Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit361-05-20021031_070200_20021031_114700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/31 |
Start Time | | 2002/10/31 07:02 |
End Time | | 2002/10/31 11:45 |
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 | | 18.98 |
Dipole Tilt, in Y-Z GSE plane, deg | | 29.30 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 167.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit361-05-20021031_070200_20021031_114700-constBx0 |
Minimum Dst Value | | -50 |
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 GOES-8 for time period of this run.
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PCSGEEEI0xHEE1q5du4YMGSLuPn361NfXi7uurs7Jycn288vF4mJyQgghhFySzll7u8FB8pmWlnbXXXepZ4/06tWrra1N3HCoJ7dbe24Rtg9CCCFEW/RjQB0hn5GRkXfccce+ffvUJ1ehB6sT6SWEEEJ0in4MqN3nc9u2bbfddltKSorxw66eg6Wf9kEIIYRoiH4MqH3n89NPP73jjjvy8vJMnq9du9biakFrz89dZpXrp30QQgixU/bv3//yyy/37du3i6dUncfJyemvf/3r559/bjtV+jGg9p1P8wpuaWk5p+x35enp6aTg5eVlvA+WxefnKLAIIYQ4Fn/6058++eSTxsbGqxMdItq1a9f//u//hoWF2fCmHwOql3xqi37aByGEEDsFpur06dNXOdKioqI777zThgf9GFC95LPzmHSVdXdyCCGEEFt0l6myHa9+DKhe8qkt+mkfhBBC7BQKrO5FL/nUFv20D0IIIXYKBVb3opd8aot+2gchhBA7hQKre9FLPrVFP+2DEEKIndJ5U6VOO7722mv79evn7u5eWVnZyXj1Y0D1kk9t0U/7IIQQYqdoIrDEcfbs2aqqqrlz57q5uXUyXv0YUL3ks/NwFSEhhBA7woapakhNbcrNvdwQmpqabrzxRjhmzpy5ceNG9fmGDRvwpCPxXvJbR0Iv+dQW/bQPQgghdoo1U1UdEeE3YACuS2os4x6smpoaLy+vwYMH42Nra+ugQYO+//77c8qBdXC3tbVdMt6OfOtI6CWf2qKf9kEIIcROsWaqKv39RWDVJyVdMgRjnJ2ds7Oz5atDhw7ddddd3t7euMPdkXg78q0joZd8aot+2gchhBA7xZqpaj9zBhqrOiLiskKoq6vz8fEZOnSo+mTBggXw8Mknn3Qw3o5860joJZ/aop/2QQghxE7RcJK70NzcLHOwQHp6+u23375z587f//73RUVFHY9XPwZUL/nUFv20D0IIIXaKtgKroaFh/vz5AwcOhPvYsWP3339/dHQ03D/99NODDz544sSJDsarHwOql3x2Hq4iJIQQYkdouA8WuPnmm8eOHVtcXIznzz///FdffaV6W7FixYsvvtjBePVjQPWST23RT/sghBBip3An9+5FL/nUFv20D0IIIXYKBVb3opd8aot+2gchhBA7hQKre9FLPrVFP+2DEEKInUKB1b3oJZ/aop/2QQghxE6hwOpe9JLPzsNVhIQQQuwICqzuRS/51Bb9tA9CCCF2CgVW92L3+bTYpWStt6m9vX3evHlOTk7Ozs7e3t74eMWRdirRhBBCSBdDgdW9OEg+zQWWRW++vr79+/cvVYBj3bp1mkRHCCGE9DQ03Gj02muv7devn7u7e2VlZSfj1Y8BdZB8dlBgubi4BAYGihsOV1dXTaIjhBBCehoaHpVz9uzZqqqquXPnurm5dTJe/RhQB8mnucDq27fvTTfddN99961aterMmTPyvE+fPvX19eKuq6tzcnLSJDpCCCGkp2HDVDU0pDY15V5uCE1NTXLY88MPP7x161b1eUVFxa233opvLxnvJb91JBwknxYr7NSpU8nJya6urrNnz5YnvXr1amtrEzccvXv3th2mDTTPAiGEEKIh1kxVdXWEn98AXJfUWMY9WDU1NV5eXoMHD8bH4ODgP//5z3go37700kvLli27ZLwd+daRcJB82qgwKGu1p4o9WIQQQnSCNVNVWekvAqu+PumSIRjj7OycnZ0tX/3f//3ft99+C0dhYeHtt99+/PjxS8bbkW8dCQfJp40Kq6ys7Nevn7g5B4sQQohOsGaq2tvPQGNVV0dcVgh1dXU+Pj5Dhw6Vj7t27br33nvPnDkzadKk1atXdyTejnzrSDhIPk0qzN3dPSsrq7W1NTc3d/jw4a+//ro8X7t2rbVVhJdV5fppH4QQQuwUDSe5C83NzTIH65yy7dH999/v6el55513wtp2PF79GFC7z6fFqVHbt29/4IEHrr/++rvvvhuK++TJk/IcDQKtwUnBy8vLeB8sCixCCCGOhLYCq6GhYf78+QMHDlSfbNu2DR7Wr19/WfHqx4DqJZ/aop/2QQghxE7RcB8scPPNN48dO7a4uFj9dseOHffcc8/p06cvK179GFC95LPzcBUhIYQQO6KrTdUTTzzx3XffXW68+jGgesmntuinfRBCCLFTus5UnT179ssvv7z//vvVnRo6Hq9+DKhe8qkt+mkfhBBC7JSuM1UI+c4770xOTr6CePVjQPWST23RT/sghBBip3SXqaLAEvSST23RT/sghBBip1BgdS96yae26Kd9EEIIsVMosLoXveRTW/TTPgghhNgpFFjdi17y2Xm4TQMhhBA7ggKre9FLPrVFP+2DEEKInaLhRqPXXnttv3793N3dKysrOxmvfgyoXvKpLfppH4QQQuwUDY/KOXv2bFVV1dy5c93c3DoZr34MqF7yqS36aR+EEELsFBumKrUhNbcp93JDaGpqUg97tjFthgJL0Es+tUU/7YMQQoidYs1URVRHDPAbgOuSGsu4B6umpsbLy2vw4MEmfr766qsxY8Z0JN6OfOtI6CWf2qKf9kEIIcROsWaq/Cv9RWAl1SddMgRjnJ2ds7OzjT3s2bPnwQcfbG5u7ki8HfnWkdBLPjsPVxESQgixI6yZqjPtZ6CxIqojLiuEuro6Hx+foUOHqk9ycnLuueee8vLyDsbbkW8dCb3kU1v00z4IIYTYKRpOcheam5vVOVi1tbX33ntvXFzc5carHwOql3xqi37aByGEEDtFW4HV0NAwf/78gQMHykc4vv766yuIVz8GVC/51Bb9tA9CCCF2iob7YIGbb7557NixxcXF5l9xFaFF9JJPbdFP+yCEEGKncCf37kUv+dQW/bQPQgghdgoFVveil3x2Hq4iJIQQYkdQYHUvesmntuinfRBCCOkMJ06fCDoYNC1u2vbS7Wvy1iTUJXRdXGfazxQ3G+ZItZ5tPaeYqvZz7QeOHcBV0lyS2pCKb2MOxVSfqM5pzGlqbSpvKW9pa8HHI61H1EBOnjlpI4qjbUcrj1eeOHMC7yK602dPq9EJ9afqEe/uit0L0xZmN2ZHVEc0tjYi6oZTDSiH9MPp+jGgdp9Pi11K7e3t8+bNc3JycnZ29vb2xkfbz68g0s6mmxBCiKPjkeDhFuA2LHjYAL8BDwc+jLtrgOsH6R9sLt4MqQGxBSGyPGs55A6ECKTYFUeUVJ+EMGfGz0QUL8W9hEjf3PcmTBU0zbqCdeq1vnA97vCJ+zfF3+C+qWiTfPVjxY8/lP/wfdn38BNZEwk3pBh8hlaFflfynd8Bv10Hdv27/N/nQygyhAA/+OhX6Yf79rLtcARUBny096PeN/Qe6D8QKZGMj94zGvehwUNld1P9GFAHyadJhfn6+vbv379UAY5169bZft7J6AghhBCVM+1nfFJ9psVNE0kxPmI87lNjp6qaw+SSh7MSZ63JWwPhZRJUc5thn/TG1kbcK49Vmnzrm+/7YcaHLv4uqoYbHDQY97/5/e2XN/1ycdBi0U8bCjfg/m3Jt7hvLd2qCix5bnKJilK1l/klX31d9LV5CP/r/r83u948ImQE0vB46ONq7qAsKbDsEpMKc3FxCQwMFDccrq6utp93MjpCCLFrcptyYaplHCepPgkfq49XZx3JOqeYcNVbwdGCptamHWU7wqrCtpRs2Vi4sfVsa2f6XXoI0C7IJu7IC3IEB+7ILApkUfqiuENxyDI+4kL52A4KYmhF9gqoKxETM+JnTI+fjpKUQTSIp+CDwRBDooFwPRL0iEGCBBkkyPDg4dLTA13ikeiBF1/b+9ro0NFuAW7uUe746oWYF3CfuXfmuPBx76S+MzVm6gtxL0g4Il8W7l+IBEM/Qdt9nPXxnY/fOWDsgJxDOTKoV3uytv1c+5HWIyfPnMxvykdV5jTm1J2sy2vKKz5a/NOBn34o/yG5Pjm0KjTmUAwkFO54Elcbt7N8Z0hVyI8VP+Iqai7KbsxGULgXHi3cfWD3/sP7w6rDEusTv0z7csSrI/7j5v9YHboa0aEJQQ6inaTVp0EFSsgoCv0YUAfJp0mF9enTp76+Xtx1dXVOTk62n3cyOkIIsRegISACYOpg82BEYaRfiX8FtvmJ8CcMnR+B5w2/DPE8H/s8pMC7ae8OCx72SoLB26Mhjxp3vTyx5wmY/7n75sLDv4r/ta10W1lLWdclHjKluLkYYghKBe6OyB3cE+oSYOnhxqUKKYgniACoh+9Lv4fiGbNnDDICcTM0aCgc0gEzJGiIqoEGBQ7CHT7X5q9dV7AOoiSiOqKlrQV6FHe4IVmWZCxZkLZASmZs2NiRoSNFpJoAdYIERNdEoxaQBpQYLgiRuUlzVZllcv3N729qGqSbSr0e8n8IqYLEQTaN1TA4VHdoyJAh11wtrrvuOjc3t/3799uuFP0YUAfJp0mF9erVq62tTdxw9O7d2/Zza2HaoAsyQYgFpHsAvwXlbvIPlJCOkNuUCy0CRbWhcAMEk5u/m7HZFhnxcMDDqq4yuaR3ROw6zLl4kzEpYzX2SKBBiIwKHfVl/pdQDxBAV9Zc8RZUy97avRA9HokebyS+MTtp9otxL0KvPBX+lDriNj58PNIwOWoyFBKUirwLmeKZ7AmpNytx1uKMxfA2IWKCpBC5QMYfD3kcbyEoPBwXPs4gGYMfNc+ylIxMHno64mlDKQUOMfYgWX4s5DE1HHXsD+FDopmM5XU84/vq9k2KmuSZ5DkxciIcy7KW+aT6fFP0DfK1s2Knd4r3+oL1KJm3kt9CvNPiptWdqLuk0OxR6MeAOkg+r2EPFnEUoKLw73Jz8eYV2StejnsZ/6lfiDWMAjwX8xzu7lHui9IX4Qc0/hd3i9iSwZT0w+n45Q2rVnS0CCYt6GAQ3DvKdhQeLYQbllW6MUQdGqcTT2B44EF+2UsHgyDeZMgJd3jDD/2d5TtrTtTE1cahTCgujUE7QUHJEi2LHvAtSm9K9BSoE/N+EddAg2aCakEDW527ennWckgitKvI6kg5Bhj1iEb4ee7nU2OmoilC0+DbZZnL4C21IRX1i9pBHa3JW+OR4PFpzqfw8GLsi4YRrqDzc5kRI3QMFICMZ+H+UeZHuH+a/SnCXJu/FkFB+SEuxPjTgZ8QeFp9GlqRjK+p4ZjLGuMuJfWCDBoTNsZYEap9TubhINeqJHo89HGolk1Fm5CAz/M+x4U/Mb8Dfsg1Crm4uRitEc27pKVE5h4hQFySEolCJJoM80H6oMUaN2xign4MqIPk8xrOwSI9HpOpKjJaIT9zZYwAduXjrI/xv1s6CdRLuhZk0obawYCfzrBeKQ0pJlNiVUSOyEwaxGXNm3kiIWWgmWIOxeAXM+wrbA+s4/v735+5d6Yq8mRsyHy0QozZk2FPGox37Iv4+I/4f4wIGfF87POw5VNjp8pKIukYEHvskegBD68mvIrswEY+GvIojJ94GBU6CnfpbJD8IgETIifASOMtWPSlGUshIFblrMJv/c9yPkMKl2cvX5W7yrC+qeyHjYUb91TtgZlMqk/CE5QV7rGHYvEc6gFGHfqj+kQ1vu103XYKlPllaUf4l9nTf4/8u6G0w59EgXgne6PWkCPcUQIocBSjdE1Jy3ko4CFxf5jxIeQUGh7EzbmLF9h3PiNQS18VfKV2dFmUNepkZ/NLEqzqFbS0WYmzkDvU9dykucj1jvIdSzKWoHEij6HVoWici9MXG4eARoJWNz1+Otzz0+bPSZrzQ+kP20q3xdbG4hVcX+Z/uTBtoYyQQs+hSci+Bh0HfyAQl/iDQmkn1yfLtHQUO8KRHw9alaejoh8D6iD5NKmwtWvXWlwtaO25eQiXFR3pRvDvTH4s9pDuDSRDNArMNmw8zP9HWR9BQMzaNwu2DQLi+ZjnJ0dPhgPG5pmoZ9SuKZEU6iXzKt7b/x5Ew9bSrTAkuw7sggKDjMBzsUOqrZqZMBN2ZUPhBoiJ0IOhMJ//Kv4XzBJiEcUj82b+sfcf+Mm+MmclTEJcbRzsK+wEkgqrALuIh17JXvAvZtuke8B43ET6D2SyjokdlY+iuiSR8orJdd7YKyFYNLfylvRhSOJteJOkWrTokn1JsIRmEo68JfLun7n/9Ejw2FqyFQosuiYaJSOTna11EQnqLO/L7bRA4cPeo6bQMBA7BATEBB7aiKjldMukqEnwL8m22JFjfEGMopmtzF6JiBLqEjoyR1sTIDiKmotEmqPlI81eKV7II8QQWuC7ae8iC/grME6q2plkaM/xM6F7LM5eshZd4dFCaCnoKvyikPqyXWukG9GPAbX7fFqcGtXe3u7p6emk4OXlZbwPlsXn5yiweiqiV2RFDySLQWdU7MIPUPxehNpYvN/w/xomBP+s4YBR1CpeiRQqBP+mEbXMipUNA/GvP6AyYFH6ovja+M3Fm/GzFVdFSwWUEP7Fw0LAeIi2sDgj9SLzH2Aw/zK3Q+5jw8Z+nvc5gkWMMu/KHNjIptYmFMVrCa8NMBo3Eb0i3V0WdYakR3oRbMykkbGkx0Ieg88nw59EjmAaJ0RMgExcnbPaM9kzuCoYSm5f3b4dZTug0mAIIdFQCHCgrPCzHnINdbS9dDvK5Iv8L6bFTYOhhZWF3FxfsB76L6QqBCGgKiEp1uavxfMFaQsgbmCGV+SsMCyDKtmKe2pD6u6K3flH86F4QqtCYT7fSXnnzaQ330h8wyPRAwoSiTFMwU41GOy3kt7CHZoVOXL1d5V8SV6eCDN0tkmXm3ShDfQbaJzl88M9AYMGGPURGsIJcEWuUQ4IfHzE+PWF6xEjEo82gMaGLPgW+MID4kVBwf+Gog3QqSgN2zoG36Lo5iXNM06JXCgKRLRo/yKU+cL9C2WCOYpide5qtHBVWKME0ABkmyK0RhSFbICkKki8grKVtYFa/VFoCFKFvy//Sn/IPiQSf9oyrIySwUOOrzk2+jGgesmntuinfVw1xCbBNkOp4D9sfF08bPNre1+DdYd5k9+1YhpFJVicivtK/CtQXepYGIy9tf/UMv0W+qmkpcQ333db6Ta4ZT892C2YeRjLKTFT1O4TiKRBQYNUqSTGW9IzLGSY2pdgImhgLGEgYepgMpdlLjPMuk1fDLWB65PsT2CqYWUhRPwO+CHZsDS1J2sv1xxCyiD9/8z9p8HE7p0pEs0gLEKGv7r3VQi+3Qd2wwbHHoqF4Ye4mRg58fXE1wcYbfonl5Tq26lvI5DY2ljpv5HSU6cq90xTbYyMzkjKUZiw3NDEkH2yYuvEmRMoZChXPMG3oghR71BvK3NWjtkzRupdelZEhppc0gBEh1mc2SPqVqoAigdV/3XR16hcXGhaq3JXfZD+AWpK+ggfD3lcamp+6nw8R9XIjOkBF08q/5v/RV2AqFbUkcWVerK3gg1pTkhPQD8GVC/57DxcRdgVwE7A8r0c//IAZSqJavhNrJd8lB4I0T3wDBOIX/kQLriWZCyBapHf9+PDx0+KmvRW0lsDlFGhZ6OenRozNaUhRZZqBx0MgiLBu7Lpn8XuJTFvFsdfpONnXJhh0ZCsLZL5IhB8o0JHIV6kBBItrDpsXcE6mQ9+NctTtttBqdremggaFDYYwuLH8h+3lGxBUutO1EGPXrV09lik3FA+B48dhCRFyazNXwsR/E7qO2hsrya8irqWgV2Z0YyGBNEMIfVF3hdQzBMiJ6ii3KRryviSRo7WItPj1Nhld0pIPYSJ+6fZn0Kjozmh/UN7QYShdbF3h9g7+jGgesmntuinfRhjPHlTNheWtWD43QwD89OBn2AbNhVtgnt51vLY2lj/Sn+ZigTPhl6EM4ZehJoTNbsrdsceioU3GKTzw1XKjByZhCG2x83f7YmwJ2CBPsz4EMHuKt8FFQV5JD/N4ZChQxP5Il040jFgMvXHePGR6DC3wJ9HytR5OYgUxgzmDUEh/ZuLN++r3wdBJsdZ4ILdlWEXmc2KHBUdLVqRvQK6red38JDOI72MaNXSUWQid9AmoePTGtLQtpdmLhWx9Xjo45BHg4IGydDeuPBxP1b8iBbV8elQ8Mmp08Rh0I8B1Us+taUz7QP/nUVn7CzfGVkduaNsB6x4xpEMWdze0yZmFjcXy5qyH8p/gAByj3KXa0yYYVM+/MgecGEnGNErJpcIGunvkQ4qdRLJed2j/Mr3TvZemLZwb+1eWJ2KlgoUhaxvugKgexAIkvre/vfW5K35d/m/p8ZMVafTSn/VS3Ev4eHWkq3Il8wfQh7TD6fH1cb1wCog9gsUGFqUjLFCil3BxkiEOB4UWMQWaB+z982WKTXT46d/lvMZDPbmos0+qT47y3bivqFww6L0RR9nfbw8azk+fpH/hUeCx/Ls5TD8sO6GgacgCwNPMr7w/v738fM3tCoUv5Ut/myFAoAEqTtZF1EdkdOYA2myKndVWFWYf6X/j+U/LslYsqt8l3eKd2pDqvFbsm0SfmHLP30ZJILCkMkc+AqhJdcnL8tcJmt/8Dtbkip76FlcwyX9T7L87ZlIw7gJhNfgoMHGG+4NuLBKXNZwqSNukGUjQkYEVAZAaF6FozaS6pMQUXZjNhQtJRQhhHQXFFjEFmgf5sNPNtacDzCaACszZNUptCJBRGAZr10XN1TIUxFPuUe5z4ifAaEzN2kuRInMkJV+I4tLxiQNY8PGwvO7ae9CAkLkjQwdiVekS0nmjMv2QqP2jBqzZ4wccWVRP8k6LLwyY++MhfsXztw7UzQldBjk0YrsFZBocniFjJ7I+rusI1nRNdHxtfG++b5xtXHwltKQsrl4MyROQl2C+OeoByGE6A0KLGILtI/xEeOheKbETBkWPOyNxDegRWQC0ITICdBMUC2DgwYPDRoqa90nR0/Gw3dT38Ur3xR/A50B/ZFUnwSdUX28GgIltynXv9Lfr9JvTtKc9/a/N+DCQiSLl4gk0T2Gwx8C3NQeoxGhhvOzZERs5J6R5lORzneYKeptRLDBs8nR7kgwnngkeEB1rS9cvzBtYXJDsuyj3d2lTgghxO6hwCKmmK8iNF67LneZYyFnesgccOnROWe2i7dtZP4sxM1XBV9Bt0HAvbHvDVmhBmEXdDBoW+m2oqNFuMtCdEQER2pDKhzqoXUR1RETIycuSFsAwTQleopXipdPqs/mos3LMpchhFW5qxAC/MQeikWYH2R8ALdMSGfHEiGEkC6CAovYwr7aB1e3EUII6SHYlwHtDHrJp7bop30QQgghGqIfA6qXfGqLftoHIYQQoiH6MaB6yae26Kd9EEIIIRqiHwOql3xqi37aByGEEKIh+jGgesln5+FZhIQQQkgn0Y8B1Us+tUU/7YMQQgjREP0YUL3kU1v00z4IIYQQDdGPAdVLPrVFP+2DEEII0RD9GFC95FNb0D7Onm09bbY5+1nugU4IIYRYhwKrK6O0/8JFFoKDh+GKi3s5NHRkevoHUVGT9u9f4O/vkpQ0JzJyYkqKd3KyZ2qqT319clVV6KlTDfX1SXjxuHKOzSWBUDt2rBKvFxR8lZGxJDNzWUNDGsLBvbBwY3HxloiI8Tk5K+PjpxcUrOvivBJCCCGa4QAaoINQYHUUk1WEfn4DjK6/4R4YOEhxu1z8leEKCnoE98jIZ3CPj58JZZaUNBfyKDX17ezsT6Gf0tLmQ6JBPEGZ4UlAgBtUmnk4gYEPK6EZIgoIcJWHOTmflZXtKC3dBrFVVLQJIdTWxpeUbKmrS0hLW1hW9m/ci4s34yMuSLdTyrHNamcbPubn+x46FFNdHdHQkGr8FUQegj15sralpayd5+0QQgjpNHaqAa4ACqwrAVlIT/8gPX1RSso7EEapqe9CM2VmLo+Lm5aTszI0dOTevTNwDw19XDSQv7+LKowu6DALl2imoKDByisP4a09e0Yh5KCgIReEmsERF/cSHqakeCk6bIIlPWcIITh4qPJxoPFXwcHDEWxs7DTcMzKWQuQhqUp0570hxpCQEdB/4eHjwsLGKk/GKOpwAoQaJKBJUXBUlBBCSMdxAA3QQbpHYFmji6JQn7e3t8+bN8/JycnZ2dnb2xsfrzj8S/qB8mhvP3PkSFZVVWhdXWJ+vi8cycmexcWbIyMnpqXNhwKLiJgAGQSdBM2Ej9BnkDLwA0dp6bZTpxoQwunTJxAUwjl4MOjEiZra2jhV08BRUxMtykw0XFjYE4osM0iiiIinlfvf8SQ4+FFLXW4Pq4IvMHCIJaE2VNFkI4wVWHT0pJiYqfv3v4dE7ts3B4nPzFy6d+/MkpIt2dkrDhzYBUdZ2Q8ZGUuSkuaUlf07M3NZU1M+0mk+ZY0QQojeoMDqyii7vnCtReHr69u/f/9SBTjWrbvCCUwaZgEiqa2tWf148mTt5YZw7FglpBguGchrbW2EG2IOweIrPMHHM2dOVFdHQOUUFm5MT19UULAekigtbQEEE5RQQ0OqvFJbG5uWtjAxcVZS0lyotOrqPXh4+HAaXsnN/UIRasOtjY0GBDxkqVvO4CEkxCDvYmKei4gYn5HxIcKHJist/R5STJJtkiMpEFGW+BbJO368GilhbxkhhNg7FFhdGWX3CSwXF5fAwEBxw+Hq6qpt+HbHZfUqQbqdOFETEzNVuZ4LCRkBnQQ3NBn0U2zsi0qn17ALQ42jg4OH7dkzEu7Q0McUHfaIpU4yQ89Zauq78fHTKyp2ZWevyM//MiDALTx8XFDQYOlCU70lJr4BcVZR8WN+vm99fRKu5uZiKEhz4SX5ggdrghUvHj1akJQ0p7R02xWXHiGEkMvFYQzoJXFYgdW3b9+bbrrpvvvuW7Vq1Zkz5ydo9+nTp76+Xtx1dXVOTk5XHL42CbVnjKe9i6BpaSmD1mlqyj12rPKc0jmHC1IGzwsLN0LKQJNBJEF4QT8ZyywZf5SpY4GBbtZm91/oKhskc9TkK2Wu28jCwvVZWcuPH69ua2tGXP7+LtHRkxXPbmVl26uqQqG0kJJTpxpqaqJTU+eLBJQQDh4MQprVjMAblFlGxhI8NF/1iRx1cCkoIYQQc/RjQB05n6dOnUpOTnZ1dZ09e7Y86dWrV1tbm7jh6N27t43XbcwV00/76AqkwwkiDFKmstI/N3dVcvJbiiR6DnInKso9JcU7N/fz9PRF0EzQRmVlO44cycQdokcZapys9mmZXBERf1cmoo0xnjR2QaK5Gc0qe0TciDQs7LzUS09/Pz19cUjIY2rgoaGjZUlBWtrCoqJN2dkrsrOXQyPirf37F8TFTaurS4QIk5l2ra2N1dURUGbmG6TBQ11dAjzgW5GehBCiW/RjQLstn1lZWZA+N954Y1erloqKCrWnij1YPRaIEgiRw4fTbU+0kulZUCqnTjVUVOw+dCgqNdUnKWm2zOKXZZiQWXv3zpQ5XoWF6817whISXoVmQiAQPdBtF6u0gaq0Cg0dab4M8+K5ZSMUPfekseALCXk0IMAtJeXt6OgpaWnzg4IGy9qF4OBhiuwzdK3hK2gy2RrNeAaeCdIdWFq6raoqJDnZs6BgPZK0f/+i4uLNyty4dNl3o6WlTORdx+eoSWnjFbXrjhBCrg76MaDdls+BAwe+//77x48f7+qIKisr+/XrJ27OwXJURGccPBiUkOAB2WH8FaQMZATUWH6+b0NDClQX5Ij6LXRGZaU/XoQAgjAqKFiXnb1CetfwYkqKd1bWcqgikU24cnNXpacvSkqaC7es1hTRZtJh5nfRvhtDFPfDF4+KuijddYat0aDGIiMnSqddWdkPSE9lZYAyC23ohbHRweYhXJid9og6yy02dioUWE7Oyry8NQghI2MJEp+bu1pRkwkQaocP70cGIdSMN1rbt292UtKcY8cOIstXvd4IIbpDPwa02/J5ww03HDt2rIsCd3d3z8rKam1tzc3NHT58+Ouvvy7P165da20V4WVVuX7ah34wWc5pzKlTDfKtsQc8OXq0AAqmpiYSgqa6OlIZIkzGEwgaKDBlEcBHUVGTysq+h6ypr0+BxIGSi4ubFhX1rLHMsrEMUwSW7LiRmOgRETF+797XLA2ADlLFlkWpJ+FIL5rF0VXRcCkp7yB5mZnL4XP//veREehRKFdZjirrOg8fTj9ns+ONEEJsoB8D2m35/OMf/1hWVtZFgW/fvv2BBx64/vrr7777bh8fn5MnT8rz9vZ2T09PJwUvLy/jfbAosMjVpK4uAdqltPT7xMRZ2dkrgoIGw6GMMD4miic52RNPGhrSZezPeGY9JA4+4nlVVWh5+Y+QdBdC+27PnjGJia+JipJlmAgwIMBNtJd0ucXEPCeHLFVW+ldVhYSHj1MjFXEmywhkGFS9wsLGKJ12o5Sushek6wsBpqUtQDLq65OUxOxsa2uB7uzGgiWE9HD0Y0C7LZ9ffPHFk08+WVNT010J6Az6aR/kagLZBC0FtXTkSFZnwmlqym1tbWxra5aFnHDIRmKnT7fItC0T/+3tZw4eDILO279/ob+/S2rqfOU8zbfNdz67cCbBYD+jw5rMhywTEjyCg4fl5/vm5q6C9mppKUMaZLc2pOSSk88IIQ6Mfgxot+XT7pbm2VFSCblijOUX9BA0mbI1/46srI+Tkz0rKwOgmcrKdkJC5eWtCQ8fFxf30sUKTPrAXNRhxwvDlw9DnCnXQGXymTvcCDMpaU5h4caYmKlZWUsTE2elpvogUtm9TNTh4cPp0H/NzcXcZpYQx0A/BlQv+dQW/bQPQmwjqxEhg6CBcK+qCoUCKyjwjYycmJDwijLxa7h5R5fxGQDqlmYXZoO5yZ4dykz8Z/x+PvRpAhReTs6qzMxlGRlL5LCmwsKvINEOHNiNhwcPBmdnrygv/7GgYB1EYVVVWHn5ziNHMnE/erSotHTbsWOVtbVxEHBtbc1INu7Gyx0IIVcH/RhQveRTW/TTPgjpDA0NqceOHYTuKSvbkZ/vC+lz6FAUtE5JyXd7985MTvbyM+w0Nj04eFhc3MuhoSPDwp64eMBxkN+FfcssTt6/sEXtED8rW9TKOKaIPJlqBjekW0jICAQOR3b28tRUn8bGnJqa6DNnTshOZhCLtkcwzbc66+KCJMRx0I8B1Us+tUU/7YOQLuXUqYZzFwSK3AsLN2ZlLc/JWRkfP/3Agd25uasOHYrOyFhSWLhemWU/Ojh4KASZHNYUE/OCMm1/qtrRJVpK5oqpnWQirWTfMotTx2R9ZVjYWD/DnhejFNE2NCJiAkJOT/8gOdkzL+9zpAdupEHOOI+OngxFGBk5Ed727BmTmbksIcGjpGRLSop3Scm3cl67dJIhO7gyMj6EByjOgweDONxJ9Ix+DKhe8qkt+mkfhPQcZH9Uda98EWTS1SRb6sthTXL8uRwTLrujnTxZi3tLSznU26FDMampPjk5KyDdMjM/Cg9/Emrswhb/w/2s7Dd2oT/MTb1b8eCqLgLw938IPkWumWyHsXfvzOjoKcqiy5/7yZBmdaN/PFe2gc1T9GUsfMrKAEIcAP0YUL3kU1v00z4IcWwgy6BsmpuLi4s3NzSk5OWtOXQoWpnI/31c3LT4+JfDwp6AYIqJeQFqKT19MYRRbu7nCQkeubmrlVFO7+TktxISXouKmgwPsbFTlUWUr8ItBzcpouphhBAe/lRw8DAZzbxw7OYgaLuoKPeIiPEIVnrdMjOXpaR4R0ZOUDveVMEXEzMFSWpuLoKaPHw4vaBgXXn5LjypqNjd3aVIyGWgHwOql3x2Hq4iJESHyA6r58zmXZkj3VGyY5l0pCkHHK3Dc3lXNqctK9uRl/eFsQKztNvFYGWw8nFFZj3qZ3Rkk/HmtKpcCwkZsW/fHGjE8vKdkmCoxvr6JBGOLS3lcEsy5FvjLkA1mx0pjUsWAiGXRD8GVC/51Bb9tA9CSFcAQQOxlZQ0B2IrJmZqYuKskpJvCwq+iox8BhIqP/9LCCNotYaG1DNnTtTVJRw+vB/eoqLcL0waG6r0aT0Pz+HhTxmLM4gttatMxJk6BQ2qLizsCbwLTRYd/Sy8ZWQsiY6ekp6+COEkJ8+Li5uWkfEhoi4r+1425sjP/wppq64OVQ5ZWgdv8fEz8/LWQCZCvcnIrEykI6SD6MeA6iWf2qKf9kEIuZpAr9jePKKqKjQ/31f2a5XuKIgwiCQ5CcBofaWLosNGqD1hFs9isrFfxsU9atJV9ohxX5pcCBxx5eR8Bq1WUxOFtB05kiVb5sqOGFet6Ii9oB8Dqpd8aot+2gchxF44erTg2LHKzMxlycme1dXhxcWb8bGmJrq5ubSgYN3Bg6HKRmIrsrKWw096+uK4uGmpqe8EBLhlZCxVzqD8KDh4WHT0ZNn/AspJ6eiaBP0kKzRjYp5LSPDYv/99c7l2YXb/I7IAU9F2589HLy7+prBwY1HRZmXi2j/Dw8fl5X2elrawtPQHpLCy0r+sbIeS1IMmx7QTR0U/BlQv+dQW/bQPQojeaGkpO3682njyGS4INXUCFnRba2sjtFF5+U7op9RUH5ndHx4+3s/m1rIXlmG6KhruosMuAwMND3NzP5flkxkZS0pKvo2KmpSYODsyciIcR45k1dcnnTrVgJRwnwu7Rj8GVC/51Bb9tA9CCLkkskcG7srM+lLIo6Kir3NzV2VlLZfBysjICXCkpLwTHDwsKWm2n+Ho8Sekq0w8yJ6xwcGPqlPHTDrJLmwq+4iyz8UMSK78/C+Tkz3LynYg0qam3O4uA9JR9GNA9ZLPzsNVhIQQcrmcPFkrh5cbz8eSHjKoIjhwNTcX19UlFBZulG3D9uwZ7afsHLtnz5jERA/Iqbi4aeqeF6rMMtkzNjLSsOFFZWVAaem21tZG6W8T2cfFjz0K/RhQveRTW/TTPggh5Koh+0qI5DLZOaK2Ng7K6fDh/SUlW/Lz1wYFDU5MnOXv7wIRZj67PzJyorLgcboycPkUPEdFTWpqypNDkKC68vMNx2VC0qWm+lRVhSDM+vokaEE5p5KCrEvRjwHVSz61RT/tgxBCeiytrY3QQxUVuw8e3AO9FR39vHRuybpI2TffZNmjrIiUAUfxJlu5ymBlQIBraOjI4OBhaWnzY2Km1tXtg7A7e7ZVut+OHi2QpZGy0tN4KphoMq6a7Aj6MaB6yae26Kd9EEKIHXHyZC0k0YEDP8XHTy8t3ZqevqisbEdCgkdi4hvGMkvOskxIeM3vwimWFk9ACgkZrvSHGTYnk+31ocMgwmSf2KCgwRkZH0RHT0lNfRdfxcfPlEMqCwrWl5RsqaoKKy/f2dra1NSUC1lWWekvJzipZz3JRmJ1dQnFxZtt783hYOjHgOoln9qin/ZBCCEOQHv7GSgt5fohO3uFujnqsWOV+Aoqp6WlJDd3VWHhhszMpcnJnhBkwcHDQkNHKh1dj6idXlY2EhtsbacxkWgX5pYZRjPDwsYi5LCwMcaT91NS3snLW9PYmH3wYFBzc1F+vm9VlWFzV2ivDm6yb0fox4DqJZ/aop/2QQgh+gTKprm5GCqnujo8KWlOScl30D0HDuyCEoIUy8hYsnfvTNlILCvr44QEj8LC9YmJs9LSFijKyeWCfnpI3boCukqdJWY0aewhdeAyJGSE0Yau56+UFO+0tIWHDsUUFm48frympiZaPXzJGEhGyMSTJ2uVbrMe3R+mHwOql3x2Hq4iJIQQcklaWsogdHBvaEiFHsrOXlFfn1Zauq2hIQWyrLR0O+RaZuayAwd+KivbceKEYVP+qKhJ6vJJOQcpMPBhSDFVjUn3mCiw8PCn8DwmZmpysmd6+qK4uBcjI91lPpl4iI5+Pjp6Snb2ytRUH8iy2to4aC/Z/b+7y8aAfgyoXvKpLfppH4QQQrqa06dPyDJGSK5jxyqPHMk6daoBkqilpTw0dGRAgJv0fsmxktLdZXYNVMWZ3GX40mQjsfx83/LynTIZv7W1saBgXU1NBNReXt4ai2ORsqGGtpnVjwHVSz6F9vb2efPmOTk5OTs7e3t74+OVhaOf9kEIIaQbgb6BHoLeqq2Ng94qLt5cXR2emDgrM3NpUNDg0NBR8fHTo6OnHDjgV1i4sakpH/qppORbaLLExDf8/V1k71ajHfMNHV1xcS/hFdnGIiDA5cJGYhNxNTcXI9Lq6ghluHO+0h82OTd3FYKVTcugAhsaUs9dvIhSwJOOqDH9GFC95FPw9fXt379/qQIc69atu7Jw9NM+CCGE9ExOnz5hW9C0tjZC9ECZyVVauk1O/oYyM9q1dTDU2IUtLQZAdcXETL0wTDnYeNKY9IH5+7sqEu1FvFVYuEk5UDIgKmpScvKckJARe/aMKSr6Wjn7cg9k2ZEjWWVlO9QlBTJ1TD8GVC/5FFxcXAIDA8UNh6ur65WFo5/2QQghxGE4fry6stK/oOAryKPc3JVyvCOu06dblI3EJouWCg9/Evf09PfS0hZmZX2kiC2TbSz+ps7Hl14xK0OWw9S+sbS0BRBzERHj9WNA9ZJPoU+fPvX19eKuq6tzcnK6snD00z4IIYQ4Hta6vhISPCCDqqsjjJcitrSUQYQVF2+WAcrCwo2QaDExU2NjX1DU2LjQ0JH79s1KTvZMSXlberxkaFL2pxCZpV76MaB6yafQq1evtrY2ccPRu3dvG56vsclVSS8hhBByVen4rPbTp0+YSLFzyoYRzc3F+ErdYbW8/N8hISOgvZKS5qSkeOvHgOolnwJ7sAghhJBuRD8GVC/5FDgHixBCCOlG9GNA9ZJPYe3atdZWEV5WleunfRBCCCEaoh8Dqpd8Cu3t7Z6enk4KXl5exvtgUWARQgghXY1+DKhe8qkt+mkfhBBCiIbox4DqJZ+dh6sICSGEkE6iHwOql3xqi37aByGEEKIh+jGgesmntuinfRBCCCEaoh8Dqpd8aot+2gchhBCiIfoxoHrJp7bop30QQgghGqIfA6qXfGqLftoHIYQQoiH6MaB6yWfn4SpCQgghpJPox4DqJZ/aop/2QQghhGiIfgyoXvKpLfppH4QQQoiG6MeA6iWf2qKf9kEIIYRoiH4MqF7yqS36aR+EEEKIhujHgOoln9qin/ZBCCGEaIh+DKhe8tl5uIqQEEII6ST6MaB6yae26Kd9EEIIIRqiHwOql3xqC9pHXUJCbVzcmRMnTtbWdndyCCGEEPuAAovYAu3Db8AAXMHDhuG+b9as0JEji775pnjz5qOFhTXR0c0lJVWhoVBgx6urj2RldXd6CSGEkB4BBRaxhSqw5PIfOBD3oCFDDPdHHjE8eegh46/2zpy5Z8yYnM8+i54ypWjTplQfn9Lvv89bs6Zsxw6IMEixlvJyOE41NECcHT94sGTLlqa8vOqIiJaysu7OKyGEEKIZFFjEFuoQYcl336UvWpS9YkX4uHGxL74ILRXy6KMGaaXoKpMr4OGHcQ9U7iYeRJCFjBiBe+jIkQZvilzzd3NDyJETJ0J7WUxJW3Nzwbp1EGrwcLy6+nB6OtxIVczUqdWRkfVJSfAgPtvPnMF1FQuJEEIIMYUCi9jCYvs429pq6H+qri7fuRNCB/KrITW1KjS0ZMuW9A8+gE5KffvtADe3hFdfhXIKe/JJg35ydTXu6BJRJTIrePhwYx0W5e6OEIq/+SZjyZK8zz+HHwg7CK/4l14yDkGEWoBylxDwVt6aNYVffw3dhitu+vQ9Y8aYjFqerK2FPoNMLNy40aIIaykrw/PTJ050VYESQgjRBxRYxBRNtmmACDunCBrolWOVla2NjZBidQkJ0vN0JCOjePPmlooKg1CrqYFQOxQdneDhIX1jP+swpQ8s4II4U5+rD2Oef97fxSXi7383eDbypl7RU6ZAZhX/61/QXnlffGHoNnvsMfkqae7cFG9vJKytuRnJSPb0TFuwQIQa1GHE+PHV4eHVERFtLS1QXUg5ZBlEZKqPD9wWs0xZRgghRIUCi9jiKrcPqLGkOXOiJk0Kf+opw5z6N9+E3ElfsiRkxIi0hQubi4uh2Eq2bMn39W0uLYUqktFACDg8yf38c8PMsEGDkt56K8XLC3eoK9FSMl1Mus0MKs3FJeDC1LHQ0aPxUWaVBQ4ebKzhLnp30CA1hOBhwxJnzcpbuzZ31aqijRsRV/z06SL19s2eDXGWs2oVvqqNja3YvbsuMREJLty4ET4hzgo3bYLn+qSkowUFahea6hBVau4mhBBid1Bg2TfWepva29vnzZvn5OTk7Ozs7e2Nj1ccvkYpvTygOa5g2jsUmDoTS5BJYzHPPWfozXr2WUic8p07odJaystDR44MUmSTYRxz3Djc0+bPT1+0qGznzmRPzxRvb2OZJaOZUH6iycy7ys73q7m5qWoswMXF3IOotxClFw3piZw4MWnu3D1jxoSNHRvx9NOIJfGNNyDgoDLhIWPp0tJt2w7v3480VwYExE2bBsmIRMZMnWo89Hn6xAloOGv9aoK1mW2EEEK6CAos+8Za/fn6+vbv379UAY5169ZpG759cba1tT4pyaRPSOZaFW/eDDVztKDAXILgFagWiBuotBM1NaJpIPsOBgVBSIWPH+/v4uLv5hbx979Dq+V89pmhW+uLL6CBkmbP/nkRgNJhhvuekSPhiH3xRdzDnnjCZOjTslBTetQsetv35pt5a9YgSWU7dmR88IHEgiRBAhpnRDJetn07vkXC8JXJOKZMpMNzE2FKCCGkkziGAe0IjplPa/Xn4uISGBgobjhcXV21DV/niBw5WVvb2tho0cPh9PS2lhboMxnWhI6BnhPpA4nTlJubsWRJybffQpklenhAmaV4ee1///0EDw+opciJEyGe4qZNS3zjDeORzZjnnoNIips+PWTECJnXH6Lcg4cO9TPaLyN9yRK8jhghrZLefFPtfhMRFjR4MJKBxCBtBevWRTz9NJ7jjq8gNI2zAA+l27ZBMkK01cbFGX+Fj9B2uFf6+3PBJiGEWEQ/BtQx84n669u370033XTfffetWrXqzAVr16dPn/r6enHX1dU5OTldcfjaJJRcPmdbW6tCQ0UqmQyYymDlnjFjZFZ+bXx8Y05O/PTpcS+/bDx1LFjpRdszalSyp+e+uXPV8dDQUaNksFL2jxW55u/mljR3bvYnn+ydOTP2hRfO95b97W+4Q/Mhxvwvvkj18YEQNO5Lg+xDIEWbN2cuW1YVHJy+aNHB4GAovIrdu40TjPSX7dhRExkJGVf49deQj5kff1y8ebPsu8Fd0Aghjod+DKgj5/PUqVPJycmurq6zZ8+WJ7169WpraxM3HL1797bx+jU26fLUk8vn9IkTdQkJrY2Nlf7+xkcYQawEKQOLgcogY8Krr+auWtWUm4uv4BkaKMXHR4SRrNDMWbkSSqgmIgKiKn7GDPPpYnEvvQT9BIlm3ElmdUxTtjS7MPks8plnoqdMgeSKV3rdDLJPOtsuHvSUiKDbEmfNkqQidweDgppLS5G7w+npEJq4jlVWIsv5X34ZMX58+b//XbptmyrLIEAPZ2RkLV8O9QY92sEylL43HgBFCOki9GNAHSSfNnRPRUWF2lPFHizdAiEF5dGQmlqwbp252oBSSfb0hJw6mp8PP8Zf1cbFBSjbvUa5u0dNmgRlA+EiX5Vs2QLdBgEkvVmVAQHwDDEED9krVkBFyf4aeFHtVxOFp14ynyxS2VAjdto0hCae/S9eCoCHkGJxyp5n6hIEw5Do0KEyF038Byr9c6GPPx734osykGrco2bo0jMa04SESlu4MHv5cviMmzatYP36VB8fXAhKtmqLeeEFw1jtrFl1iYnItZQS5FdzcTEKE1LvRE1NVWgoFB4uma+GMI8WFED/1URHI3CI1BRvb9wh+2rj4xE7LoRWvnNna1OT8YoE1AgCx5Nu77SzMbbLYV9CNEE/BtTx81lZWdmvXz9xcw4WuQIuuZWXzN8yf46HEBznLuzUintLaSnUTMzUqdGTJwcPGwaZAjkCaSIT0WTBAbxBqUCFQAvGTp36834Zcr8gsM5fSkcXvEFvybLQYEVmqdeeUaOk986wQvO55yAioaWQhvh//MO8y+38RmuyMcfFIi9s7FgkOFzZIBdug8J7/PGfPbu6QurhdenPk47AoIu77owv6brb+8orcOyTKXEXdmKLVPbUhT6DnIVONQzC+voahlA3bYIIzl29Omv5clwVP/6Yt2YNtGzx5s0nlPFilJ7sMCdCUKoAZauqQ7VeoOfwXA5jaMrLQy3UJyfLnnAQ0yleXoaVGfi4Zk3xpk1pCxag0PbNno1iTF+8GEo6Z+VKqOecVatQQagmjVoZIXpBPwbUMfPp7u6elZXV2tqam5s7fPjw119/XZ6vXbvW2irCy6py/bQP0nV0sEcEUqB02zZojqKvv4Y5P1pYWB0RcSQjI33RolQfn5qoqLIdO0QCwie0Ai4oob0zZhwMDoZPWRaasWTJnjFjZDvZ84c1KSsxIWugFSInTAhTdj6DmID2Ktq8OcXbu2jTJoibuOnTL1Jgilq6aI7axfpJPspBBbLjWriixtR91MQhHW/nxZmNMVbxpmhKf2Xem8klX8lYrewqAjdEW+jo0VBCoSNHim6TrsSkuXOR8viZM1Xxp8ZuvKObRUXoZzTmG3BxN2TEhAmGjUU8PSPGj4d4RdFB0h3Jyjrd0gL13JSbC/VscUOQ1sZGqMOq8HAIOLzFPd6ITtCPAXXMfG7fvv2BBx64/vrr7777bh8fn5MnT8rz9vZ2T09PJwUvLy/jfbAosIjDYE26ZS1fDkGQ+MYbQYMHJ3t6QngZb+tqcd4VnleFhkKoZS5bluDhYdj/YsmShpQUaL6jRUX4eDgtLd/Xt/S77wo3bsxdtQrKD6oCWkEG+2Q0ti4hQeaKyQJSw1hhfDw8F27YIEc5QSyW//vfCK3Szy9pzpyYqVMTZ82CTkp55x3Z/8ywocazz0LZ7Bk9GokPGjRIZKLs+iH9YapwNBd85/dgs+jBaA+2+Fdegb5MX7LEMCj81FOGDUdcXGQntvTFi6EXMxYvRnoghpCG2KlT1R5EE0Uo6ZEePngwbOHr5taUlycljDKBCEZo8Yp4/XlyniLUUG4Qyih2KDOZdYe3GlJTcUfRHS0owHNUh6gxeIOS49glsS/0Y0D1kk9t0U/7IA6GbKVhdyZZki2KEHd8xAW10drYWBMdfbSwECqtJioq1cen6OuvIYDS338/ed48KJiKXbvwVdn330M5wWEY2lu5EkJTNqHFu43Z2RW7d59uaalPSlKLRXoE5YzOc5aKS54YxnzLy/fOnAlFuG/27NCRI0UzhSnz7QIuPtY9cPBgaCmZbyc7iagDqVCNMurqd+EQBZmKJ31y0l8YcPG5pftmzUKksgIDDqhedYHq4fR0KLDKgABoYtkfWJ01iEI7o+xyBzXckJaGV9htRq4++jGgesln5+EqQkLIJTGciFBWlr1iRd3evZX+/kcyMiDsMj/80LhHLXz8+AA3t7zPP6+Ni5NuLUi6xFmzop599nxPmKK9ZC83k1l35wdbjY6HV3vmIt3dY59//qKhWOUrGTZNfP11RKrOdRMP8f/4x54xY6DPoA5z//lPCC/oziNZWc3FxV2xUYh0uSFkiDyTI+d7JiiNtIULDwYHQ5TbPhbCnLIdO/J9fblZsTn6MaB6yae26Kd9EEI0AZIifdGi0u++S/XxMT5z09xbsqfngd27M5ctg0WXM+Che6ojI8t37sR1WBmE3f/ee1BL+WvXwvDnrFpl6BVTOrrUSwZPo5V1D7KC1ViiGUY/FYFlPIRqLN3UPjPIvojx4yuUJRdHCwvrk5KgGIwHly0iS00rdu+uCg1FavFuZUAAZFyih4eaHqQfuTsUE4NvDaeU7t2Lj5rLEaTkyvprkaSYqVNlz7ygC6dHQI8iFzYClBUq8JPs5SXFCF2b4OEhO60QQT8GVC/51Bb9tA9CSM/nWGUl1E/kxIlx06bVREVB1pw5cQIPzyk9arVxcRBJWZ98Am2Xt2aNHKIAkQdvOStWhI4cma70YO1VtucwmcIvl6wJELURPHy4YTLcmDE5n30GeVf8r38ZpuWlp0P8HcnMRPg5K1da6HhTlJyEY3LMvLGHlHfegbKBGoOwy1m9OnzcOMhNaDUIL+SidNu2S2o7mU0IIQiFCkXrpxzJgNzFvvBCzPPPR0+Zglyr60IsAl0I5Sqp2qMcsSo7GEuHonT7Jc2Zc0ARjuqpFZBWJd99Z5wv49UbJgdCmCRYPQPjCqu/YyAWQzspKED2kWxjld/VcwbQ3gyD+BERaDC5q1frx4DqJZ/aop/2QQjRD3UJCTDzhtUG/v4ywgXFA3Uic8JClWn7FldZinKSbjOTxQTSMSZKJfPDD7NXrDickQG1VPLtt2pX2c8bfCh9Rec3+DDqS1NXMCAlkHeZH30UP316pZ9fTXQ0RAM0E1J+trW1raUFKvNnDafc/S9eiCAX1GTM1KlIhom2aEhNVSMKHjasOiJCdKphf7vk5JARI0y6A5O9vdMWLkxR+qtkNauIS7zblJ8P1YV0osQyly+HUjTeiA7xlmzZUvDVV5ETJhhm3U2ejBezli4t3LgR0gcCERUBFWg+Se4KjqiHvmkpKZHJfFIykovYadOQvIzFi1HFhgUW5eVyQkbx5s3F33yDJ4VffZXi7V22bRtqDe0BhSBdcVJo6gxFyDVozeo9e6DgIaFUCYsLDoh72UFGnUeoHwOql3xqi37aByGEwMxDHBw/eBCS62BoqOFsKGWMEpd0a4m0kvPaYZhzV606GBR0JCtLdqnAXV1YagxUEcSE7AMHHQO1FKdsqCEbfMD2h48bJ6OcppPPFL11/n6hqwwCQjXhoYqe2zdrlmFYdutWaKnkt95C4LHPP39eICrhhD/xhGFF7VtvGeaoeXhATMheu/gKKsHi4gbonnDlWC2JS+7ne+aGDoW8kJ3tjIURdIYImpDHHkOmsj76CCFETJhgLNTOh6N0kkloeBKkCLWoZ5+FAEp7910oFdk0LuXddxELytPGGgXZAdigeD7+2FhlioQ9v3Li4t5K0bhyP38KhYwdXyypUb8ormhFEcr+cOI22Ugl/KmnEMj5kjHuAR02TD8GVC/51Bb9tA9CCLEIZERrYyNs/PHqalwVu3dDJ8khTlccJt5FCOqomcQC1ZK9YkVzaWl9UlLhxo1QS2kLFhg6mZ55xiAFLt5HLXnePMMst8JC2ePXHOgSCLv099+XXT/MBYTsXmY7nXJKPZIq60b3L1gAJWdjFnzGkiV+ygGp5n176R98AGFXum0bkp3w2mt+FxaZWrzOa8oL/XzBQ4cizOzlyzOXLWvMyYFCrY2PR0rS5s83qMyRI43fTV+8GMV4ND9fNtJDkgrWr4c8ips+3XAm2IWdh0VUxb/88s/HVChaMPDCfsXGiT+/AcoFlYlXZI+Sn9XYM89AUZV8801DaiqqEu0EclM/BlQv+ew8XEVICCE9BNmto2zHjsbs7Nq4ODl2E9pCnRTVESA1oiZNylm9OnrKlFRl07U9Y8Zc7hicjCFeEqQW0g2qDoIGGjFpzhyZDGfsB/oSIqmlvNywA+2ePdBAmUuXprz9dty0aRCO0C55a9Yke3qK7gkwOb3UaL3C+T4wNzc8RI6KNm5EgBaFr/HDki1b8n19jx08CKWo9t7JzDDksU3ZOBcyGtrUsB3xpk3QhYUbNqAAoQ6hn1BuMqYph5IhRvUcVRP0Y0D1kk9t0U/7IIQQnWB8yFIXoUn40GoQOrXx8VBpae++K2Ojclq8bKiWMm8etCa0GuRmD9z0Tj8GVC/51Bb9tA9CCCE9GehCCKnD6emyPLDbT0y/JPoxoHrJp7bop30QQgghGqIfA6qXfGqLftoHIYQQoiH6MaB6yae26Kd9EEIIIRqiHwOql3x2Hq4iJIQQQjqJfgyoXvKpLfppH4QQQoiG6MeA6iWf2qKf9kEIIYRoiH4MqF7yqS36aR+EEEKIhujHgOoln9qin/ZBCCGEaIh+DKhe8qkt+mkfhBBCiIbox4DqJZ+dh6sICSGEkE6iHwOql3xqi37aByGEEKIh+jGgdp9Pi11K7e3t8+bNc3JycnZ29vb2xkfbz68g0s6mmxBCCNEf+jGgDpJPkwrz9fXt379/qQIc69ats/28k9ERQgghpCPox4A6SD5NKszFxSUwMFDccLi6utp+3snoCCGEENIR9GNAHSSfJhXWp0+f+vp6cdfV1Tk5Odl+3snoCCGEENIR9GNAHSSfJhXWq1evtrY2ccPRu3dv28+thWmDLsgEIYQQ4uDox4DaWT6t6Zur34NFCCGEkCvgyiyv3eEg+bzm6s7B0pyubnBXoUEzip4QPqPoOVE4QBYcIwoHyIJjRKEfXaXiIBk2qbm1a9daXC1o7bl5CFcZB2jZjKInhM8oek4UDpAFx4jCAbLgGFFQYNkfFjse29vbPT09nRS8vLyM98Gy+Pxcd9e9A7RsRtETwmcUPScKB8iCY0ThAFlwjCgosEj34AAtm1H0hPAZRc+JwgGy4BhROEAWHCMKCizSPeiw5fVMWBE9BFZED4EV0UNgRdgjrLMeAf94egisiB4CK6KHwIroIbAi7BHWWY+Afzw9BFZED4EV0UNgRfQQWBH2COusR8A/nh4CK6KHwIroIbAiegisCHuEddYj4B9PD4EV0UNgRfQQWBE9BFaEPcI6I4QQQgjRGAosQgghhBCNocAihBBCCNEYCixCCCGEEI2hwCKEEEII0RgKLEIIIYQQjaHAIoQQQgjRGAqsLuGaCxg/DAoKGjp06A033HDrrbe+9NJLDQ0N5i+2t7fPmzfPycnJ2dnZ29sbH20/J7axWBEBAQGDBg26/vrrURFTp049dOiQ+YusCG2xWBFCfX39H/7wB2vb/LAitMViRVxzMRZfZEVoi7XSTk9PHzFixK9+9avbbrttw4YN5i+yIuwICqwuxOSP59FHHw0MDGxpaamtrZ0xY8bo0aPNX/H19e3fv3+pAhzr1q2z/Zx0BJOKeOSRR3bu3NnY2Njc3Pz+++9D9Zq/woroCiwa71dfffXDDz+0ZtdZEV2BucC65CusiK7ApOQLCgrwY2PLli1HjhypqKiYNGmS+SusCDuCAqsLsfFvC6Ydv1HMfbq4uECEiRsOV1dX289JR7BREdC7N910k7lPVkRXYF4Rubm5d99998mTJ62ZfFZEV9BxgcWK6FJMSh6K6vPPP7ftkxVhR1BgdSE2/m3t2rVryJAh5j779OlTX18v7rq6OicnJ9vPSUewVhHHjh1bunSpcVciK6JLMa+IUaNGffvtt+ZfsSK6FPPS7tu3L35p3HfffatWrTpz5oy5T1ZEV2BSEf369Zs/f/6tt9568803P//8842NjeY+WRF2BAVWF2LNrqelpd11110FBQXmX/Xq1autrU3ccPTu3dv2c9IRLFaETIC45ZZbioqKzL9lRXQFJhURGho6YMAAmSxi7Y+FFdEVWCztU6dOJScnu7q6zp492/xbVkRXYFIRKL0pU6bUKri7u7/wwgvmr7Ai7AgKrC7E4n+xyMjIO+64Y9++fRZf4a+TrsCa8T569OjChQsffvhh869YEV2BSUXcf//9sbGxFr9SYUV0BTY61ysqKiwWJiuiKzCpCBQmylDc0Fh9+/Y1f4UVYUdQYHUh5v/Ftm3bdtttt6WkpFh7hePrXYENcwKNZTwZToUV0RXYXrxmsZpYEV2Bjb+IysrKfv36mT9nRXQFJhXh5uYGXSXuQ4cOWRRYrAg7ggKrCzH54/n000/vuOOOvLw8Gz7Xrl1rcSWIteekI5hUxHPPPZebm9vW1nbgwAEPDw+Lc7BYEV1BRyZTm3xkRXQFJqXt7u6elZXV2tqKv4vhw4e//vrr5j5ZEV2BSUVs2LBh8uTJ6hDhiy++aO6TFWFHUGB1CRZ/l5v/Xm9paVG/Ekd7e7unp6eTgpeXl/EeJxafE9tYrIjt27c/8MADv/zlL//whz/MmDHj8OHDxv7FwYrQlkv2VFkTWKwIbbHxF3H99dfffffdPj4+J0+eNPYvDlaEtlj7i1iwYEHfvn2dnZ3xO9DiJHdWhB1BgUUIIYQQojEUWIQQQgghGkOBRQghhBCiMRRYhBBCCCEaQ4GlPdYOdb7cQzo7cji0YHHucAfP/rRx8rGNKcmEEEIIsQFtp/ZYO9T5cg/p7Mjh0MaYKKEOnv15yZOPKbAIIYSQy4W2s2sxPtS5MxvEmRwObRETJXQF+86ZnHxsMVhCCCGEXBLazq7F+FDnzhxxYHI4tEVMlNDlnpxgfvKxxWAJIYQQckloO7sQk0Odr/iQThuHQxtjooQu6+xPmWtl8eRjCixCCCHkcqHt7CrMD3W+sh4s83CszT3vYA+WtdetnXxMgUUIIYRcLrSdXYLFQ52vYA7WJQ+HNqbzc7AsnnxMgUUIIYRcLrSd2mPtUOfLPaTTxuHQFjFRQh08+9PGyccWgyWEEELIJaHt1B5rhzpf7iGd1sK5ZIy2gzXB9snHFo8jJYQQQohtaDUJIYQQQjSGAosQQgghRGMosAghhBBCNIYCixBCCCFEYyiwCCGEEEI0hgKLEEIIIURjKLAIIYQQQjSGAosQQgghRGMosAghhBBCNIYCixBCCCFEYyiwCCGEEEI0hgKLEEIIIURjKLAIIYQQQjSGAosQQgghRGMosAghhBBCNIYCixBCCCFEYyiwCCGEEEI0hgKLEEIIIURjKLAIIYQQQjSGAosQQgghRGMosAghhBBCNIYCixBCCCFEYyiwCCGEEEI0hgKLEEIIIURjKLAIIYQQQjSGAosQQgghRGP+P2AZynCT2GBlAAAAAElFTkSuQmCC)
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