5wZAmzzNsTT5lKZGIRgUZtXU1HBztW3bNo9bAiUlJTGYowFCqaurq6mpyeTChcZrTi9evDjISUkAQkGe5jia8+nxdWN1ciBitLS08KDjwsJC9UiX7OxsenFgYMDCtAHo4TWn77//fo+vvoAnJQEIBXmaY2nyKU2NghB9fX1paWkxkw92KREVD9IyeXcBwCqdnZ0//elPg5+UBCAU5GmOpcmnNDUKooyMjPCDXdREUVtFzRJtZ2RkWJ0uAD9oTkqyYMGCgoKCX/3qV1anDmQkT3MsTT6lqVEQiBqniooKbpPWr19P/65du9bqRAEEQom0ZsyYwW/p2bNnY64HCD95mmNp8ilNjYJw9fX13DlIlixZYnVyAIIyNjY2Z84cfj9nZ2ePjIxYnSKQizzNsTT5lKZGIRQ6OzunTJlC76Lrr7/e6rQABGt8fLyrq4sX1kxLS/NeowwgdORpjqXJpzQ1CiHywgsvbNiw4e2337Y6IQBijI2NFRQU0HdjampqT0+P1ckBWcjTHEuTT2lqFADApPHx8bKyMn6So6Ojw+rkgBTkaY6jOZ+YBwsAwJjb7d62bVvM5AIGLS0tVicHop88zbE0+ZSmRgEA/FVbW8s/RBsaGqxOC0Q5eZpjafIpTY0CAASAQit+WnbHjh1WpwWimTzNsTT5lKZGAQAC09bWxjHWpk2bnE6n1cmB6CRPcyxNPqWpUQCAgHV3dytzvq9YscLq5EAUkqc5liaf0tQoAEAw+vr6eLHzKVOmYKp3EE6e5liafEpTowAAQXrppZe4r7CpqcnqtEC0kac5liaf0tQoAEDwWltb6WszMTGxv7/f6rRAVJGnOZYmn9LUKACAEDw/1qJFi8bGxqxOC0QPeZrjaM4nJhoFAAjY+Ph4bm4ufXmWl5dbnRaIHvI0x9LkU5oaBQAQZWhoiB8qxGAsEEWe5liafEpTowAAAmEwFoglT3MsTT6lqVEAALEwGAsEkqc5liaf0tQoAIBYGIwFAsnTHEuTT2lqFABAuMgdjEXRYX19fXV1tdvttjot8CfyNMfS5FOaGgUACIUIHYzV3NzMD5I/+OCDVqcF/kSe5liafEpTowAAIRKJg7E6Ozs5wFq+fLnVabGFkZGRpUuX5uTk0IYlCZCnOZYmn9LUKABAiETiYCwKIzjAiouLGx0dtTo5Vurv76+trU1NTeUCufXWWy1JhjzNcTTnExONAgCIFXGDsY4ePaq0Ai0tLVYnxwIcVy1atEgph6lTp8bGxtJGR0dHwKcdHh4ObFibPM2xNPmUpkYBAEIqsgZjVVRUcLcm/btp0yarkxM+3nFVampqZWVlV1cXBUb19fX0SlpamsvlCuDkhw4dosMzMzMDiLHkaY6lyac0NQoAEGpbtmyhL9WkpKQ333zT6rT4kJWVRUlta2ujfx0OR9Q/S0jx0/Lly9PT0zXjKvWehYWF9L9lZWX+XmJsbEzpZ3zkkUf87XiVpzmWJp/S1CgAQKg999xz3L5u3LjR6rQYGRwc5AiDtrOzs2m7u7vb6kSFCgU6tbW13PdnEFcphoeHubfX357T8vJyHtPGF6Kwde/evebDLHmaYxvlU3OwlKhxVPLUKABAqI2MjMyfP5++V+fNm2d1Wow0NTUpQ/Jrampom/61OlHiUQjV0NCg3FUiOTk5Zu7V8QA1ipCcTqfJa1EMR4dQZEbBa39/f2lpqb9hljzNse3y6R1gheK0AAAQpGuuuYa+Wjs7O61OiC6+18Lj8bu7u2k7Ozvb6kQJ1traqgy0Kiws7O3tHRgYMN8TWlJSQgcWFRWZ2bmlpYXvXakr3d8wS57m2Hb5RIAFABAR6urqAhvEEzZ8U2doaGhi8jYPNf/Kn1GAQsa8vDyObChwbG9vD+AkLpeLS6mxsdF4z56eHu4W1HyA1DvMOnPmjOZUW/I0x7bLp3eARXWflJSUk5Nz6NChS5cuCTktAAAEyel0UoubmJgY2JNooUZNPn3zZ2VlKa9s2rSJXmloaLAwVcEbHx8fGBjgO0/8JGBzc3Mwg/f5CQDu9dPbh6JSuhDtVlVVZXAqdZg1ZcqU2NhYKvO9f1ZTU7Ny5Up5mmPb5VOz6C9cuNDX17d69eodO3YYH2sgZEkGAJAUN/P19fVWJ0QDBVKUtoqKCuUV7uEy2R3mL4otQj2CnqKoZcuWxcfHT506VblRRPFW8GfmySzy8/M1A7WxsTF+RKC4uNhMJEdFQe01mmPb5dOg6N977z16Pwk/LQAABKajo8O2A5soGoj5y0fkRkdH4yYJX+pnYGCAQ4e6ujqxZ9a8SmxsbFVVlcC1bqhkMjIy6Mz79+/3+C+KqCgkjZkcOO9XuW3evDkvL2/Xrl3KHaz777+fH3IUlWybs10+DYre6XTOnTtX+GkBACAw1Ppyw2y36Q8oYTwHgUcUUlBQEDM5LZbYy/HdMqXPbtOmTUePHhW+2B/35VGA+PLLL4s988SfHwKgk3vMH8sLUFKmhoeHg78Kr1wU/Hkigu3y6VH05eXlFLN/+umnp06doiB6+/btenv6dVoAABCCpz9Q98TZQW9vr+atNR6YLzC1FMnt3buXR3/Pnz+fw01FTk5OdXV1Z2fn+Pg47UmpCniw1OjoKI+Cam5uFpV4D1VVVZxmpduRA8fExERKuairyNMc2yifmn20x44dW7ZsWUJCwsKFC/fs2aPubEaABQBgueHhYW6DbbWUMgU9MVojstVTjwZvZGSEu88owKIrcvBEl6C4pLi4mG+hMSqflJQU2rjzzjsDuxbfSSooKBCSck3UwvJYKwoKJyb7fzlwbG1tFXgVeZpjafIpTY0CAIQZj3by+Zx/OPE6MJozF/CsUT09PUFeoquri28p0b+07b0DxSvd3d01NTXKZArkqquuCuBalFqO0gwe9BOit7eXh6lRbXKASIGj2EvI0xxLk09pahQAIMx4+efc3FyrE/L/UWRDsQglSfOmGneE1dbWBnx+dbdgUVGRmbFWLpeLDomPj4/xf2kauhzfWBIe62jim38sFMtjy9McS5NPaWoUACDMKKDhySr7+vqsTsufdHZ2xkxOOqD5v11dXcGEg5rdgibx0jQzZ870a7JTjngoxhIyI4NPlKMpU6bQFa+88spQXFGe5liafEpTowAA4VddXU1fs9u2bTN/yOnTp0tKSg4dOiQ8McbLDlLQwJ1f5hfgU/jsFvSJV++h8M5kZDY4OMh344Lv0zRvzZo1sbGxIZpyQp7mOJrzqTlqHgAAhOPB4xS4mJwqSZnfgQQWqRjIz8+PMVwksaysLEZnyRc9AXQLaqLy4UFgxvNmK3gwWWVlZWCXC5jwqcIU8jTH0uRTmhoFALAETzF19OhRMzvzQCg2Z84cgbMAjI6O8nhwg+4t7qorLi42ec7vfe97HFoF0C3ora+vj8/W0dFhvGdzczM/82irJzSDJE9zLE0+palRAABLcNSiN/JJjZesoSDj2Wef5Ts0FA/5O/RbT3t7O52QTmuwD093aRyEKSicmj17NseCx44dE5JInl+KIieDbkqXy8WrU4udJcFy8jTH0uRTmhoFALAEBSscEAwMDBjs1t/fz0OgeMJMCl94hqcgn+xT8L0xnw/ccTeiz3tIZP/+/RwOPvDAA8EnT8FzW1AgqHc/jEdrmb/NFinkaY6lyac0NQoAYBUObgxGF42OjvIIJI+51JuamrjXrLS0NMjRPzyjgc8+Rw6bfI5t6unp4XmhhA8Uc7lcPApNMxbkByEpEhWyQI2tyNMcS5NPaWoUAMAqfX193POl1/XGt23y8vK8d6AIhm+A5ebmBvB8H+O+P4pLfA6T6u/vpz0pxDHYR1kCWe+BxCBRljl683hCkELMrKwsum59fX0ormsteZpjafIpTY0CAFiIZy3XHDbE8zlR+KV3V2ZwcJDvP6WlpQU27J1Hd5nsVuPgyWDurtLS0pjJ1WmCHNVuoLa2luM8l8ulvMhzXpifyiGyyNMcS5NPaWoUAMBCTU1NmmPMuc/LZ1/b6OgoT+MZ2LD3iooKOrahocHMzpWVlbTz/v37Nf+3sbGR/tfhcIS0k45CKH76koI5fqW/v59va9lk1lbh5GmOozmfmAcLACDMxsbGeGJMdVwyNDTE3X960YxaMMPeuWeNYhQzO3d0dOg99khn4FxormYoltPp5MKhuJDyzrcATc6SFYnkaY6lyac0NQoAYC2+jaSMW6KQKzc3V32Txgxl2HtOTs6ZM2fMHEJhHHdBmryEsmShx6yhlGDuqfRrYvpg8NQSlBiOLClMDN08n5aTpzmWJp/S1CgAgLV6e3t5HBUPIdq0aVPM5FJ6/gYNPKCKLF++3Mz+3DtZXl5u/hIlJSXKhBEKDhApKAzP2n9MPfOqmckjIpc8zbE0+ZSmRgEALJeTk8P9azySaebMmcaTY2lyuVwJCQnmYw6eOMqvBXA4JisrK1NeaW1tDTjBwaBgbs6cOZzZcC47GH7yNMfS5FOaGgUAsFx9fT337nE3X1tbW2DnGR4e3rp1K98PUz9npyk1NZX2HBoaMn9+p9PJ4RTfrKJj1ZOghtmxY8fi4+OvvfbaKO4fnJCpOZYmn9LUKACA5dQ3n6qrq4M8Gy+no77P5I3ntcrKyvL35Dw+rKurSxlg7lcno1gUWkXl1Axq8jTH0uRTmhoFALCD5ORk+uKdNWtW8BHD8PAw31gymLiBV/fzmCDeDJ6JqqqqaseOHVE/wNwO5GmOpcmnNDUKAGAHixcvpi/eW2+9VcjZeCVph8OhN8k7zxEfwNRZPCSfJ0qI4tmn7EOe5liafEpTowAAdjA8PNzU1OQxA0Iw+Im/oqIi7/9yu918iyuwy6WkpHBvZlQuTWM38jTH0ZxPTDQKABA1XC4XD2NvbGz0+C++C5WdnR3YmXk2rKuvvjroNIJv8jTH0uRTmhoFAIhWbW1t/NDf4OCg+nVe5TDgeUGvvPJKOvzuu+8WkUbwQZ7mWJp8SlOjAABRjGcBzc/PV4+d58cMA17WhsK15ubm0dFRQWkEI/I0x9LkU5oaBQCIYhQGZWRkxKiWNVRWvEGEFBHkaY6lyac0NQoAEN26u7v5iT9e1Lmzs5P+zMvLszpdYIo8zbE0+ZSmRgEAoh6v3JeTkzM+Pl5TU6NeWxpsTp7mWJp8SlOjAABRj+Kq7OxsniY+Pz+fNjo7O61OFJgiT3MsTT6lqVEAABn09vbGTaKv98TEREy/HinkaY6jOZ+YBwsAIIrx7AzcV2h1WsAseZpjafIpTY0CAEjC7XYnJSXxHSyr0wJmydMcS5NPaWoUAEAelZWV9PW+du1aqxMCZsnTHEuTT2lqFABAKh6zuoPNydMcS5NPaWoUAADAtuRpjm2UT83R6JcvX961a5fD4UhJSampqaE/Az65iDQCAABA4ORpjm2XT4+ib2pqWrFixTuTaOPIkSNCTgsAAADhJ09zbLt8ehT9qlWrjh8/ztu0sXr1aiGnBQAAgPCTpzm2XT49ij45OdnlcvH22bNnHQ6HkNMCAABA+MnTHNsunx5FHxsbe/HiRd6mjalTpxofayCEiQYAAAAT5GmObZfP0N3BAgAAAMsFGyhECNvlMyY0Y7C8zxwiuAquEh1XCduFcBVcJWouhKuAmu1K0KNSDx8+rPcUob/VH01vSlwFV4maC+EquErUXAhXATUblaDmLcTLly/v3LnTMWn37t3qebAQYOEquEoUXAhXwVWi5kK4CqhJVILR9KbEVXCVqLkQroKrRM2FcBVQQwkKhjelPaFebAtVY0+oF9tC1UQK1JNgeOvbE+rFtlA19oR6sS1UTaRAPQmGt749oV5sC1VjT6gX20LVRArUk2B469sT6sW2UDX2hHqxLVRNpEA9CYa3vj2hXmwLVWNPqBfbQtVECtQTAAAAgGAIsAAAAAAEQ4AFAAAAIBgCLAAAAADBEGABAAAACIYACwAAAEAwBFgAAAAAgiHAMnL58uVdu3Y5HI6UlJSamhr60/h1UceCMYMyjPkzf49FvQihV4yvvvrqmjVrEhMT09PTt2zZcu7cOfPHomqCp1eGr7zyyi233JKQkED1ct999505c8b8sagXIYyL0eVyzZ8/X+8LDVVjcwiwjDQ1Na1YseKdSbRx5MgR49dFHQvGfJahQYCFegkpvWJct27d8ePHx8bGPvzww61bt27cuNH8saia4OmV4W233fbiiy+Ojo6eP39+3759FASbPxb1IoRxMX7jG9948skn9b7QUDU2hwDLyKpVq6hV4G3aWL16tfHrE6qmPYBjwSSfZej9fYR6CQ8zxUht+YwZM5Q/UTVhYKYMKfxNSkpS/kS9hIdBMZ46dWrhwoXj4+MeX2iomkiBAMtIcnKyy+Xi7bNnzzocDuPXJ1Rv/QCOBZN8lqFBgIV6CSkzxdje3l5YWKj8iaoJA59l+Mknnzz11FPqO4uol/AwKMYNGzZ8//vfn/D6QkPVRAoEWEZiY2MvXrzI27QxdepU49dFHQvGfJahQRch6iWkfBbj66+/vmDBgtOnT5s/FlUTPOMy5GGLc+bMGRoaMn8s6kUIvWL80Y9+tHLlSh4+pfeFhqqxOQRYRoL5fYDfFqETwB0sn8eiXoQwLsbu7u7MzMwTJ074dSyqJng+y/Djjz9+/PHHb775ZvPHol6E0CvGpUuX9vT08LbeFxqqxuYQYBkJpocbveOhE8AYLJ/Hol6EMCjG1tbWefPmnTx50t9jUTXBM1OGFGOpx8b5PBb1IoReMcZ4MX8sqsYmEGAZOXz4sOazGHqvT6ia9gCOBZN8lqHBGCzUS0jpFeOBAwcyMzMHBwe9D0HVhIFeGd5zzz2nTp26ePHi+++/X1VVpTkGC/USUmaKUW8MFqrG5hBgGbl8+fLOnTsdk3bv3q2eZUTz9QnVWz+AY8Ek4/LX/M2HegkPvWL0/jk+Njam/Jfxsaia4OmV4bFjx5YtWzZt2rT58+dv3br1o48+Ug5BvYSHmWLUC7BQNTaHAAsAAABAMARYAAAAAIIhwAIAAAAQDAEWAAAAgGAIsIzorVDr7xKbZla6ZZpP5Jo8XG83j8HFycnJQRYLAAAAGEOAZURvhVp/l9g0s9KtmkeAZfJwM7sdPHiwurrar0IAAAAAfyHAMku9Qm0w07t5rHSryWCeTDOH6+326aefLliw4IMPPvB5OAAAAAQDAZZZ6hVqg1mgwGOlW00GAZaZw/V2O3LkyObNm30eCwAAAEFCgGWKxwq1AS+xabDSrZpegGXycM3dPvvss+uuu+7UqVPGxwIAAEDwEGD55r1CbWB3sLzPo7fIlGaAZfJwvfV0W1tb77jjDhPZBQAAgGAhwPJBc4XaAMZg+VzpVs07wDJ5uMFuubm5r732mpmrAwAAQJAQYBnRW6HW3yU2DVa61eQRYJk83GC3V1555Qtf+ILJqwMAAECQEGAZ0Vuh1t8lNg1WujW+ol+HG+xWUFDQ3t4utnAAAABADwIsAAAAAMEQYAEAAAAIhgALAAAAQDAEWAAAAACCIcACAAAAEAwBFgAAAIBgCLAAAAAABEOABQAAACAYAiwAAAAAwRBgAQAAAAiGAAsAAABAMARYAAAAAIIhwAIAAAAQDAEWAAAAgGAIsAAAAAAEQ4AFAAAAIBgCLAAAAADBEGABAAAACIYACwAAAEAwBFgAAAAAgiHAAgAAABAMARYAAACAYAiwAAAAAARDgAUAAAAgGAIsAAAAAMEQYAEAAAAI9v8AxsHfTE0nKmwAAAAASUVORK5CYII=)
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