Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit261-03-20020306_225700_20020307_034100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/06 |
Start Time | | 2002/03/06 22:57 |
End Time | | 2002/03/07 03:39 |
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 | | 12.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.78 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit261-03-20020306_225700_20020307_034100-constBx0 |
Minimum Dst Value | | -20 |
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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Zs2bpgmnVqlVWnxa0FV7mYJOrYx+EEEKclIMHD7788sstW7asx+1UFri4uPzv//7vypUr7edKHQfq3OVMT0/v0aPH/9Pw8fHJyMiQ8NLSUl9fX/l9LD8/P8vfwbIaXkaBRQghpGnx17/+9YMPPigsLLw7ySGhLVu2/OMf/4iIiLBzmjoOVJVyGos69kEIIcRJgau6efPmXU70+PHjTzzxhJ0T1HGgqpTTWNSxD0IIIU5KQ7kq++mq40BVKaexqGMfhBBCnBQKrIZFlXIaizr2QQghxEmhwGpYVCmnsahjH4QQQpwUCqyGRZVyGos69kEIIcRJqbur0n+C4d57733ooYcGDx6cnZ1dx3TVcaCqlLPuVPrBj4bODiGEEGIPQwSWHNy+ffvs2bPTp0/39PSsY7rqOFBVymks6tgHIYQQJ8WOqyo4cKAoJcXRGIqKiu6//34cTJgwYe3atXr4mjVrEFKTdKv9timhSjmNRR37IIQQ4qTYclXnoqJMbm54VauxLFewcnJy/Pz8vLy88PH69esdOnTYuHEjjjds2IDjGzduVJtuTb5tSqhSTmNRxz4IIYQ4KbZcVXZQkAis/Pj4amOwxNXVNTk5Wb46f/5869at/f398Y7jmqRbk2+bEqqU01jUsQ9CCCFOii1XVXrrFjTWuagoh2LIy8ubPXt2p06d9JB58+bhhA8++KCG6dbk26aEKuU0FnXsgxBCiJNi4CZ3obi4WPZggaSkpEcffXTz5s1//vOfjx8/XvN01XGgqpTTWNSxD0IIIU6KsQKroKBg7ty5bdu2xfHly5effvrp6OhoHP/000/PPPPM1atXa5iuOg7U6csJEd2tW7cHHnjgkUceWbNmjQSWlpbOnDnTxcXF1dXV398fH+2HO4o69kEIIcRJMfB3sMCDDz7Yt2/fjIwMhI8cOXL16tX6acuXLx8zZkwN01XHgTp3OdPS0h577LH169dfvHjx1KlTQ4YMkfCAgIA2bdpkauAgMDDQfrijqGMfhBBCnBT+knvD4tzlhKJauXJl1XB3d/eQkBA5xoGHh4f9cEdRxz4IIYQ4KRRYDYtzl/Ohhx6aO3fuww8//OCDD44cObKwsFDCW7RokZ+fL8d5eXkuLi72wx1FHfsghBDipFBgNSzOXc7mzZsPHz48V2Pw4MGjR4+W8GbNmuk/eoYDnGY/3Cr32KXeykQIIYQYAAVWw+Lc5WzRokVeXp4cQ2O1bNlSD+cKFiGEEJWhwGpYnLucnp6e0FVyfP78eV1gcQ8WIYQQxaHAalicu5xr1qwZNmyYfotQf0x01apVVp8WtBVe5mCTq2MfhBBCnBQKrIbF6cs5b968li1burq6jhgxQt/kXlpa6uvr66Lh5+dn+TtYVsPLKLAIIYQ0LSiwGhZVymks6tgHIYQQJ8XAHxq99957H3roocGDB2dnZ9cxXXUcqCrlNBZ17IMQQoiTYuBf5dy+ffvs2bPTp0/39PSsY7rqOFBVymks6tgHIYQQJ8WOqyooOFBUlOJoDEVFRfJnz+3bt//222/18FOnTj388MP4ttp0q/22KaFKOY1FHfsghBDipNhyVefORZlMbnhVq7EsV7BycnL8/Py8vLzwMSws7L//+78RKN+OHTt2yZIl1aZbk2+bEqqU01jUsQ9CCCFOii1XlZ0dJAIrPz++2hgscXV1TU5Olq/+7//+7+uvv8ZBenr6o48+euXKlWrTrcm3TQlVymks6tgHIYQQJ8WWqyotvQWNde5clEMx5OXlzZ49u1OnTvJxy5YtTz311K1bt4YMGfLxxx/XJN2afNuUUKWcxqKOfRBCCHFSDNzkLhQXF8serDLtZ4+efvppX1/fJ5544vr16zVPVx0Hqko56w7/i5AQQogTYazAKigomDt3btu2bfWQDRs24IR//vOfDqWrjgNVpZzGoo59EEIIcVIM/B0s8OCDD/bt2zcjI0P/9vvvv3/yySdv3rzpULrqOFBVymks6tgHIYQQJ6W+XVWfPn2++eYbR9NVx4GqUk5jUcc+CCGEOCn156pu3779+eefP/300/ovNdQ8XXUcqCrlNBZ17IMQQoiTUn+uCjE/8cQTCQkJtUhXHQeqSjmNRR37IIQQ4qTwz54bFlXKaSzq2AchhBAnhQKrYWkK5czPz3/ssccs26y0tHTmzJkuLi6urq7+/v74aD/cUdSxD0IIIU4KBVbD0hTKOXHixHfffdeyzQICAtq0aZOpgYPAwED74Y6ijn0QQghxUiiwGhanL2dKSspf/vKXa9euWbaZu7t7SEiIHOPAw8PDfrijqGMfhBBCnBQKrIbF6cvZs2dP+b9JyzZr0aJFfn6+HOfl5bm4uNgPdxR17IMQQoiTYuAPjd57770PPfTQ4MGDs7Oz65iuOg7UucsZHh7u5uYmW6ks26xZs2Y3btyQYxw0b97cfrhV7rFLvZSHEEIIMQgD/yrn9u3bZ8+enT59uqenZx3TVceBOnc5n3766d27d8sxV7AIIYQQHTuu6kDBgZSiFEdjKCoq0v/s2c6iAwWW4NzltLWwxD1YhBBCFMeWq4o6F+VmcsOrWo1luYKVk5Pj5+fn5eVV6ZzVq1f37t27JunW5NumRNMpp2WbrVq1yurTgrbCyxxscnXsgxBCiJNiy1UFZQeJwIrPj682BktcXV2Tk5MtT9i+ffszzzxTXFxck3Rr8m1ToumUs9LvYPn6+rpoQHFb/g6W1fAyCixCCCFNC1uu6lbpLWisqHNRDsWQl5c3e/bsTp066SFHjx598skns7KyaphuTb5tSqhSTmNRxz4IIYQ4KQZucheKi4v1PVi5ublPPfVUTEyMo+mq40BVKaexqGMfhBBCnBRjBVZBQcHcuXPbtm0rH3Hw5Zdf1iJddRyoKuU0FnXsgxBCiJNi4O9ggQcffLBv374ZGRlVv+JThFZRpZzGoo59EEIIcVIaylVRYAmqlNNY1LEPQgghTgoFVsOiSjmNRR37IIQQ4qRQYDUsqpTTWNSxD0IIIU4KBVbDoko5646dDX2EEEJIY6NBXFV+fv6//du/2TlBHQeqSjmNRR37IIQQ4qRA6KSmpt7lRKdOnfr888/bOUEdB6pKOY1FHfsghBDipIwePXr48OElJSV3J7nCwsK33nqrZcuWR44csXOaOg5UlXIaizr2QQghxEnJz8/39va+527xq1/9ytPT8+DBg/ZzpY4DVaWcxqKOfRBCCCEGoo4DVaWcxqKOfRBCCCEGoo4DVaWcxuIs9lF669bPBQXFGRlHli7NDg7eMWhQ7LhxN69ebeh8EUIIURRncaB1x7nLGRoa2qlTp/vuu+/hhx8eO3ZsQUGBhJeWls6cOdPFxcXV1dXf3x8f7Yc7ilPYx+3r16MGDgxyd8e7yc0txNsb73jlREc3dNYIIYQoilM4UENw7nJ27do1JCSkpKQkNzd3/PjxvXr1kvCAgIA2bdpkauAgMDDQfrijNHL7uJabu9/fP3H+fFFUUc8/j/foYcN2Dhmyd/JkCK+GzmBtQLbxKjl5MjsoqOjYsUOLFp3aujVp4cIDs2efCQvDwdmwsLgpU06sX5+3d29uTMzJTZtQ2DPh4YeXLMEluLAoJaX01i0cILYbxcVl2gpfg9TG5exspHtk6dIEX9+LR46gID8XFMjK4pVz5y4kJeFblOJmScmZ0NCLdp/HIYQQ56KRO1ADaTrlLC4ufuCBB+TY3d0dwkuOceDh4WE/3FEauX2kBQaKtDr09tvQHyVZWXDSTqGrIC+QT+ghvM7v2iV3NqOHDz+ybFm4j8+2bt3wQrki+vTBe1DbtlLMIHd3vIf36CEfywPbtcO7nK+fufPFF/G+d9KkYE/P3SNHIs6wzp3T16yJnzbtbGRk8vLlEDSQaKmffno6KAiBSB1SNWPdOgQeCwiABoI2KtPUHt7xUe7A4oTCo0dTVqxAtjM3bMDluXv2QNhBJCFOBOIr6N3j69ahLIcXL0Yewjp1kixt07K9Y9AgZCmyXz8pi2jiqOeek3N2v/TS9t69Uz/7DJejcWPHjUNsifPmxbz0Utb335vzGRKCRE9+/z1SRAb0fBJCDARTMoxReC84cAC9DN0NB2XaUNDQWat3MNZheLxeWFj3qBq5AzWQplPOLVu2eHt7y3GLFi3y8/PlOC8vz8XFxX64ozRC+9C3W8GjZ23eHOrlBZdstTNcSEqCJ5YlnAbkWm4uRiVIKLwOLliA3O6fNcssnvr3v0Mhde9uKZtCO3Y066ShQ81n9usnCmnHCy/g476pU6FOorWvzKJk1Ch8jJ861VJ7QVPrqusXKSb6TEtIl2LB2plhXbpYnin6bN8bb0AMRQ8bhqRxrUQe3rPnHfnUbshWSiikQwdLabW9Vy80U6R2AxcFsTxTLqwUKDd5Q7VI9JfEJtWiv5A3ySdEIYyh5OTJ3JgYGMO5qCi84+PPFTfTqyLaEeaEF6RhTnT02fBwqDe0l8j0/Pj4opQUyDhod0QLe4OaTF+7FiGZGzciEO+7Ro1C0juHDIEE3P/mm2jctNWrEQglKmr13I4dEJ0F+/fjPTc2FgM38ibRXsvLwzFyKHkw1upgcg1u+Y2ZWk/DMPJAbRQmJ8Me0I72T7barNLcsDHDG11Au6N0MC2Y3KVjx2Bpl9LTYeFieBgSJfN5e/aIiWICA7uFhVvmECaNnhUzdqy5/1Z0+V0jR2JAgIVjMpa5aZOMadeLilAWdDdzQmlpujGjH9mqgUoYOCVG6TAxK0pNRbns9H37SNn3Tp6M4tSxEzVCB1pPNJFyJiYmtm7dOi0tTT42a9bsxo0bcoyD5s2b2w+3iv0f/EDPbDxrQsiJLH5EDhggjhmOxGofRu8SPYFRRk7AmbgcYwE8MbqNaDLM0qQf2ulIlqNGJTCI4HKcgDgvHT8O9ww/jdEH3jfp7bejBg48qN2+lNzqL1EqomzM+qlvX7zHT58OFZKg3fHE5RgET23dilxBJchNQ7yQB4zvem4x0CM5BMpHuR+HqzDKnIuMTFq48Fx4eNyUKRhxDi1ahFzFvfYaEpJ36DmMlTiIfeUVvCf4+pprdeBACUROqsomkVai+bZ16SJnRo8YYR55R40ya6CuXVE0hCfOmYMYjn36KcZfDLvIISofdYVaQv0jLTQK1AzG94uHDkGgYECE8rhw6BAKbl7Ge/99RAIxivaNGTMGL+QkfsYMJLFn4kSpOqk9qUl9112QFiirYqJfzdJz+vQdgwad3LQJkZ/+6af4adOSFiyIffllqEZUEU6IHT++/HJNdIqK1RfVyoWgpkr1hCzVoS5VywO7djUf6IuOmnoO79XLfLlWY/qBJIGY4d5g1akrV8aOGwcNh1pCK8MX4oUGlRa3nELA5OAO8W62urQ02AB855mwMFhO1qZNsLoDc+eidKhDGCFiRlXrl1fr8MSWEDm6BixKmgwVhQO80GSwcxgYWhPmJ07UMmZcjgOY3OElSwqPHsWZDvk5WLutnohw5AflhTjI2bEDho0kYDZIC19JJ5XUMbNCL4BRwczQBeAvcXJ+QoK5a3z3HWr7yAcfoO1gFYfffx9+NDs4GLZxftcuxGa+YX31qtxel/qXQOlZSFdGFX2B2TIbJVlZsPb8xEQEHnr3XcgRtMKJr79G1zu1ebM5G6+/LoF7Jkwwaeu15jMXLUK5kETNa8kOaCy0O2Yjkk8U1nKqI9YoginkzgkMeqUeCayl/HI5UxsNfrFwrdNJVHpVoDLN40anTpF9+yLRXdqwkDh7NjKzb8oUTD/wSv7gA1hj+pdfws7T//lP1DlqJmHGDJwD06paFlgXBofzO3fiTGTvfHQ0BljUFXqEVZeEGVH5rE8rL+oWZzq05CZ2Kx1TJoTmUeLttxEVukMtmoMCy5nYsWNHq1at9u3bp4fchRUsGBnMGoaOoQrO78Cbb8KbwvMd/+ILjE36RnLYce1MsCroPHAJsv4EDy2DOAY7JCrOT7d+dFRbkWCoFQWAQQ3OHj0Z71AA4phjXn5Z1xY4DS4ZAwqkZKVsoDMjAzJ8YGjA+7mICHRCDLU4hgLAVXiFtG9vzlK/flWHLXHMSBSp43VgzhycdnLjRvhC8xarO51oPc1oLRFHK+OOOFE9UBwbjhEI/22WIyYTmhheCq2PcQe1geaW/WG4HGciBHmWeby4RtFShmdbakbyiUSREDIpty3QsrBP0VLlXkFTM+VCR18A05boKrVOeWCF7pHlsfJ2rNBSiM0swsaN04Wyru/3z5oF40EG0CPMdzPnzsW1cN4I3KupWH3ZTwSo3PDVHV75Mxl3ZkkW80IrXJqIb7QCooLQhGPGS5RuuUurONPqOqi84DDMS57DhokZw6RxgMaFJaMOYYcy70d+8JX5YZHnn5e+I75TnPQvJq1VWqTmhGDYO158ESckvfUWciI9QvKsZwYZFukvrYbujO6DdM2DyezZUGxINOOrr5A6PJm4tH1vvIEaO/zee4gTahtnwr9KScsb984FVxkWUD/INirQ8k56WMWSp+hguTBY67C/mIFmKnqLIwPm2F56SR9n8ErWxoFfqlQT8WIqv7Sd1i7hdzZB+cprpWFBq1h9OVbaDkMr2uXE+vWO9g7pkuiG0GqH3nnHshQ7Bw+2tApZb5Z138iKGch+Pz8UJPnDD1F7iAHxYHxAG2GMQjOhc+XFxUHBo++jsWDn0I7mSIYOlTFNRlSJLVRXclpth1uzxkrTNpmK7B49GhYodyHLtLEIagkTIZPFBEZ0nqgfmFzenj2yUI1MwsCQ8/Q1a6TppaPJGj+S09eqRTcjZquiH6lLQkeWLUOPkGLqr4SZM9ENIZfFbmvYNBRYTsOGDRseeeSR/fv3WwbehT1YpgpfVWnsFnOHp8Gk7dz27dKf4XJwcGzVKnhlTEpgx7J6bN58nZUlgdUmCuO2TAhXIVCcqKliuxV6VLXbrXAOhIIMMSEVy0XlczhtmA6u8KzywoCiX4veKKOnuNKQihG5fEFCquLOni8Ly+jbGOLxQiYxCpTPX7W1KBW2LzQUcjcQQ6f5RuGpU/BShcnJGLJPaju30BAYH02aIod9omUxHMODnvj2WzhynCN3A2UhBFElL1+en5Agd1XklnSZdsdZPBkkgh5o1QIlEOYnd4dl876YKwZxHCAcMeMd+UTSyCEExJ5XX4VBipIL1XqTbm+yZvCLvWneWixTF1giMtABUVhIPRQBmhgv8yqgphUqubTyO8UV6xDixsLuVKUiR2TNUoSmqUJvlbtn/UazFo9+oxnSway0tB6kL3kiq7r82n7njeZK95Qtu1Wl5RMptawDwddKFy5XpXdqqZ2aAN09ciSkW+z48ZL5hBkz4HHhQSH7DsyaBamBXGEOpudTf0mcepaOfvihSZMjmPvBxm5pzQrlYZkNqRNoL3Mg9OI776A1xfDiJk1CCDw03DYCz2n7IBEPzkR9lq+Kic7r0AEnYNCwNC3YG4YypJi+di2+EqGgG5tliyDD0FgYMzHqwphhfnIbWiwcAlfmSGKNYswSjxiJ3qD2737KVTKmyf7L4sxMJFR8/DiMGS/0LOTz9NatiBaZQS+DLjk4fz5q9dDixaiumHHjkG18PLp8Ob6VZXWEyzRP5h4iBGE5sD20mhRQlL3eF2Qkj6hQukVHj8pQgMwc1PQZXjKNlFVDKSYavepCKa6SvRCymoiP5i2qW7ciMwgvF8oV9lDt3WGBAss5WLZsWatWrar+meWqVausPi1oK7zMwSbHyeiQmBqatFUf9AcMRpjxYAiAgDB7LG0pqNJAWWmkkzFRegJep7R7DXbUhi6wRLShW6J3JX/0kYw7ji7zIP+QPumBgdBPmCtjcnYmNDR/3z6MAtA96ELm7TJffQUPJ1tqzIv88fF5sbEy6u3TbgGc3bYNg2P81KkyCMa/8QayhBn2sYAAXA7tiDgx5sqG0PrYUkPqjrilxnO/uyowHrxgSxBn+gMQML+cnTthn8fXrYMlm5dRd+yAo72akyNnwurgEmRXstVo4WjNl3/5JWweZpz09tvmVSJt015oxbJN/IwZCIQkxZknvvpKHoCAVEUSsvKEesM7ooJzlXTNz7Hu2YMuCdd1bPVq5A19Bx+RN1kflc3CSRVrKuXCRROL0SNGYDDZM3Gi9PEDc+aYU1+9Gq4a3T9W876p2rMOeMcxkji5aRNc9bW8PJQXmZEBBEnA1UEumGtpxw4MSuaNR2lp8K/oj+jIenOj4yOwautLPLANVCDGCkQlz2rkxcSYn96IixNlI99WdauW2ZCZpP6crI6d5zAkP2g+VOaJb75BJciyOl5yX1LWaI/cuX4WM3Ysag+BcVOmxE+fLoGyb9LOor59UExZKZTYLLdkGY7Uj+Wjzahwk8Vqk6xyoXQovqyLS4vjIyoTRqI/3iSKp/ymXr9+lu0LQ5Unb+SjxCnLBBjbYaWIpFJLid1WzTCixZTMpE3CUfN7J01KWrAANmmpdK1CgeUcVN0aJf9qWVpa6uvr66Lh5+dn+TtYVsPLHBdYZZrZob9VHZtg+hgXxF4xOMpSPxyALPXrqz6yAaXSUhCmjxgLMB2smqh+i1Bu0kVV3At3tNIcpXwOVzGnT1+9Gp2qktOSuSD1E2kCyL0SubtUf6mgB0GpQDbJ3cDi48dlbVu+FfVWf6k7HVCHEJTmxybGjjWvtsqwWXGHMbJ/f30VUGaAeB1eulRGKpGJdUkdQy5aCg10l4c4JAdr1HcKQtFC/dg3DAhQKOYL2iZOKbutuZNse8D5SQsXYmoNaQVTlKpz6Iasvuil30zEJMT+JRRYxB41sQ90jKo9QXbkyN7PS8ePY2ore2ZLTpwoXw/X7iZgOrtr1ChMm9BPbO2mR28332tzfGuCoyCTwZ6eeyq2POsbAggh5G6C8VNGoR3aulTCjBmy175Mc/MYKs1b9d9/37wtddAgQ35QoDEgj0ekrFhh4G4K+B25gWv5GAECxQ3pe4hlm2AN48SZUMDbunW7kJRk/0wKLGKP+rAPec45deVK2UtheTNRHiKryT6tekKe1JPNNw2VB0IIObJ0aey4cZfS0uw8htnEltIx6oo7MNAF6I8WVpqiy9qt3ITN+vFHyxuUNQQnQ2AdXrLEzi8kU2ARe9SrfcBAi1JSMBXbPXp0+bKWtiEDhl5/iRJCCGmEQPEEe3rCF1S7MuQQ+o8nV/1KHu/VnxWtdk9VJeTxgp1Dhtg6gQKL2OOu2YfsLU0LDAz18qr2xjYhhJCmx/XCwlr/QGgtEIUUPWLE4SVLTm3d6ujl8dOm4fL9M2fiWquikAKL2EMd+yCEEKIURSkp5qdlHVy40im9detSWlr62rWyAHY5O9tynazgwAF1HKgq5TQWdeyDEEIIcRT9UfrIfv2CPT1PfP314SVLjn70EQLVcaCqlNNY1LEPQgghxFHkN9JOm0zlP9+o/Qyk/OiuOg5UlXLWnUo/uNXQ2SGEEEIaO0eWLk3w9d07aZJJ+wf6jHXr1HGgqpTTWNSxD0IIIaSOyMYsOVbHgapSTmNRxz4IIYSQunP9dvnvaanjQFUpp7GoYx+EEEJILbhVav7FV+iqwuuFy5OXu5ncVqSsKFPJgTZAOZtA5aIIly+b/6m0tLRJ/WQwIYSQqly9eVVfgCE1YW/e3s5hnYfsHNJtWzf3IHe8Q2D12t5r8t7JTUAD1BAKrNqAIphMbvv3+4eGeqWlrU5LC8zJib4L6V64kHTlCv8ClhCiLsU3iu9yimmX0rxCvSAXzlkMv9BbK1JWfJr6KYVXJVAnnsGeY2PGuskDhNprRsKMCXsmTIufhuMmoAFqCAVWbRCBFRLSHu9hYV3wjldq6qd4nT8fc+jQoosXf/kbpps3jfmHzlOntiKVoCB30VihZ0IxOfj+5PeGRE4IIY2cW6W3Bu0YBOcddc6BP0W9Wt0IXHi98ECBvf+w35y1WVRC+NnwqoG+Cb7Do4fH58fXPEu1Y+uprVPipiRdqPzb6Nna7RSIP9QPChKTG5NcmLw2fS1C6iL+UCKfcB+kGHE2YkPmhqLrRQi5dedNm4BjAdCd60/c8YeGuEoWq6CoFh1aFJgWuDBpYe61XIkT5zcBDVBDGkZg2aK+ky4tLZ05c6aLi4urq6u/vz8+1i4eZBVa6sSJb6KjhycmztF0j4fIrNDQjniPinouNnZcUtKiqKiBYWGd8/Pjb1szdKuBlmtU6PmYPKFXowP/c7+fJHHuXEROTjQGGhhxt23lf1AIvYV5Q8HPtfw7BXTR6JzoyHORSAh9ydHLS0tv/fxzQW5uzK5dozIy1tUuD4SQu0Alp3urun0O9bRCYxkt8iBjlwSeLDmJj3qgDsJF07y297VRu0ZVnV5WLQt0hnuQ+/T46RgwX4p5yS/BD+7/w+QP8b4iZcXevL2JFxLl7tXcxLmIc92dwxdSXJ68HHoOQmHpkaVzD8ztvb33iqMrcMnMhJmQenhJloZFD0OcC5IWTIufhtf2c9txoUgf5ApjOF7QPdAiGNUdrStIJeRE0hoXO052NSG3mGOP3DUSgZP2TsJ7z/CekhmIGLzjW1yCUl+9dRXnozKRB8hNaB1kqagoJS9vL6I6cvGIVRtAkS2XoPpG9sX7xD0TZx+Yvfb4WmSjX2Q/SWhg1EC4j9Si1Ml7JyPws9TP4EfgkqyWBRmgwKrPJBuucgMCAtq0aZOpgYPAwMDaxVOpCAezg89eOBAc7An1s3v3KBFYWzUx9IXJ7WOT20/RQ+cFtduVtDAmcc6x9DWQI9cwZzr64fKgdngvKTl540ZxQcGBU6e2Hjz4Fq5KSJiZmLLycOaGDiGemorqinef8B4nTqzPyvohKMgdkS/fN8Ur1OvDox9ifrAmbY30gWn7pqE7YaKj5016DvoSEkUSxcUZVYtTfKNYum6PbT3wjmP7Q+r1OwcIxLxz5xBkOzJygKyx5efvR4qVzodwvKZNYgghtQY9GpMu3SMeKDiA/g7fCQ+HjowXvoIzhnSAJ5NA0Su+Cb5whIuSFkFwLE1einHjp9M/wRHCR+JkiQ0no+/DnSNEkoD3hZiAOgnODsYUDn4a4XgFZQfF5MaUaVttEL9l3uDOkSVba0Lw8QHHAj5O+RjjjGRjy+ktUC3Ilf9+f7xP3TcVoxAOIBfwjoRSilLSL6VDLsB/41rIl+einsM5GACRSkbFmAZthPPnH5yPE+YnzsdEEe+4SmKz1AoiC9oFtZOPbYPa4r17eHc5E+oB0m3X+V1I65XYVyQhVCbKLud31QZkvM5cPoNACA5EOHTnUMskJPJX976Kb5clL5NArxAvEUNQJ6tSV6G8eL1/5H2Ikk1Zm1C9UqU6KBqKsOrYKsn/6F2j8T7rwCxU3bCdwyROj2APyyzJq+d2s9LqF9FPPnYM7YhL+kaYFdKI6BGIrc/2Xm+Z3PxNbkMjByAQqUjzochLDi+BQoJYxDE0HHIokXQJ62L2EeE9LBN6Le411PBM7cZfW1NbCZSd7HagwKrPJBuuct3d3UNCQuQYBx4eHrWLR4qAoQQm+Pmxz6XHphQkxZ4Jg9pIPBcedeLrjkHPDgjxamt61myamuX1MLVtZz52GxDUrpPp2T5anxkY1BZW/n6wx1KTm5/JbUtYJ2iUFSEdcKZ3hREP397LI8h92eHFSLT4cvbAoGfx1Q+J88q0MUXO8Q711kSYjxx3D+s8KLL/kG3dvYLcV+wc8obJ7V+R/QI0wQeNpW9iwEiKLoRJiQisCXsm4AAdGOMdhtSqMy2ULjp6OCTUoUOLo6IGHjsWcPv29atXcxCCbO/aNRIqMy5usqy0XbiQCO2YkbFO+2o0zsHr0qXyn0K5cedGCnyEAktLCzx/fveBA7PxunHXd1oQpwMGBguUV1kVo6oh+uV3B7hq+NGSmyWQDkcs9hJUS9KFpNAzoaI/4LmhjeDepPvDQ+P9xZ0vov+KLpF1BbyLFmkf2r7c14Z1xHuHkA6WbhKx4eTFhxfj8u7buovPhuOH38XL8syXY1+G2nh1z6u6KxVRMjVuytAdL2IAkWzIt+sPLgjY+2pG1qbI2JcPZn43Ze+kORXeulNYp6rZsBo4MHKgpVYQCYJxD1l9Pe51CRy1exRG4AGaVnAPvkNLTY6bDDWDKSgGOugzFAclxaCNGoPilHMQG0byL49/iTjHxYyzVEgvRL0gS0HSBIsPvds/os/qtNW4HHpIbxpIE2hZBEKd4B2v3hG99SYQAadrlD7b+1jmUF6odpncfnPiG8g7iFSoKxE3unCBbMXQrSsezKVRqC1ZW1ConTk7FyYtxAnQu5CwGLrlRuGkPWaFV169oebq7bW9p2W6XtrIj9EeFTgsuly0tQ9pb1lqCGgIWcjcT45++K/0tXBqPmFdX9trllbIJIb0t3ePkQvH7RoOv5NhbRpvCQVWfSbZcJXbokWL/Px8Oc7Ly3NxcaldPCgCOm2v7b10TaP3IrFR6Zb6y0frV9206csvo4k2inWuWGEuN9CIfv1DO74c2V8++ga3m25y+ymi71aT207N3GHl8tW7Se+UadNBGeBOlJyAWWM6iOPB2kxFf0HqmTtSxcd+23uZ546Jc0aFdZta0THWHV+HXn3peuH5vLgv0v8pgZYbHW7evJqa+umxY5+KeJKdZ0FBbcPCOoeH+xw/vi4xcT6kGxzVmTOhcs727T1lMU87s50ExsSMwyUHDy6A2NqzZ0JS0sJDhxbFxr6Cj7t2jdJ2tnnKmdnZQXVucDMFBQeuXy+8fDkb2UMp8vPjf751FY4KowZGq1rfVNVBE0yJm4JxDf4PscFlot7i8uIw1O4v2L/+xHp8hXcMxwcvHFybvvZY0bGvjn+BQDgnjH3navzUAiKHS869lov4U7QFQnmyKT4/Xtb5ZZdDtTtOHAVtWu2jFZhsZF/ORpWiYk+VnApI/ujIxcM/nPwuJDsYY3187h5I85z8faj/3NwYNMGFC0lQ3mgUtPIVbacIXBTOQci1a7np6WsvXDiUlbX51KmtmZkb4+Km5OTshJ2cOxcJCY7XwYNvwYoSEvxk3XTbtm54xcSMhRUdOfI+5gApKR8jEkwASkpOIQlEi+SQKJJGBpANWEXFmu5xGDBiS0//p5ZQNM7EadBqP2u2gWuRwyNHlmZl/RgfPw1Gm5q6Ep0R8cNiDx16F4GxsePOnAnbdmD2iVM/fhTZPyh++tadQ9dt73k4ZcXqyH4pxz7bFN49Ju51RFVUlDJ4u7l79tdWAtyD2v4YN2nDrmGnLhz8Ln1N3rU8NK55EUi7j7M5azN82I9ZP64+8v7GjK/KnfS2Lrqr1ryvuXf7aGvP4qR/GXa0oUnuf5m1UcyYPtt91qSbpYbc/cFYAa+MoaxPhNnltw9ubzmUdQ3tqA1THV7f+9qc/bO9tfGqmxboEVy+9rPk0LuWKXbQxE1H7du2FYHPabH1rVhD8tS+nbvvjUHbus3dN00qYWni7Om7RgYemDswuP3KfdMW7hyycs+kgEPvIHCgdturc4gXRAAEnCyum80pN3bjiW8sU381dsLInYOWH3q3Y1C7HiHtReKgDuV8tPuFO3cvweQ2H/8itOI+I1o5NW319op67qrVMIQXetb1ChGPWSVMDqMWDADWhRfM4OzZ8MOHl8hz5QAZwwuDTPzZyE8OLkAkL4b3RCR4oQtvzw77IesHjMATYidgHos2mr3vjR6hHV+PeUlzB+U+ope2IjVOW7IavOPF93YOfjuqf/HVHMQfdzZyaLjPewm+kpz0mkr9EZ0IZp+VtQkz3h3Rw5ccmD1/39Q9p3/6aN+U7+ImjzG5zQhq6661y3sx414PaveqpsLNbRfqDavwjX2lS7DHuiPLLONEqbUBfOxGSD2zPxq6fXvvPXteQeCOmJcXmNp+HtZZZtroubLz+OLFI+hEmZkbUlJW6Pc9UM8UWE2TZs2a3bhxQ45x0Lx5czsn29krBrSpgFlgYYYET4l+aDlLwKwR0wsMXpjWoIfnXMmB44Fn9Y+f/lnqyjd2Dh2yrVtUdpB55pTyiQwxMqjJ6Nk9vPusfVM/Tv4A1okRGcO3WdPsHIJUIIPguRH5saJUjBdXr+ZsTZgWe2Sp7IJCtgsuZcalrXkBszqT25TtPZ8Lbjd2xwtaj71j8PXWkvMIcusZ0v6FsM5F2rUHDsxGQlt3vICpHuZJljcK0WdE9xw+/F5Cgm9a2j/h0mJjJ0jgWYu9n8gJ/OLp01vRhweY3L7eNRrnZ2X9AL8oq1l44VrtoK18hFDDe0REX7yHh/eAw8MJcH6Itrg4Mzl5OTwrPBxGMZRRRkl0XfRh9NWSitsT4NrNEmimaXGvTY595f2EGc+Hdv489pW5JreVoV79TW49IVhDO+LgFW263yGkPWbqGE1+OmV2YLvPhk2Mev6zg/Onxox9eceLQSfWz8W0Oztoc9xrh9PXRKSs2HRwflDGvybsHPR16soXt3X13zXqhVBvn+B2MgXsoq0gtquYqnYM8dZ8W5c7lK42L6yks+fHjg/YPSok9bPuIR3GRA6YGvXci6EdF+6d6B3c7q2413xCvV6KHPBm3OSRUQOHRptvdvStUM/PRw5EEUZGj9AE/XNiRQPCfdoHt/vy6DL/nUN/TP1seHiP13YMyjxtikv+ICzt83Hbe/5wZFn0gdmHji4/fvwLNHfGmW1r4l5PyNo8PXrYwr2T5se9NmR7z21Hlm4M63Lo0DufR/T5Nnrw9u290C5Hj36Mdjx9JmxL1g8QAVCTGzI3bMzcCA8xc/9MS9/ZUyt7h4qq6KB51mFhneFxR4V4vmpymwRBb2q31OT2Q0SfWSa3ZaEdMdnoEuw5NtS7Ez5u743AT0M85My3TM/Cktdt6/KZye3HoHYr0Zomt49Mbq/BtLZ1W4L3oHbrTW5faVb0o1n6dxWjqtgT2UkTYf3xHhxcvlESBoZ36DDtBO8KI3TXvwoK8sDJCImOHqpNEgZ9bnL73vTs1ya3NSa3jcHtkO5PoV20QLfPtfwM0so7QKuBdhXyooemfvprX3UyL127dYcTDdL8txbYtuLMrtp6iY9mIdBM3sGeePfSFI/XnXOwubtGvhbssWLX6C5wvaa2q1FjyEzc5EU7X4w4/sX02PEfH168LWPdZ/tnJefGf5I4Z//53UsPzP4yeZnsYdi//010rvT0NbEnN2bmxUEdwk0GJM5Fiu/u98PQtGDPKyuC2qLXjNPSHWoyT6IwWYJbDTC5LQ/x7o1GCfZYrn1MSFo0V8vAC9ra/KJgT7TL6hAvhHxYUTRvrU68gtw9TObi/0ursW3bumvztM44/raisWRYCAnpYNmCa8M6wQxWhXjCwcNPyy/j7N/vb748ot8CkxsMaVKwB4aaf2lzOWT1R5kEhvdAe2HYwdBx7NjnEltc3GtoYggjTRy/I4H79k1BJezaNVJL3RtNDIv6MdQ7QHt0CclhbqaJ+O5iJJJ5i+GrnRbzFIxUkOkSGBHRTzO859ZrcgThGP327n1Nlv+Dtvmg90H6RO0cItt2kW1Y+EptMmzuy3LvIrQTlPq+BF+JExNRZGP37jFirmg7JCofjxxZjMrBgAlphSExMrKfFmefqn0hIqK/dux1tuQU5uQ4wMc1oR1RgehxP4W03xDkLoE7dgwq0+ZXMTEvyWZirYN017pS+YQ5JMR8JuQmRuaLFw9V5HOcVLVlp0tImI4eh7ZAzimw6p0jR454eHjcf//9d3OTu4ErWJh8HLp4aK+2SVACw8+Grz+xfk/uHswOqz7oYQecjNkqXjhYm77WK9QrMO2OzWGwXUiWVUdXSN+T2woyxEg3lrEJhrt37yRtDPU7dy5Kn64hh8jnhWsX4BF/OvG1L7wdtFeYeYY0VuvbeMnPTGB2Lj6m6u97YU6P+DFG64Km8HohJiUYJqB7Kt1hQQ735e+T3I6IHtIvsp9+Vx6jAPptZuZ322MnYNRDp8UrNfUzjBSFhcmyciCTRWRjo+Yat1r0Zzja+ejVu4ZjBN8U3g0j6WaTW3zKirUxr6zZ7wfH1q/i/sKzonc1N+Ze4ZwksPOdgR20FfiuFRsyyrWC5hq7BbfVju8I9K5YsZdX33IneseNid7axwHapL9dRVo+2ujZsyL1LtpXPuU3kZ+1vNxD++hpEaKVxV3LksedQtldl8u/KDnt8vYVcXprrk5KjcB25iK7jcc0ACpNK3WnO1PvVb7kUB44x+T2hsntuzCznlhYsXThLtnWxKJ7RYWUF1P7KDJCD5RlVPc7a7KHlrrnnalLPvVAabKe2h2uLsFtLVPvra3NdKxo8dFRA9uZnv1g7+QZIe2/3D3qmyD39SZ36K2NZlfxfCBMJaQT5u4jTG4Tg927mNW2d1fIiCD3j2Jeejd62LtRz6FCPtn5Agr7UYjnG5q8Wxzkjksma+rZK+jZcjGkyaD+mnpury/MaNnurLWOe0XmvWR/zJ33vKZu7+UX7PFjzMvvmtzeqag6MdSupnLVJYGDNFEyokK0QdNA2AVp+iO0oudC/qJXijQRFyjTFW1w6KPPW/RXmLYJoZKIkcv1OCWGvXsnfhXSPibmZQmMjh6B02QOJovNeKWkfCLOHooN8gLDFDoy3nGcmbkhGR4387vIc5GT9rwaftp04PD7aWmrReft2jVCc8yDJR5xw/HxU+HaExPnaSXqLmdKoJ6NzMxvMdmLiRmrKwY9w7Jkvm1bV6ilqKgXKsR0D0sZXVHeLiaLZfWKmpTq6qMNSl0lSyjvyZPfp6auknNkmpeR8RWyFB8/Q7Y9SD3DxizjlCzt3j1Sy/w4y8CK6aWuezqLeEJUOH9j5IBvIvqsDO81zuT2TUS5QsKYCc0k8i4yso/JYiIh+RTdg/grJKA5iT17xmNSlJS0qKKAvTXv4I+5688VK/eQfYgcOhKXSKOYKuYeIi5zc2MqFJIvGjcvby8ux8QeHyG8srODDx1apPsaKLwTJ9ZLnYulmX553L6zbmMUWPVO27ZtFyxYcOXKlbuZqLF7sO4yUeei3LSb9HJXS/oAegWGIbFdvV9tq3i0sCpQTlBROB+KKrckCzMz6Bh0MIxfCDx5cjM6VUFBAjoJRkkoxReintc3q2JuhG4JuXay5CSEIDLzetzryBXUGz5O3js57GzYwqSF+mLeuNhxEIsv7ijfkDF69+gJeyZAluEFJSonYAhOLUyWOM9dOYdrkRwKiNfzmut6JawjfMzIEE84m4FBbb3KHbPZD+G4g1mLuHXU4u9WITK6adplTKg3fNIY7cmXjqEdRkU9N3h7b9+9Ez2C3BftHPw25tmmZ6drTrS75vsHmtcMzJH01BYb+mperbc2idcdXj/NX44N69TB9OwLIZ6jwrr2D24fmjDj+2CPXftnzghq+8m2Hp8EtYPjDN3eO1BThx+b3DaEdvwh2AMT2X2Jb60M75l8LGDdrtE7Dy6Mi38jfMfg/to9l76h3r1Nz44Kad832BNaZGZkf/h+/4i+CBwZ7NnPZN5191GY91yMuaHe75jcPtOWcIaa3D4O6/w6yhLWzc/khnRfD3JH4AhNEDwf4gXl5FNRLQM0MdT3TmffWStm52B32fM3IKgtqrS3liVPfQuwVuf9tDsmPhUCq532PjK4XVfz7Qb3WSa3BSa3f233edvUdl/ysnV7Jqae3PT9nommfdM2HJg9J6LfppSPR0b0/SBxXocQTzSHR5C5Jp/XFt56hHUdE9L+5ZAO/jEv9Qr1nhxr3gTTJaxLh5D2nUI7Dt45GB+HRpt3EOu7kn22m29+yf5lfctO+VZlbaVW1ibxGqot3766x7xVWbY2669OWjH1l0Que3j1XS/ttHteshKp76TpHGqOR3bS6Ge+f/i9mXGvJ15I3HpqKyYYeF+Xse7ghYOfpn4anx+PrvT1ia/H7xz6QnjPtMKjZdrCALrYxYtHgrSV7H0nf/hw95iE9LXvh/f6LvaVOaHeE4PahmmOOSlp4eaDbx3M/G7nziHo2snJy+BrMzL+lZYWCH+GHo05idy+gXu+U3D0MVWsyeF14sQ3uATvuDwhYYapfEVnMqLdu3eyLncwnpw/vwt5k1nTlSvn4uOnQVXoky5Mq3CMpPO0rfGYFDn043w4OV/7RYNLl9Ju3bqanR0kP++Xb/EzBzdvXjU/CXQtVw+EU9dUVxcREIcOvYuRClMyyQZGMxTt4sXDCNR/Igc6DNUiijAmZoyciZCoqIFHjnyA2JKS3tYeG9oMiYDA/Px9EBMoHVJH2XHysWMB+/a9oY2o3RMSZiKqSr+5I0MiTsZAiqmjybzYORCZwevMmdDExPmy5dTcypoUS07+AMMvNA1OQxFiY8dBo5SUnEC6KK/lw0P4iDiRZ03JTZNAlA5tp63rZ0DiIBJoJug/JHT48Hsmi98MSktbg3LpKgplwVWIHwnZ324oC37XtckzGgU1A6EMXQUjsfqAlFWQFop2+vRWxIapPuzz8uVsVCbqHNaLOCmw6p377rvv8uXLdznRVatW2XqK0KEmbyj7gArRN57D3DFNRNeVJR+MFOhmsGxMUKr91VPLBSocl5SclG6JEaSs4m7gV/rOhsh+0F6YfcJVfJHxhWyn7a/tEmt356qPPISoB8bkxsjzyb2399Z3xT4X9RzcnvzGhO6xZAeruNL2oe3FNcq33cLueDrGW/Om/bXdFe4Vl7eX3W/hPV4M7bgodhxGhPSML8yj3tUc2Xyaa/H04i1t4MZQde7cDoyJ8Byp8HD7pl24lH66YP/PN0qKilJy8xNKruXtyvjqbMmpj+HPzkbsOBP6Q8ZXV38uOHpqKwZZHFSqwzJtoVFu1GI0wQvZQEJoJjQQRivLW5mWZF/OXp++BjkUv4WQm9oIKIOjBOLanNzYvLw4zBoxYGGogv/DCK7tMTqBhJAcXJGkhTEdMcSfCcb7ZW30X5e+Zta+adCv54qPQ7m+ffCtT1JWDI8e5hXaIfRMaGDyB6dLss4XHUN14fLCS+lJF5L89/tHnI2A7995fqfoEtmm0zWsy1e7R2+Oe21b3BufhvfYnzhbm3xPQDWiMpHWz9XtaZPn1FKKUjZkbpBn3wrurEx8C9WOwKuoZ82f4RiZX5GyIjY3Vh53v3rrKmJAX0Ak8ug7XoFpgS/FvDQncY6Wz66WsklUlzyY5hPuMz9xPmwS9ox3faczZgg44Y19b4i8w9wAk5nh0cPxcemRpTgZWf3+5PeYS6QWpSLdY5eOIRBZhZ2joqr9sQOHQE3Khv1KD97a+esI8fQwDFgCDAY+VYywuDhTAivFj8C8iocHS7WH9sXSqm3BhgIVgtqQZa20NAceAEfRqqqKGv4Jh+gz6JianG81IQFipXa/EW0/XctvzR3/5lXoLQg4Q358EZ1a/IKtsctR9NxSYNU7jz/++MmTJ+9yoqWlpb6+vi4afn5+lr+D5RQCq/6AVsNcSiZ/0GfSr0Zpazkfh3qvN69PtLVcJ3g97nV4JjgeCRwaPRTeSJ5vGrVrFKbvlr/IV6Y9rjhk5xC4K3m+6ZU9r8CFLz602NILykNA+u7dt5PeRhKbT21GhHCuuByvIxePQBPkXMnBpD/xQiIyIHvJ/5m6su7b1VWjhr9vBB2Das8ozkBtV/01xaobbBscedoAFgIx9EPWD7CiyLORy5OXQyHJTwxUOl9+ZKisokJQWKhAeSxfvr3rJSA2gbPHHOOuPfUJpSIbm+5Oco0K+Wnr8HAfw2u76TlQWzRYOT/77LP+/fvn5OQ0VAbqQpO3D0zF4DjT09cmJPgu2jvRvB1Ee/YbKurL419C04jXga/C9F2criw2ZF/Otj+Vx9R/StwUeQjO/BRP1ma8Is5GLDq0KKskC1HBNQYcC8CLf0BBCCENCLxAfWjZJu9AdRqsnA3yS+5G4URZrTvjtD0xXqFeZ66cqcVvEBNCCCE66jhQVcppLOrYR5l2w2X2gdkO/fkXIYQQYhV1HKgq5TQWdeyDEEIIMRB1HKgq5TQWdeyDEEIIMRB1HKgq5TQWdeyDEEIIMRB1HKgq5aw7TrofnxBCCGk8qONAVSmnsahjH4QQQoiBqONAVSmnsahjH4QQQoiBqONAVSmnsahjH4QQQoiBqONAVSmnsahjH4QQQoiBqONAVSmnsahjH4QQQoiBqONAVSmnsahjH4QQQoiBqONAVSmnsahjH4QQQoiBqONAnbucoaGhnTp1uu+++x5++OGxY8cWFBRIeGlp6cyZM11cXFxdXf39/fHRfrijqGMfhBBCiIGo40Cdu5xdu3YNCQkpKSnJzc0dP358r169JDwgIKBNmzaZGjgIDAy0H+4o6tgHIYQQYiDqONCmU87i4uIHHnhAjt3d3SG85BgHHh4e9sMdRR37IIQQQgxEHQfadMq5ZcsWb29vOW7RokV+fr4c5+Xlubi42A93FHXsgxBCCDEQdRxoEylnYmJi69at09LS5GOzZs1u3Lghxzho3ry5/XCr3GOXeisKIYQQ0mRRx4E6WTmt6psdO3a0atVq3759eghXsAghhJBGiDoO1OnLuWHDhkceeWT//v2WgdyDRQghhDRC1HGgzl3OZcuWtWrVKjU1tVL4qlWrrD4taCu8zMEmV8c+CCGEEANRx4E6dzmrbo0qKSkp037vytfX10XDz8/P8newrIaXUWARQggh9Y86DlSVchqLOvZBCCGEGIg6DlSVchqLOvZBCCGEGIg6DlSVchqLOvZBCCGEGIg6DlSVchqLOvZBCCGEGIg6DlSVchqLOvZBCCGEGIg6DlSVchqLOvZBCCGEGIg6DlSVctYd/lUOIYQQUkfUcaCqlNNY1LEPQgghxEDUcaCqlNNY1LEPQgghxEDUcaCqlNNY1LEPQgghxEDUcaCqlNNY1LEPQgghxEDUcaCqlNNY1LEPQgghxEDUcaCqlNNY1LEPQgghxEDUcaCqlNNY1LEPQgghxEDUcaBNoZz5+fmPPfaYZZuVlpbOnDnTxcXF1dXV398fH+2HO4o69kEIIYQYiDoOtCmUc+LEie+++65lmwUEBLRp0yZTAweBgYH2wx1FHfsghBBCDEQdB+r05UxJSfnLX/5y7do1yzZzd3cPCQmRYxx4eHjYD3cUdeyDEEIIMRB1HKjTl7Nnz55ff/112Z1t1qJFi/z8fDnOy8tzcXGxH+4o6tgHIYQQYiDqOFDnLmd4eLibm5tspbJss2bNmt24cUOOcdC8eXP74Va5xy71Uh5CCCGkSaOOA3WyclbSN08//fTu3bv1r/TTuIJFCCGENELUcaDOXU5bC0vcg0UIIYQ0QtRxoE2nnJZttmrVKqtPC9oKL3OwydWxD0IIIcRA1HGgTaeclX4Hy9fX10XDz8/P8newrIaXUWARQggh9Y86DlSVchqLOvZBCCGEGIg6DlSVchqLOvZBCCGEGIg6DlSVchqLOvZBCCGEGIg6DlSVchqLOvZBCCGEGIg6DlSVchqLOvZBCCGEGIg6DlSVchqLOvZBCCGEGIg6DlSVctYd/lUOIYQQUkfUcaCqlNNY1LEPQgghxEDUcaCqlNNY1LEPQgghxEDUcaCqlNNY1LEPQgghxEDUcaCqlNNY1LEPQgghxEDUcaCqlNNY1LEPQgghxEDUcaCqlNNY1LEPQgghxEDUcaCqlNNY1LEPQgghxEDUcaBOX86kpKRu3bo98MADjzzyyJo1aySwtLR05syZLi4urq6u/v7++Gg/3FHUsQ9CCCHEQNRxoM5dzrS0tMcee2z9+vUXL148derUkCFDJDwgIKBNmzaZGjgIDAy0H+4o6tgHIYQQYiDqOFDnLicU1cqVK6uGu7u7h4SEyDEOPDw87Ic7ijr2QQghhBiIOg7Uucv50EMPzZ079+GHH37wwQdHjhxZWFgo4S1atMjPz5fjvLw8FxcX++GOoo59EEIIIQaijgN17nI2b958+PDhuRqDBw8ePXq0hDdr1uzGjRtyjAOcZj/cKvfYpd7KRAghhDRZ1HGgTlbOSvqmRYsWeXl5cgyN1bJlSz2cK1iEEEJIY0MdB+rc5fT09ISukuPz58/rAot7sAghhJBGiDoO1LnLuWbNmmHDhum3CMeMGSPhq1atsvq0oK3wMgebXB37IIQQQgxEHQfq9OWcN29ey5YtXV1dR4wYoW9yLy0t9fX1ddHw8/Oz/B0sq+FlFFiEEEJI/aOOA1WlnMaijn0QQgghBqKOA1WlnMaijn0QQgghBqKOA1WlnMaijn0QQgghBqKOA1WlnMaijn0QQgghBqKOA1WlnMaijn0QQgghBqKOA1WlnMaijn0QQgghBqKOA1WlnHWHf5VDCCGE1BF1HKgq5TQWdeyDEEIIMRB1HKgq5TQWdeyDEEIIMRB1HKgq5TQWdeyDEEIIMRB1HKgq5TQWdeyDEEIIMRB1HKgq5TQWdeyDEEIIMRB1HKgq5TQWdeyDEEIIMRB1HKhzl/PEiRO9e/d20cABPkp4aWnpzJkzEejq6urv74+P9sMdRR37IIQQQgxEHQfq3OV0d3efPXt2ocabb76JjxIeEBDQpk2bTA0cBAYG2g93FHXsgxBCCDEQdRyoc5fzd7/7XXFxsRxfunQJH+UYSiskJESOceDh4WE/3FHUsQ9CCCHEQNRxoM5dzueff37evHlFRUWFhYVz5szBRwlv0aJFfn6+HOfl5bm4uNgPdxR17IMQQggxEHUcqHOX88yZM48//rj8dw0Ozp49K+HNmjW7ceOGHOOgefPm9sOtco9d6q1MhBBCSJNFHQfqZOWspG+6dOny5ptv6nuw8FHC78IKFiGEEEJqQe1FgFPh3OW8//77G2QPllXugtEwiUaSRBMoApNgEs4VP5NQLYkmgHPXEQTTnDlzZAVr1qxZumBatWqV1acFbYWXGWEuTcOmmURjiJ9JMAmnS6IJFIFJNKokmgDOXUfp6ek9evT4fxo+Pj4ZGRkSXlpa6uvrK7+P5efnZ/k7WFbDyyiwmERjip9JMAmnS6IJFIFJNKokmgCsI8NoGjbNJBpD/EyCSThdEk2gCEyiUSXRBGAdGQYNrvHAtmgksCEaD2yLRgIbQh3Y0obBbtN4YFs0EtgQjQe2RSOBDaEObGnDYLdpPLAtGglsiMYD26KRwIZQB7a0YbDbNB7YFo0ENkTjgW3RSGBDqANb2jDYbRoPbItGAhui8cC2aCSwIdSBLU0IIYQQYjAUWIQQQgghBkOBRQghhBBiMBRYhBBCCCEGQ4FFCCGEEGIwFFiEEEIIIQZDgUUIIYQQYjAUWNYJDQ3t1KnTfffd9/DDD48dO7agoEDCg4ODO3To8Nvf/hbho0aNOn/+fNVrS0tLZ86c6eLi4urq6u/vj4/2w4l96lKfbAsDsVNp91Tg6LVsiNphq95sDVw1uZZtUQtsVRo9BSmjwLJF165dQ0JCSkpKcnNzx48f36tXLwnv2LHj5s2bCwsLi4uLFyxYgLGs6rUBAQFt2rTJ1MBBYGCg/XBin7rUJ9vCQKqtNDsCiw1hLLbqzdbAVZNr2Ra1wFal0VOQMgqsmoAe8sADD1QNxyj2u9/9Tv+oexd3d3eMcXKMAw8PD/vhxD61qE+2RX1QbaVVFVhsiHqiJvVWaeBiW9QHNak0egplocCqni1btnh7e1cKvHz58uLFiy0niHq3adGiRX5+vhzn5eW5uLjYDyf2qUV9si3qg2orzY7AYkMYS03qrdLAxbaoD6qtNHoKlaHAqobExMTWrVunpaVZBsp2kz/96U/Hjx+vekmzZs1u3Lghxzho3ry5/XBin7rUJ9vCQKqtNDu3CNkQxlJtvVkduOxfy7aoBfYrjZ5CcSiw7LFjx45WrVrt27ev6leXLl2aP39++/btq37FeYmx1KU+2RYGUosVrGqvZUPUDvv1ZmfgsnMt26IWVFtp9BQqQ4Flkw0bNjzyyCP79++3dQJ6jtW9Wbyzbix1qU+2hYHUYg9WtdeyIWqHnXqrduBiWxhITSqNnkJZKLCss2zZMkwBU1NTK4WPGDEiJSXlxo0bp0+fnjx5stU766tWrbL6DIitcGKfWtQn26I+qLbS7OzBYkMYi616szVwlbEt6gdblUZPQcoosGxxTxVKSkoQ/t133/3973//zW9+89hjj40fP/7ChQuWl8hBaWmpr6+vi4afn5/lr5tYDSf2qUV9si3qA/sVbolluP1r2RC1w1a92Rq4ytgW9YOtSqOnIGUUWIQQQgghhkOBRQghhBBiMBRYhBBCCCEGQ4FFCCGEEGIwFFiksWPr/2sd/avUmvwPrp3La/LvrXYur7T1uEWLFkbVDyGEkEYIBRZp7Nj6/1pH/yq1Jv+Da+fymvx7q53LLVm+fPmMGTPqUieEEEIaORRYxJmw/P/auvxMn60/8K7h5ZX+vdWhy69fv966deszZ87YKCIhhJCmAAUWcSYs/7+2Ln80YfUPvGt4edV/b3Xo8sDAwDFjxtguIiGEkKYABRZxGir9f22t/yrVzv/gVnu5/X9vrfby27dv/9d//VdKSkoNiksIIcSJocAizkHV/6+t3QpW1Xgq/f64o//e6tDlGzZs6NOnTy2KTwghxLmgwCJOgNX/r63FHqxq/wfX/uU6tv69tdrL//GPf8TExNhJnRBCSNOAAos0dmz9f62jf5Vq539waxKtnX9vrcnlZdoPPbRr164WNUAIIcTpoMAijR1b/1/r6F+l2vkfXEtq8e+tNbkceHp6btmyxcCaIYQQ0mihwCKEEEIIMRgKLEIIIYQQg6HAIoQQQggxGAosQgghhBCDocAihBBCCDEYCixCCCGEEIOhwCKEEEIIMRgKLEIIIYQQg6HAIoQQQggxGAosQgghhBCDocAihBBCCDEYCixCCCGEEIOhwCKEEEIIMRgKLEIIIYQQg6HAIoQQQggxGAosQgghhBCDocAihBBCCDEYCixCCCGEEIOhwCKEEEIIMRgKLEIIIYQQg6HAIoQQQggxGAosQgghhBCDocAihBBCCDEYCixCCCGEEIOhwCKEEEIIMRgKLEIIIYQQg/n/YaYvMmfRR2wAAAAASUVORK5CYII=)
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