Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit318-06-20020721_035900_20020721_084400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/21 |
Start Time | | 2002/07/21 03:59 |
End Time | | 2002/07/21 08:42 |
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 | | -11.85 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.73 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit318-06-20020721_035900_20020721_084400-constBx0 |
Minimum Dst Value | | -28 |
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.
Satellite data B plot for Geotail for time period of this run.
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OHTu2bdu2DXg5lQ5LS8v//d//3bBhg/Fc8TOAmnc5L1682L179/8n8fT0zMvLY+mVlZV+fn7s/lgBAQG698HSm16FAAsAAFqWv/71rytXriwtLW2czdGGoqKi/vGPfyQmJhqZjZ8BlJdyKouf/gEAAGaKhqonT5408kYvXbr04YcfGpmBnwGUl3Iqi5/+AQAAZqqphirj2+VnAOWlnMrip38AAICZQoDVtHgpp7L46R8AAGCmEGA1LV7KqSx++gcAAJgpBFhNi5dyKouf/gEAAGbq1Ycq+RYMr7/+ert27Xx8fAoKCl5xu/wMoLyU89XVuuFHU2cHAADAGEUCLDbx7NmzGzduzJw5097e/hW3y88Ayks5lcVP/wAAADNlZKgqOXHiXk5Ofddw7969t956iyYmTJiwZcsWOT08PJxSTNnuC19tSXgpp7L46R8AAGCmDA1VN5OTVYJA/y+MsXTPYN26dSsgIMDR0ZGePn782MHBYdeuXTQdERFB0xUVFS/crimvtiS8lFNZ/PQPAAAwU4aGqgK1mgVYxcePv3ANuqysrM6ePcteun37dseOHQMDA+mRpk3ZrimvtiS8lFNZ/PQPAAAwU4aGqsqnTynGupmcXK81FBUVBQUFubi4yCnz58+nGVauXGnidk15tSXhpZzK4qd/AACAmVLwInemrKyMXYNFTp069d5770VGRv75z3++dOmS6dvlZwDlpZzK4qd/AACAmVI2wCopKZk3b561tTVN379/v1OnTqmpqTQdExPzySefPHz40MTt8jOAmn05KYj28PB455133n333fDwcJZYWVnp7+9vaWlpZWUVGBhIT42n1xc//QMAAMyUgvfBIm3atPH29s7Ly6P04cOHb968WZ5t9erVo0aNMnG7/Ayg5l3O3Nzc999/f/v27Xfv3r127Zqvry9LDw0N7dy58xUJTYSFhRlPry9++gcAAJgp3Mm9aZl3OSmi2rBhQ910GxsbrVbLpmnCzs7OeHp98dM/AADATCHAalrmXc527drNmzevffv2bdq0GT58eGlpKUu3sLAoLi5m00VFRZaWlsbT64uf/gEAAGYKAVbTMu9ytm7deujQoYUSHx+fkSNHsvRWrVrJNz2jCZrNeLperxnVYGUCAABQAAKspmXe5bSwsCgqKmLTFGO1bdtWTscZLAAA4BkCrKZl3uW0t7enuIpN3759Ww6wcA0WAABwDgFW0zLvcoaHhw8ZMkT+iFD+mmhISIjebwsaSq+qZ5Pz0z8AAMBMIcBqWmZfzvnz57dt29bKymrYsGHyRe6VlZV+fn6WkoCAAN37YOlNr0KABQAALQsCrKbFSzmVxU//AAAAM6XgjUZff/31du3a+fj4FBQUvOJ2+RlAeSmnsvjpHwAAYKYU/KmcZ8+e3bhxY+bMmfb29q+4XX4GUF7KqSx++gcAAJgpI0NVScmJe/dy6ruGe/fusR977tq1686dO+X0a9eutW/fnl594XZf+GpLwks5lcVP/wAAADNlaKi6eTNZpRLo/4Uxlu4ZrFu3bgUEBDg6OtLTuLi4//7v/6ZE9uqYMWOWLVv2wu2a8mpLwks5lcVP/wAAADNlaKgqKFCzAKu4+PgL16DLysrq7Nmz7KX/+7//27FjB01cvHjxvffee/DgwQu3a8qrLQkv5VQWP/0DAADMlKGhqrLyKcVYN28m12sNRUVFQUFBLi4u7GlUVNTHH3/89OlTX1/fdevWmbJdU15tSXgpp7L46R8AAGCmFLzInSkrK2PXYFVJtz3q1KmTn5/fhx9++PjxY9O3y88Ayks5Xx1+ixAAAMyIsgFWSUnJvHnzrK2t5ZSIiAia4ZtvvqnXdvkZQHkpp7L46R8AAGCmFLwPFmnTpo23t3deXp786p49ez766KMnT57Ua7v8DKC8lFNZ/PQPAAAwUw09VPXq1euHH36o73b5GUB5Kaey+OkfAABgphpuqHr27NmmTZs6deok36nB9O3yM4DyUk5l8dM/AADATDXcUEVr/vDDDzMyMl5iu/wMoLyUU1n89A8AADBT+LHnpsVLOZXFT/8AAAAzhQCrabWEchYXF7///vu6bVZZWenv729paWllZRUYGEhPjafXFz/9AwAAzBQCrKbVEso5adKkL7/8UrfNQkNDO3fufEVCE2FhYcbT64uf/gEAAGYKAVbTMvty5uTk/OUvf3n06JFum9nY2Gi1WjZNE3Z2dsbT64uf/gEAAGYKAVbTMvty9ujRg/3epG6bWVhYFBcXs+mioiJLS0vj6fXFT/8AAAAzpeCNRl9//fV27dr5+PgUFBS84nb5GUDNu5wJCQmCILBLqXTbrFWrVhUVFWyaJlq3bm08Xa/XjGqQ8gAAAChEwZ/Kefbs2Y0bN2bOnGlvb/+K2+VnADXvcnbq1OnQoUNsGmewAAAAZEaGqhMlJ3Lu5dR3Dffu3ZN/7NnISQcEWIx5l9PQiSVcgwUAAJwzNFQl30wWVAL9vzDG0j2DdevWrYCAAEdHx1rzbN682cvLy5TtmvJqS9JyyqnbZiEhIXq/LWgovaqeTc5P/wAAADNlaKhSF6hZgHW8+PgL16DLysrq7NmzujPs37//k08+KSsrM2W7przakrSccta6D5afn5+lhCJu3ftg6U2vQoAFAAAti6Gh6mnlU4qxkm8m12sNRUVFQUFBLi4ucsq5c+c++uij/Px8E7dryqstCS/lVBY//QMAAMyUghe5M2VlZfI1WIWFhR9//HFaWlp9t8vPAMpLOZXFT/8AAAAzpWyAVVJSMm/ePGtra/aUJrZu3foS2+VnAOWlnMrip38AAICZUvA+WKRNmzbe3t55eXl1X8K3CPXipZzK4qd/AACAmWqqoQoBFsNLOZXFT/8AAAAzhQCrafFSTmXx0z8AAMBMIcBqWryUU1n89A8AADBTCLCaFi/lfHVGLugDAABobppkqCouLv73f/93IzPwM4DyUk5l8dM/AADATFGgc/78+Ube6Oeff96/f38jM/AzgPJSTmXx0z8AAMBMjRw5cujQoeXl5Y2zudLS0oULF7Zt2zY7O9vIbPwMoLyUU1n89A8AADBTxcXFTk5OrzWWN954w97e/uTJk8Zzxc8Ayks5lcVP/wAAAFAQPwMoL+VUFj/9AwAAQEH8DKC8lFNZ/PQPAAAABfEzgJp3OWNjY11cXN5888327duPGTOmpKSEpVdWVvr7+1taWlpZWQUGBtJT4+n1xU//AAAAUBA/A6h5l9Pd3V2r1ZaXlxcWFo4fP75nz54sPTQ0tHPnzlckNBEWFmY8vb746R8AAAAK4mcAbTnlLCsre+edd9i0jY0NBV5smibs7OyMp9cXP/0DAABAQfwMoC2nnFFRUU5OTmzawsKiuLiYTRcVFVlaWhpPry9++gcAAICC+BlAW0g5s7KyOnbsmJuby562atWqoqKCTdNE69atjafrZfyGHw1WFAAAgBaLnwG0JZQzJSWlQ4cOx44dk1NwBgsAAKAZ4mcANftyRkREvPvuu5mZmbqJuAYLAACgGeJnADXvcq5atapDhw51f8wyJCRE77cFDaVX1bPJ+ekfAAAACuJnADXvcta9NIr9qmVlZaWfn5+lJCAgQPc+WHrTqxBgAQAANDx+BlBeyqksfvoHAACAgvgZQHkpp7L46R8AAAAK4mcA5aWcyuKnfwAAACiInwGUl3Iqi5/+AQAAoCB+BlBeyqksfvoHAACAgvgZQHkpp7L46R8AAAAK4mcA5aWcyuKnfwAAACiInwGUl3K+OvwWIQAAwCviZwDlpZzK4qd/AAAAKIifAZSXciqLn/4BAACgIH4GUF7KqSzqH4VpaZVPn7KnRenpP+fmGl/k2ePHL7GhX0pKaM33Cwoub99Oj3rXSTM8Li2lR8qGnCVakKZZoikbupWaei06Wl68Vm51nz4qLCy/evUlytKsyCV9oboNdyUi4kRQUFlentKZqo0ySe1YJdU5PdIW6SlrazmRnlIO5cRG9nK9unHcOXWqOWePE3ezs4uPH78eG5sZGHj74MGzq1dfj4vL8PM7PmMG69vAIQRYDblJ869cKoJKEC5u2UJDYH5kJE3Tf/rkycmfflp07BgFKxVlZfRP+3falaQMHHgqOFhjb5+zdq3uSmi8pN3N3dOnKbIpzsg4Om0azZm/dy8N3rRLoiCmPD8/1tGR1rzfy4seD44YQeMobZG2ezo4+MzSpbTOYzNm0EtaBweWh/Nff01bydu6VW1jk9C9O0vMDQ+/umcPjccUbJVfu5Y+ZcoBX9/cb75JGz36+v79lH/KAJvz2MyZtK0zK1bQdg+PG3d17968bdtOLlpEa8sNDT2/cSOth6Zpzpv791MxqYBUisf37lGeaY95OzWVtl569izNRuM97UAf3LxZJQUBlG0KSR/evEkvUbB47/x5mmDhI62EVnUjIeHpw4csSmB7Xkp/8vCh8YZgcRIVjUUbbCnaED29mZxM//LaKA/y/FTVVHX5P/5IeZDjJKqHrAULbiYkUFloQco5LUh1RVXB1sNQ+qIJwthgIf5LP9080CO1OLUa1RIN7SUnTtCaaWYW9bI8UHEoeyyRCkur/fnSJcrMqcWLS7KyKAMsVKJIWkxcsoTagmqb8kAVTo1Fj/Q0Vmprah16PDJ+PKXEubuzxEvffUfBHzUxNShlgGWJxdn0yPJJ6fRqgUpFK6Q6Z0WgbFOXo5mpIeQ6Z4vXqnAqFK2BvUr1HOfqSjkpPHy4QK2mzN/LyaHFqSDFmZlHJkygblZ09ChliZqDZqaCs8WpfqiWaoXpVBtU8zQe0zy0EpqfslcrDqaaoQ5GWWU1KTerLnqJ1kBvEKoQykD2ihW0Lep47IiIdUUa7+kpbZFeoqahbFeUl1NXp5zL66FEeeuUK3qJ1lw3LqdtUZZoZvaUikbVWzewowXZ+/26RkNvc2pftipqGkosOnyY+gC9r9mctZpMQVT8C6Ghuv1ZF9UJ1Yy8XdZ5WCJr3FrzU2LdsJ6am7rENendlLNhA9uxqG1t6THew0OctrZmidkrV1LVsV0EcKUFxAAmQoD1MliAlT5hAo2+NJCw/QX739+rFz0m9+9PQ3i8uztLjHVyokcaCM8sW0b7cdoH0X4/uV8/cadTMw/7j3N2pscEaU8U27Vr9Tp79mSjBa1zv6cnS2RBVZyLi+7isdJTtiOT/1mkldS7Nz1qpD2duLi08oRu3XR3eWw/GOfmprs4DeF7HGrvHJfOcPFZK6wL6OU3S1g3xpEe/xkk/NCr6xpfIbZ3z297CNGOdrtdbXa4CYdGjZIDAqquXU7CTpfqfNJII2eP/hO9vcVIYtKE9b7W2tE+e71d6P/w8gWhU3scid0WoBq390T4iv2z6X/11glDNjl8vfWfvhtsFq3t3+9rYcAGIXVJgHZo/2PTprGqZuukTVD+M2bNoiKkjRsX3693wsBP99kKlENWq1QDaaNGHZYiFbnqtPb24uJSipilMWOSfPrQaHF23arDW1axepmys6d2k0P6N1MoDKKmoRanNbA2lRtFY2cnlv2zz8TeMmmS2CW6dWOJB1jZa1qTVSzF0OJLgwc/1yWk5tBKXejXRGkTsVJv+bWhpbXt79FDbnfa4qGRI1keqGipQ4aopguqhYK2u4PKW5zzwMghFFWr+gmqUcL+gb1UQ4SD04bFrXZLXTOY1kaLU3elkZLiBgpufr54ka356D+naPt1PSTlVv6nowsx84MGiU9r+glFYGLfk17S1vRnlu1Do0dTGHRl716KNijaE2NEByFJevvES92S/mloZ+84ygYFmtQQ7N1EHYnWnDJoENU5hT5ilF9aSqM1RQ/saCSpTx/dSmMNenjsWHpMHTZMt85TBgyQ3x30f27dOsrVcX9/sTmGDqVKYF1Ifr9nzZ9PzUSHEznr1tFjio8PdS2ajaZPLljA5sycM4dym/f99+Kc06dTB6PKZ1mSm4zCC9ob1Oowqb6+tCqWT9ZkVDMUMVNUSuEm7WquRkaKm167lp5Sndw+dIhahx5zw8IoOGZ1RSEL1QkFjhSJUmjLli3QaGjx49LxmNhYAwbQhuhwjgI7eokF9OylIxMnisWcN4/KklhTLUl9+9IjlZ0qJ3/fPtoc5SF16FBKpFJUSXEhS9RIVV1rd5Ei9Qo6HhC7ZY8eVNvUTKwqaNNVUlhMBaEImyqN8kn9ja2TCkJHQYoHmtC0WkAMYCIEWC+DinAkemLSyE9VdkLsgK5xMa5J2n5HFo6Ln9Yt2ae/bowijs29e18MD6dd7bHPP9cdkPb79lKNE/ZP6K1aJqgChQPzfeOD3I9MmyTvj+j/fFjI2bBVRZfTT8TNPfGvINocG2Bo35f9rxXJfv3zo/bSUTjtQOlAkw6d2a45ffLkzEVzaf97KXXfkZhVKaMG0IYSB/VSuQnqrjZpY0al+A44MWcOreTIpM9oZFX1s1uS5Be4f8rGHZ8P3Wi/edv00ZvdgjcPm7ygy9hgYfz23mI8sbWP0y5h6HrbCVE+IyL72ESJ+XPeY02P1jHVRXLdbUOPfb6zF6d3Crb7BOtoYfiqLg57hIUBzoHTheCJNixxwvKu3t8Iq6a7B84RVo+08fpW6LFNCPCzGbJGGLNaXNxpt2AjzekcIa652w/imukp21AXaYtOz2/dc5s4Q+B8p/GLhWUT7XzWCYPXCFMXdPHeIkxcZk8v9Qvp4hApOO0Vuu/tSvMvWfWpypZCMVfVBEE1Roj91GP7SCF0xQDvXcLsdU6L1ghfLheOLZmasqh/3BfuKpWg2tBFtUeI3il0U4vNsHiPrZi4T1BNEaMTMQu2QqI0DrExXh5gxHChh6Ch8MJFoBZkiWIY1EMcbOL6uCT289YMs1VNE+K8PSgx1tWVogeKV3I3b05fNDc/Qbs9eGz+/liKHqiJr8aq0sJW3k5NzfDzK1Crs75YQAPbT+qo7LCVB8cPoYZOGOMp9qjZXVRDxbzF9nWmRO0YR9VOQfWNIOZZJWh3daXH2HBnMf87qhPVP1iLEzus2VPVGkH1taBeYquKFGK/EhdXr7dVfS72VdX6LuLiax2TlvVOXzFB1VegbWkHOalmCPGfeai+ElQBNqmThyZN7J041Fvsez69qIbV3tZiJDdE0H7pSDUZ94WbaqVApVa5CxTtaTc40Drjlnuo5guq8V0oClQFCz8lqaqkM5TiOmmRIHdKj5vkxppMNVdQhQnxc7urVgvxAR5ixqYLaldr1QBh7cohTjG28/eNWzPCdpOv/R432w2+YhgUaUdHJvb7hgvRAwSVm9N2dyGxd69vxwmx7s6bBgvbvWyoESN7CPt6u38xXYjo5bivnxDdTVD3tqEmDg9wmrhdWDHfevoCYfYMYfC/BJedwrg1jtTSE1c50oJii7tZU23Ee7qrBgla565izbgJYrv3FRKmivlMXNyH6m3/qp4skQUuByjw7Wcd28dF1UdQDRdihzmKQfBQR91eJIYjlHl3p8gZgspXiBwg7JhABypO3w2UDtL6ilvJ3rTi1DeL2XFLMq3ZXdA42rGeqXV1pCwl9PSk/MS6Vq9Z6+JAifHdPcQmsJXaIkjQOImLxPVyFWPxQQJFvbRmrXQqXQ58VTrHeBRSUzjFjqDEqHTUKNqxZM6erZIOb24kJrKzYuwkLjvHWSUFTywip5iPAjUKQ3ULSzHWE+kUL0uUT7Uy4tl96fTnC89wQ/PUAmIAEzVNgGVIQ2+6srLS39/f0tLSysoqMDCQnr7cesQzWCohSdNXFS0kxvSqHp/U4sh05OAkbYzjyQOLD20YnfmN3/HjM/bv98rNDUtNHXomfjmNMbG9nON8XGhASlZ/SvMnxHtWj2fSf0aGX0rioHOn1sZFuSRH94+Lc1WrbWgN9NL+eC9NtE18ZLecs+syjgSkpY2mxPT0ySkZs85f2nL07ErVsRnnbqatS/FPzN0yWm0TEO/moOpCu6sNce47VMLehD6jVEKQpuv6+G5fah3CjkwcprELTR36T5UwQ23Ndpm20oRrrKOgsx+1VnURYyltV91Eb7UNrdlHQ3tfgbZiK84mOGnE2Mgj1lleSgyGWOylFhe3UVnrJrpobKU5Bd1Ed5W9bthkHyMu4hUpBlgeMeKG6P/TKHHr4/e50+OgKKdeKuteNedMXKWBTt4Q+3dS2dTdkG+cSx+VsCDWY51KCFEJ3dVihrupbeQZ6H++2maeStinchZbJ6bLLpUQqRKiVQLV59oYd+8YYWGkE2u4+H0eqmjr7KOrDu8fl58XmRYzNiNu5ukDXxzcN+xw7DiaITHGe19MF02M7cH4YbHRLkdSxlNiatJgal+t1oHWvIl6VGxvSjwQOzg5qW/q4bGDkvs5aO2Hpw6mnAxJ/nS81mlOYh/3OFd6Sgf7brHOKzMD/DRdl8d7aOLdd6ttkhL7iD0qzkO3R8Wp3fZRMKR2YU9jNOK24uLct1OipjrzNMNOStS6iotrutGjJsq2uldHi71a/aO17jo1MfbSml3kbi8GbWpxbfFad905E+LFtSUliOVSq2xq3iniyjXRjrpzUj2I64x1l+bswhKvXImgt9svv5RUb0IlLqLV2D234I/SaqOqn/6osqWa/FTTVbcdu0r9Ybi6G/WBEWo3J5VAB0DdpC49WCN2114sPlIJPaPFDtY3Woyhu6lsHMQOKSxWW9P47yWtxF43xKDOL3UYF7Wdam8XzQ/WapVYtPhIsQlidzuybuMX04XeeqEa5zkqYYum60wK7lXCrighjGpePXiu2k57ZEqY2AQ2a1TCIpUQoLaj7fqp7Mftsw7c7bAmTFi0WwgJd56qEhbuFSOmHuKbTuzPn0aJWRr/o22YtMKd0cK3VAOBjsvmCfvmSJ02QlBtF2NTzQ9dqd8m/NiDKmdfrMfa3U5f7LGL/sFB7Abbnak/x+wVu7of9cN9fabssdkd9alUn9YL1LZ+qi7pSXMid3lnbA2kCEzl5zpitzD4xy4L9vXpG23z9XrvfRSZDRRU861Vi7rsPbgo6MCQc4VpBdfOPXli7Bo4Co9KTpwQT6pJ0aFmvR39Jy7to1rR5ehy8UP8A2NHLFsqHufcPlF9IemdO6eKso6J4aC7cHDkSI2n3dnVq+nYlY4x6HiS/p8+fMiuFmCf0lIc9uDmTYrqrkRE1P00GZoKAqyG3GTTVW5oaGjnzp2vSGgiLCzs5dbDAqyEBDE2ohiIYp2jRydXjxBx4iil1XZ9bpCLc5EfaTY2JwubkpL6ajT2iYm9WGJsLFv8ubFnT4LnPPGxxy5x/BAGS3vYhdquI1TCbI2jtRhVVEcPbtW7++fCCy8psZf0KP/bSQGQU00Y5CSmCIOkpyM1drS27rQeKZF2rz4qYZ62q7dKGCMOM+KQs1XrFCkWoccGaWzeIz2GqqxpBx0W6zJRGkICVAINSzNUXSi3w6VYikaFmVLiZ+outOYhUiIdGtP6B4j/4tb9YrvSgmtr5tygFte5J86NRo4YlRji7JQG9UixPj0idWqJgiGqmQnSqOmp6tJNqqWh0kYDtQ60ibkqcZwbrxK+UFtTDvuo9URd/TRdKWNDNdUhJvuMcOL+noFJ3psz59iqrJ00dgey5lG47JPUT6xGte0QlTBWahcpcPFgrU/VEv5r63tQnjdr7J2kLFE6jaPaODdKjNSKhZ0rBam0ts+1jtSmwRp7KsjwX6NDa2kg76LbfF2lp/Y1iY5SQSZpHChuCIp3/0xtExTrvFVtTbHjjFgnihimxLn6xjrNSOrrEe9uo7YZnTqElvI/8tmClAEhx6ZR0Gajtl5/ZtnklIHxV/esz/4q9qeYuQk9J2kd07O/Skrom3psyWdR9ktUXrPUNlR1saeXrkkbvTtzFrXaFJX1OKlPztQ6UYcJ3t+L4vW1UlxFI3psvJsYOCb1DheDierA6MSJ2SkpA7OzV6jFoLA3S8zKWpCePiU7e7n0zuoRH+8RG+t47171dT8ns1fuSOybkRHA3jJskSNHJtDb7eiBaVTzidr+y9XWqzS27EPBsZquXmJPfi6gd5Yq2fr5CIm9BexUz1Wvm/QOcnw+sZfUtfpIoRtV6Ug6zBDfhvbUtZaqbddJLbtM6rfb4lzpDRuiddZtRxepv7lq7KoPZqoPJ8RNuEmPtjVz2qtZJPfc1h3Uv+ZW/mfzuEo9xK6maB7S00EqO+qWgdKbi6pilNrWWnzH2enGiL2kDQ1Wi+935+fX2UtjM0CswOrN9ZASx2ns3Wvep3JNeqqsadMDYoQF0uZYT+6hFg+Tese5rMlZsyJ7RVlF7Yv5yI0bCSdOBKVrJ0WLAb2dbpwdv7XbTjdh1ZzqLG2M7RsZ5ZwWP5riyJgoh+q3/LdSrD+/qypQUPtUx9KJffpQrJY5ezbFZ+mTJ4snjO2tKQ6jA9qTwQsKC9PKy/NPHl2YfWLZ2ROrDsQOulNymnLy7NnjvLxtV6/uefjwJs1TWYlPJBsWAqyG3GTTVa6NjY1Wq2XTNGFnZ/dy66EilJdfpbfi4cPjCgrULPHu3exr16KvXt2dnPxpZmYg2wscPTrtwAHfU6eCKYpKSxurGzbl5KylA/QHD25WVJTRW5omiouPX7gQSnOePh1MS2Vk+F269O2ZM8sGJfcX9+z7e9mqurhrHaqHWGlfyU4ayf9sV9tXY29NEYbWaVWG35y00W5xLuKheUJ3SvSUpsX9b4KnGEtJa3aJdYyO89ints/I8N+jsaPtUsAUH++mjnOVEgMoS6dOLZZCyTH0SE9v3EjKz4+kIlN6fv6+8+c30niZnj6ZypWZOZuGRpqmxLNnV2dlzaP5T57+Yq3WPvHoJJaYl/c9jY5Xr0VtT5985sp2SqTauHRpW9LhsVRkqkDa89KGaD1Hj/6TFs/N3UwDcEGBhnaC9H/p0hZa/MKFEHqJ8kwz0/+tWweo9vLytn+rsUvPmEVNQIn5+XtpwZ9+iqH5r1z54ebNZGq1oqJ0mvPb08FUnyOT+7EKCT4+a2bqkAslmT//nEvNceL2wZOFhx2kMdVrf0+xqrVObM7UW+LFLhFXIuw19qPTRrPE7rHOVL1zUwfRsDR9vydL3JTQfb3aesnhcTTdf3+vmqBNHIGGJdFhuzAwyfu5cT3WRW5Z+h+h6kIj9PqE7v8UAxdPyq2bxs6fxjmKomKdaagbL50stK8JIxylvuFQc67RWho+XaR5HLXPnZV0ihXL4hbnppvI5nGPd9dNnHp06qfJn05On/xcPuPFBT1rilkdMUjhsoe0OG26T0L37rEuPiliBxuROlRcc6zrhIPDByf1XZ29ita5LW/b5CMTQ86HfJbiMyTJe1X2Skr8Mf/HDWeWHyk8RP/7C+KeSkMdPXrt96I1rM9Zvyv3m8zi48MP+ExMG7Pryq7FpxavObtGjBKk83zSqC+Weu7x6dSpfroevy6p77cHh+3MDFiQ1Peb49P7q7ssPzRy6qERc45O/Sq533iN3e5TS6emDPwx5+uvDo/ZfHxWcPrUEQk9Yy9sWn1w+P7c8AkHBvqnjXWRqmvn5R1nSzIf/lKSkjU/M2cdvfepi549+y8KHzcdm65bFZ7xHmJ5pXONUrOKfcMnZSBNUxnFJq5po+7S+7G71EZykwVmBPTa32NBhr+1GOrZs5PBfeK70eNYKvjBkV+dWhJyZtm89Il7zq+bmth3htTB5H9nFsk9f0BlL3Uqt5oN1exDpE/zn9+6t5Rtrzj3mvqUgj8plHeqWWcPrYOr2nZ8opd4tu/5E94earEbeD6/9WlHp/VO6r3/esL+vO+v3TlBb0Y6KNVIZyJXxTnbiScXrekgk445Dx4cTonLEwaIeYipOa0oPfpES6Hbr7tQ6XPqKPFYVB1lLZ6o+05QhwmqaEGzwl787PtfXVSRgmqvoNojzbnLSTpvaq+7E06O6E8dLP/qvppTs2KWUjW+qmjro/HTFBhylEADBIWAtON6/Pje9euxd+6col3o8eMzysquUOLDh7dojKAAkc1Mc966lUqPTZtn4xBgNeQmm65yLSwsiouL2XRRUZGlpeXLrUe8TcOjwpx7OcvOLDtefJymHz55+PjZ45sPfv1GDEVLZWW/fpOfxmx6nxw5uyov/0d6iaKTWu+Bjec3BmYGFtwvuPzzxey72Z4JnuMOj3sszTPi4Ahxn5VQPZ6NOjiyb1IfGvloenbm7HmZs7de+vbHq7tDczacv5my7diMotJzpY9Ln9Ych1FAQGs+UXKi5JcSSswry6M8Uzo9pUd6Wia9gR8/LmX5pEcKMti7ukI69GSJLMNyol6PHhXK88vYgvU9Lnzy5CH9G19Q70umb4iqlyok9nps8k3936uiBqXa++L0F2IwlDKQmnttzlq5YmmC+oBHvAcb/qUx1V0ajaoHBjaO9kjoIQU6LjTMzDw+00YaezykMdhBCokoZfeV3dQBFpxcQE8nHpnoGudKm7teeIT6ycOHRRQXUp1Tm1KGS0pOUGJ5+TWKzu/fL7hafpXSt1zcsiBrwTe531AnoZiDVuhaM7pTD6H+QyunFN8DvqEXQmkGdYHaL8NvzTkxNHGMdaTAhRKnS1HC2LSxYsZiHVziXGg9jtLw2S2hG01TQVzFc102vRPFy/KGpw6nV4emDqWxk4oTfCqYtu6f4c/WybbOCkiL6w63rAbkHOomsmqxqRmeE26IF99QAVlKr0QxSHV+PiBgi8h1/v2l76mNCh8VmtJhTByH6A2SV6bnrhzy2rZf3q7b4v2kqH1g8kDWjuUV5VQEWgl1M3pkTUZNQG3BOhg90jSl0EvpRelyB2PvYto0S6TO9lRf36bZqH2priLzI8Nyw07eOrgxI+C7i5up0qhnfnb4M8oD9Q3qBtHXotmcuT/n0k6A8kN7hqQbSUEngqgItEOg/Q/1sTN3TtNL7PiBapJyJc55fObOKzsp8puTGcg6Pz0+efb4ZEnWiJSBC0/MYW108HbK8euajGuRn2kcglOHUbhvJ548E2Mjd60YzzlKZ8Tpf0GcGx0/DNnfg1UdlYLVJ+1DRksdhuLLxCu7M26msAsGXPaJzW0b3eXMxfDLl7fn5//IjqzEM17SGdNfoy5V9YezumfFNHukk2R7pesmKfDaJE4kbxtAUfJBzfDqxfdJ8++SFowRNJvtYzc538xJvJAWYqirsH2UKYkMrYcVk81Dj7TjpYMBKhEd+Enl2ktH1+fPr2fhZkrKADqMZHFnUpK3bnSYmOgtPVZfo5KaOiQhwfPgwWHs5K6xDm0YHXnSYe25c6spAqaDZ8oP5e3atX1Hj04rLDx040YCDWoPHtxkp5aNFNM4BFgtU6tWrSoqKtg0TbRu3drIzEauFSPioV6iePrBLc6NjUPdpEPMvfl7af9FuyraJ9JejHaOtAOlnRHbk7KRr+hREQtuGNqjUUTF9jL9pVNK/WpOq0w/Pp3CrDN3z1AQcK70HO0HaUcsL0h7wwaqKNBFzUfh6WMDe1iWvi1vG41VK7JXUBPPz5pPQ92+a/vYkDMrY9aM4zNYrEBoYNtzdc+BWwdYInUS3WiAtamhbZmIVkhroB5IG3pYsxN8qG9vSGO2bldkW2eJYjD3Swn1N+qxtB62TpZI/5RzihXkfOpmmDoz9XCqjQlHJsRdj6M6oSJT0BP9UzSN8Z8mf7r49GJa55JTS2gIH3FoxPCDwykCWHhyIYVKnx/7XKg5wSYHWIQG+NVnV7NX6Y1G81Ng1yepDz39KvsrChYpOqHy0qZfpd5eGtUttThlkmqGao9iBXrDsjpskvwwrMleevH6Lku7uFph6J07p/ZIH51PVnVxoojz+Wsu2buD2pH+KeyjfkIHMNSpaD3p1yJHx7lsPDadrWffpT3TEj+jt8zSowsP3TpYa7u3SzLu379OEcDx4zPy8r7LyPC7enXXwYMjcnI2nD4dnJ29oqQkKy9vW84Pa9UzuhyZPzYnfH3ud5vvnD6dt2PboQPDpWv+rFW9xeu6kqb2Uc+wObB0sCpMiP265jIP6fK+lIiBByJ9cjM3ZxzyO5O59OzZVWmHRp06FUzRW2bmbIpFpHPw31LAxz77psT09Cn0tLj42NWre8SPKZ4+vXs3m+K5pKTeKSmDKGzKzJxDc6amDtMNm+Lj3aXLDByeT/SQL0phQZV0YUlv+VKT2Fgn3TkpRCssTKNgiII2Oh578OAWxUZ1D4x1o0aa/uWXEnaJC3uU/9kVL2zNarUdC1jT0yfRxJkzX1IoRkWmkIu2RSWlms/N/YaympExi+qEaub27VSaobT0LB0TUpeoQoDVCLKzs+3s7N56663GvMhdwTNYtGsYkCKex+6X1E/3QJxFXb3kz4OkncjIQyPpcVDKIJZIIwSl0+6YdsQ0ctNg45Pi453kTeNN94Tu4jmP/T1oKJI/l6GhRbk6gIalG8fQkL/l4pbSx7i6Vj+9l+bQO4JqjGKytMK0WidsaH4KpOTzxBQB4BijOSsuPs5GaBqMacw+dXHLivQpMRfDKT7undR7XJr4yeY26bMtikfZvq6v9NE5vWuMrJbeYvRP0ZjXfq/lZ5bTbjMgMyBZuvFdVc2JedZzqKuwKJMOY6qkO3tROkXtdKxLvYsOHuI2T1B9K8R/4VGYllZ8XDyvz76ZKN4Z7spx7S477U6HmtNa0rc9ooXnIo8Yh+r47Lkrbt3EE2Y1X8Vgr6bu8VUt75K8vZ/unLFa8YsI1def0VaixDNnqTG+mhjbY0mfJ0Z6HVQNO7htePw3HufUa1M2DspL+C7z+8ALqlDK3q0jqRQ/5Zxez04pVVSUUzBHwc2tWym5uWEU2ah0voBCARmFuYcPj712LZrCTYo7KR49ffoLipCys1dmZs2/eDGM4icpYFqekjIwJ2c9RUhpaWMojJOaT7z2g57KpwPlqItdNKwTitnJNaCT6MgurGTVcujQKARYDc7a2nrRokUPHjxozI0qeA1W8OlgevfS+5bez/RWpz1CxJWIxacWDzs4TPczEfYpBvs0pEdCD5pz1bnqGykNPiBeNeKT6sOeZpVk0fhBo0sQ/ZWI93Kk/YLvAV86rD8lRf0AAOalsDDt5s1kQ5/ayxH21fKrtJN0jHW0k64Vm5I+xdAK88ryxLuYyNe3SdcRWtd8a5gOeunYdcHJBRR1/fPoP2ma/rvHd2eflVNUxz7Clj9TnrxJvGkcrc/ITf+vpu46vn1W0kbpqxWbbcVIaI+gChEftfMdxVuZzJMu+dolfWEzWkje9GlkuF1qqI94Y5St1R87qnZZh6uE6D1dNm913BnmqV3XY+tmm4S53Wlx7VQH8XuRDtL9SgZV30Ks1i3u2J3S5Pu6sZtZsNvCZQYEiPe5mDHjelzcxS1bfoqOPjJhQlbs3O+krzyHqK2/VAnjpU/qx2i6DhG/lSIMkb6f8aXGdqxKmCd9+aavSgiWvqOQfnjR+Y0bi9LTzyxbdiUi4l7+hRuZSRR03jgU/+RR+cUT4SWFWfSYffir/PzII0cm5OZuptA5NXVIzfdOJlJMlp29nF2ITEEbPT1wwGeP+AnmYHEejb2fSkCA1eDefPPN+/fvN/JGQ0JCDH2LsF5NbmRmOmCiSOtK2ZXoa9HpRekUKkVSRyw84pfhR8dMbB52xYxXonjhTveE7hOOTKBwTe/VFVU1h2IAAC0YOy+lLlAHZgayE0560X6VBR2fHf7Ma7/X5tzNo9NGLzy5UPeAln1RQ466dK/VkxPZ5ZL+qdP67+22JnnhxvMbt+Vt+y7vO9pRHy48HJYblnMvh7LBTpFSxip+eahO+Fdh/sWIHUHqyJUJIYvWLemX6D9pyWdCxLAe/5wvBM4UBq/p4rRbGLdSvNRs5EqbsV8Kk+cLvhu7uOwRhkr33usVVX1xoeMe8XHMOge7SGH2aq/wA19psn7Y+fXML5b1Dlk4aPC/hC/md+8bKoxY0WXb1L6rxzv+OGdMwAzhh5m+86YIK0Zarx4izJkmbBzpOH6xsHKc/YivhOmBwoJJwtS5wt5ezpF2wr9miYV10lR/I8pZ+v6Kg8ZW98OWrlKIWetrUvOWiJGcfAPk7e7Cpj5CXL/e6wYJScMHf91P2OvtwhLXfT+1917Xb34MmjvHITR46IAoj+7RXddE+43Y6vGD9qug74ZuVX8xd+/oKRH9/nlgAq0rOHPR1IOjgo7PEBBgNYIPPvjgaqP/pF1lZaWfn5+lJCAgQPc+WEoFWKajeIvezOwraQAA8EJlFWXLziyj/1rXFB4vPk5Hs3uu7qGd6q6ru0YcHBF6IZTiJAqbUm6mrD67moInirFWZK+g495Td07RerLvZrNvAVs/f9s89q0U+Tu2g1MH22vsx6SNEcQvFFd/nYWdaWMfaLrHP/dtXJcYMayxjXlune6xblKI89zdBF2le7DZ1XxruHpx6Yul8td+WXTIslTryyIuanEex5jnIqT+253lR/l/4mrnYSuFoEUutlFCj+1d+m2y8dghDP1BPLE39nuvvpuFcavs2G2cJ65x8Q4T5i31dNsh+HxtyxK7b5duRrhNjA7ZnaLFiSgWKUq3Pqm5baGN9JLTnuduJsLmd95bHVxSzSDAanBff/11nz59bt261VQZeBX89A8AgJYq+lq0a5zrrOOzbNQ2FEX5HPChCXbJLItp5H/2HSb56xd20s859Enswz6FYIsHnQgamjp055Wd045O23Rhk2Oso2eCJyVStKf6SRV8OvjQ7UPbL29PuJFA26VQj6YHpgyclzVPN2ibkC6e75mRMYOCuSGpQ9hVvOzLT+xbHexzT6Hm1iSj0kbRpnsl9nLROstxYfco56lzxXNaoX2FZaMEjZf4c2T7vbwi7QR1zS+AaR0cwr1+/Sxyu7s4s3OMGAI6P387D2fpvoDdNM/Fkb5bne0ihVFbxSjNNtp68Drrfl8Lo74RzwuO3CrWlfNua5eILjRP4DzHwf8SZi5xpEjLK1zY5YgzWI2w4aa4k7tSzCirAABgXOGjQnZ1PPtubFphGj2lACgyPzL0QuiU9CkHbx/ceH5jVkkWhUfpRek593Lopev3r9Njwf2Cmw9u1v0uy8MnD028wONEyYmr5VdpJewGOrpf/si+m03RWPmT8tRbqbRCmpNtjs3JPktlG6Kl6CXK3oQjE2LzonPDwtgPVp5ZtuzeuXNX9+x5eOtWgVp9NzubJV4MD0/q3fvStm2nFi++EhHBElef/IrCta+yv/I94EuhobpAvS1v28k7J6ns9EhVQdlgiQ9+KS/LE780SrUhfpOgtJT9bndhUT49nruQ9uhR+cO7JSUFV+4XFIg/AH/8ePLnE86uWhXn6srPAMpLOZXFT/8AAAB+NPRVv88eP+ZnAOWlnMrip38AAAAoiJ8BlJdyKouf/gEAAKAgfgZQXsqpLH76BwAAgIL4GUB5KeerM9Pr8QEAAJoPfgZQXsqpLH76BwAAgIL4GUB5Kaey+OkfAAAACuJnAOWlnMrip38AAAAoiJ8BlJdyKouf/gEAAKAgfgZQXsqpLH76BwAAgIL4GUB5Kaey+OkfAAAACuJnAOWlnMrip38AAAAoiJ8B1LzLGRsb6+Li8uabb7Zv337MmDElJSUsvbKy0t/f39LS0srKKjAwkJ4aT68vfvoHAACAgvgZQM27nO7u7lqttry8vLCwcPz48T179mTpoaGhnTt3viKhibCwMOPp9cVP/wAAAFAQPwNoyylnWVnZO++8w6ZtbGwo8GLTNGFnZ2c8vb746R8AAAAK4mcAbTnljIqKcnJyYtMWFhbFxcVsuqioyNLS0nh6ffHTPwAAABTEzwDaQsqZlZXVsWPH3Nxc9rRVq1YVFRVsmiZat25tPF2v14xqsKIAAAC0WPwMoGZWTr3xTUpKSocOHY4dOyan4AwWAABAM8TPAGr25YyIiHj33XczMzN1E3ENFgAAQDPEzwBq3uVctWpVhw4dzp8/Xys9JCRE77cFDaVX1bPJ+ekfAAAACuJnADXvcta9NKq8vLxKut+Vn5+fpSQgIED3Plh606sQYAEAADQ8fgZQXsqpLH76BwAAgIL4GUB5Kaey+OkfAAAACuJnAOWlnMrip38AAAAoiJ8BlJdyKouf/gEAAKAgfgZQXsqpLH76BwAAgIL4GUB5Kaey+OkfAAAACuJnAOWlnK8OP5UDAADwivgZQHkpp7L46R8AAAAK4mcA5aWcyuKnfwAAACiInwGUl3Iqi5/+AQAAoCB+BlBeyqksfvoHAACAgvgZQHkpp7L46R8AAAAK4mcA5aWcyuKnfwAAACiInwGUl3Iqi5/+AQAAoCB+BtCWUM7i4uL3339ft80qKyv9/f0tLS2trKwCAwPpqfH0+uKnfwAAACiInwG0JZRz0qRJX375pW6bhYaGdu7c+YqEJsLCwoyn1xc//QMAAEBB/AygZl/OnJycv/zlL48ePdJtMxsbG61Wy6Zpws7Oznh6ffHTPwAAABTEzwBq9uXs0aPHjh07qp5vMwsLi+LiYjZdVFRkaWlpPL2++OkfAAAACuJnADXvciYkJAiCwC6l0m2zVq1aVVRUsGmaaN26tfF0vV4zqkHKAwAA0KLxM4CaWTlrxTedOnU6dOiQ/JI8G85gAQAANEP8DKDmXU5DJ5ZwDRYAAEAzxM8A2nLKqdtmISEher8taCi9qp5Nzk//AAAAUBA/A2jLKWet+2D5+flZSgICAnTvg6U3vQoBFgAAQMPjZwDlpZzK4qd/AAAAKIifAZSXciqLn/4BAACgIH4GUF7KqSx++gcAAICC+BlAeSmnsvjpHwAAAAriZwDlpZzK4qd/AAAAKIifAZSXciqLn/4BAACgIH4GUF7K+erwUzkAAACviJ8BlJdyKouf/gEAAKAgfgZQXsqpLH76BwAAgIL4GUB5Kaey+OkfAAAACuJnAOWlnMrip38AAAAoiJ8BlJdyKouf/gEAAKAgfgZQXsqpLH76BwAAgIL4GUB5Kaey+OkfAAAACuJnADX7cp46dcrDw+Odd9559913w8PDWWJlZaW/v7+lpaWVlVVgYCA9NZ5eX/z0DwAAAAXxM4Cadzlzc3Pff//97du3371799q1a76+viw9NDS0c+fOVyQ0ERYWZjy9vvjpHwAAAAriZwA173JSRLVhw4a66TY2Nlqtlk3ThJ2dnfH0+uKnfwAAACiInwHUvMvZrl27efPmtW/fvk2bNsOHDy8tLWXpFhYWxcXFbLqoqMjS0tJ4en3x0z8AAAAUxM8Aat7lbN269dChQwslPj4+I0eOZOmtWrWqqKhg0zRBsxlP1+s1oxqsTAAAAC0WPwOomZWzVnxjYWFRVFTEpinGatu2rZyOM1gAAADNDT8DqHmX097enuIqNn379m05wMI1WAAAAM0QPwOoeZczPDx8yJAh8keEo0aNYukhISF6vy1oKL2qnk3OT/8AAABQED8DqNmXc/78+W3btrWysho2bJh8kXtlZaWfn5+lJCAgQPc+WHrTqxBgAQAANDx+BlBeyqksfvoHAACAgvgZQHkpp7L46R8AAAAK4mcA5aWcyuKnfwAAACiInwGUl3Iqi5/+AQAAoCB+BlBeyqksfvoHAACAgvgZQHkpp7L46R8AAAAK4mcA5aWcrw4/lQMAAPCK+BlAeSmnsvjpHwAAAAriZwDlpZzK4qd/AAAAKIifAZSXciqLn/4BAACgIH4GUF7KqSx++gcAAICC+BlAeSmnsvjpHwAAAAriZwDlpZzK4qd/AAAAKIifAdS8y3n58mUvLy9LCU3QU5ZeWVnp7+9PiVZWVoGBgfTUeHp98dM/AAAAFMTPAGre5bSxsQkKCiqVzJ49m56y9NDQ0M6dO1+R0ERYWJjx9Prip38AAAAoiJ8B1LzL+fbbb5eVlbHpn3/+mZ6yaYq0tFotm6YJOzs74+n1xU//AAAAUBA/A6h5l7N///7z58+/d+9eaWnp3Llz6SlLt7CwKC4uZtNFRUWWlpbG0+uLn/4BAACgIH4GUPMu5/Xr1z/44AP22zU0cePGDZbeqlWriooKNk0TrVu3Np6u12tGNViZAAAAWix+BlAzK2et+MbNzW327NnyNVj0lKU3whksAAAAeAkvHwSYFfMu51tvvdUk12BVNXwM3ghdEJtoDuvHJprJ+rGJZrJ+bKKZrL9xNtGymXf1UcA0d+5cdgZrzpw5csAUEhKi99uChtKr6t+T8ObhZBMtoAgtYxMtoAgtYxMtoAgtYxMtoAgtnnlX38WLF7t37/7/JJ6ennl5eSy9srLSz8+P3R8rICBA9z5YetOrEGBhE020fmyimawfm2gm68cmmsn6G2cTLRuq7yXhzcPJJlpAEVrGJlpAEVrGJlpAEVrGJlpAEVo8VF8zhZ7dTKAhmgk0RDOBhmgm0BDNH1qomcKbp5lAQzQTaIhmAg3RTKAhmj+0UDOFN08zgYZoJtAQzQQaoplAQzR/aKFmCm+eZgIN0UygIZoJNEQzgYZo/tBCzRTePM0EGqKZQEM0E2iIZgIN0fyhhQAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgALAAAAQGEIsAAAAAAUhgCrMVRWVvr7+1taWlpZWQUGBtJTll5aWjp8+PA2bdq0bdt2wYIF9VrWUDoY91oN3URTKhMNoSy9DWEkXYaGUJbeCo+NjXVxcXnzzTfbt28/ZsyYkpKSuguiIZSltyE0Go2Dg8Nvf/tbaogRI0bcvn277oJoiGYLAVZjCA0N7dy58xUJTYSFhbH0kSNH+vj43JYMHDhwy5Ytpi9rKB1MUWsvZkploiEagqFAykiAhYZoCLUq3N3dXavVlpeXFxYWjh8/vmfPnnUXQUM0hFoN4ezsHBkZSYfiZWVlixYtoqi37iJoiGYLAVZjsLGxob0Vm6YJOzs7Nv373/+e9l9smmIse3t7eRH5bWZoWUPpYIpaezEjlYmGaFCmB1hoiAZlJKKlof2dd96pOycaoiEYaQiKd99+++26c6Ihmi0EWI3BwsKiuLiYTRcVFVlaWrJpCrDoKZumSEtOr9J58xha1lA6mKLWXsxIZaIhGtRLBFhoiIZgZFyPiopycnKqOycaoiEYaoj79+8vXbpU91QiGqL5Q4DVGFq1alVRUcGmaaJ169ZsetiwYUOGDCmUDB48+I033jB9WUPpYIpaezFTKhMN0RBe4iNCNERDMFThWVlZHTt2zM3NrfsSGqIh6G0Idm3WH//4x0uXLtV9FQ3RbCHAagyGjiTu3LlDcZWVlVW7du2Cg4P/9Kc/mb4sjk5ehelnsF44DxriVbxEgIWGaAh6KzwlJaVDhw7Hjh3TuwgaoiEY6vk///zzggULunbtWvclNESzhQCrMZjyWfjGjRsp2DJ9WXy+/ipMvwbrhfOgIV7FSwRYaIiGULfCIyIi3n333czMTEOLoCEagpGeTzGW7sVwMjREs4UAqzGEhITo/TbHkCFDCgoKSktLd+7c+f7771+4cEFeRH6bGVrWUDqYotZezEhloiEa1Etcg4WGaAi1KnzVqlUdOnQ4f/68kTnREA2hVkMMGzYsJyenoqLip59+mjJlit5rsNAQzRYCrMZQWVnp5+dnKQkICJDvRxIeHk7HiG+//ba7u3tWVpbuIvKbx9CyhtLBuNeexxKNVCYaooHobQjj6WwCDaEsvRX+Wh3l5eXyS2wCDaEsvQ2xe/fuv//97//2b/9GR+Djx4+/c+eO7vxsAg3RbCHAAgAAAFAYAiwAAAAAhSHAAgAAAFAYAiwAAAAAhSHAagyGfjm1vj/SacovsBpZvNZFlBYWFvXKre4aFKkWAACAlgojZWMw9Mup9f2RTlN+gdXI4rpWr149a9aseuVWhgALAADAOIyUjU33l1Nf5QZxtX6BVdcLF3/8+HHHjh2vX79er9zKEGABAAAYh5Gysen+cuqr/MRBrV9g1fXCxcPCwkaNGlXf3MoQYAEAABiHkbJR1frl1Jf+kU4jv8D6wsWfPXv2X//1Xzk5OfXNrQwBFgAAgHEYKRtP3V9OfbkzWHXXU+vac+OLR0RE9OrVSzdF76XrRn7nFQEWAACAcRgpG4neX059iWuwXvgLrMYXJ//4xz/S0tJeIrcyBFgAAADGYaRsDIZ+ObW+P9Jp5BdYTVkt0Wg0tra2L5dbGQIsAAAA4zBSNgZDv5xa3x/pNPILrLqM/Manvb19VFTUy+W27kuvXjMAAAAtEsZIAAAAAIUhwAIAAABQGAIsAAAAAIUhwAIAAABQGAIsAAAAAIUhwAIAAABQGAIsAAAAAIUhwAIAAABQGAIsAAAAAIUhwAIAAABQGAIsAAAAAIUhwAIAAABQGAIsAAAAAIUhwAIAAABQGAIsAAAAAIUhwAIAAABQGAIsAAAAAIUhwAIAAABQGAIsAAAAAIUhwAIAAABQGAIsAAAAAIUhwAIAAABQGAIsAAAAAIUhwAIAAABQGAIsAAAAAIUhwAIAAABQ2P8H3bPrtA4M8FoAAAAASUVORK5CYII=)
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