Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit329-09-20020816_222400_20020817_030800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/16 |
Start Time | | 2002/08/16 22:24 |
End Time | | 2002/08/17 03:06 |
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 | | -8.85 |
Dipole Tilt, in Y-Z GSE plane, deg | | 9.98 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 219.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit329-09-20020816_222400_20020817_030800-constBx0 |
Minimum Dst Value | | -14 |
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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2tf2EEEIIIRpiPwJr7969w4YNk+0BAwbU1NTIdnV1tYODg+39l4vFl8kJIYQQckm65u37DHZiZ1JS0u23365+e6Rfv36tra2yjQ31y+3W9luE7YMQQgjRFv04UHuwMzQ09NZbbz148KC65wr0YHUhv4QQQohO0Y8D7fN27tix4+abb05ISDDd2d1jsPTTPgghhBAN0Y8D7dt2rl+//tZbb83KyjLbv3nzZotvC1rbf+4yq1w/7YMQQkgfJTk5efbs2QMHDuzmIVXncXBw+Otf//rpp5/azpV+HGjftrN9BTc2Np5T5rtyc3NzUFi+fLnpPFgW95+jwCKEEGJf/PGPf/zoo4+OHTt2ZZJDQnv37v3LX/6yf/9+G8H040D1Yqe26Kd9EEII6aPAVZ0+ffoKJ5qXl3fbbbfZCKAfB6oXO7uOWVdZT2eHEEIIsUVPuSrb6erHgerFTm3RT/sghBDSR6HA6ln0Yqe26Kd9EEII6aNQYPUserFTW/TTPgghhPRRKLB6Fr3YqS36aR+EEEL6KF13Veqw46uvvnrQoEFTp04tLS3tYrr6caB6sVNb9NM+CCGE9FE0EViycfbs2fLy8iVLlri6unYxXf04UL3Y2XX4FiEhhJA+hA1XVZuYWJ+Zebkx1NfXX3/99diYN2/eli1b1P1fffUV9nQk3UsetSf0Yqe26Kd9EEII6aNYc1UVISHeTk5YLqmxTHuwKisrly9fPnToUPxsaWkZMmTIzp07zykfrMN2a2vrJdPtyFF7Qi92aot+2gchhJA+ijVXVerjIwKrJi7ukjGY4ujomJGRIYeOHDly++23u7u7Y43tjqTbkaP2hF7s1Bb9tA9CCCF9FGuuqu3MGWisipCQy4qhurraw8Nj+PDh6p4333wTAT766KMOptuRo/aEXuzUFv20D0IIIX0UDQe5Cw0NDTIGC6SkpNxyyy179uz5/e9/n5eX1/F09eNA9WKntuinfRBCCOmjaCuwamtrV65cOXjwYGw3NTXdc8894eHh2P7555/vu+++5ubmDqarHweqFzu7Dt8iJIQQ0ofQcB4scOONN06cODE/Px/7n3322S+++EINtmHDhhdeeKGD6erHgerFTm3RT/sghBDSR+FM7j2LXuzUFv20D0IIIX0UCqyeRS92aot+2gchhJA+CgVWz6IXO7VFP+2DEEJIH4UCq2fRi53aop/2QQghpI9CgdWz6MXOrsO3CAkhhPQhKLB6Fr3YqS36aR+EEEL6KBRYPUuft9Nil5K13qa2trZly5Y5ODg4Ojq6u7vjZ6cT7VKmCSGEkG6GAqtnsRM72wssi8E8PT3vv//+QgVseHl5aZIcIYQQ0tvQcKLRq6++etCgQVOnTi0tLe1iuvpxoHZiZwcFlrOzs5+fn2xjw8XFRZPkCCGEkN6Ghp/KOXv2bHl5+ZIlS1xdXbuYrn4cqJ3Y2V5gDRw48IYbbrj77rs3btx45swZ2T9gwICamhrZrq6udnBw0CQ5QgghpLdhw1XV1ibW12debgz19fXysecHH3xw+/bt6v6SkpKbbroJRy+Z7iWP2hN2YqfFCjt16lR8fLyLi8uiRYtkT79+/VpbW2UbG/3797cdpw00N4EQQgjREGuuqqIixNvbCcslNZZpD1ZlZeXy5cuHDh2Kn/7+/n/605+wU47OmjVr7dq1l0y3I0ftCTux00aFQVmrPVXswSKEEKITrLmq0lIfEVg1NXGXjMEUR0fHjIwMOfR///d/33//PTZyc3NvueWWEydOXDLdjhy1J+zEThsVVlpaOmjQINnmGCxCCCE6wZqrams7A41VURFyWTFUV1d7eHgMHz5cfu7du/euu+46c+bMtGnTPvnkk46k25Gj9oSd2GlWYVOnTk1PT29pacnMzBw5cuSCBQtk/+bNm629RXhZVa6f9kEIIaSPouEgd6GhoUHGYJ1Tpj2655573NzcbrvtNnjbjqerHwfa5+20ODTqxx9/vPfee6+99to77rgDivvkyZOyHw0CrcFBYfny5abzYFFgEUIIsSe0FVi1tbUrV64cPHiwumfHjh0I8OWXX15WuvpxoHqxU1v00z4IIYT0UTScBwvceOONEydOzM/PV4/u2rXrzjvvPH369GWlqx8Hqhc7uw7fIiSEENKH6G5X9cgjj/zwww+Xm65+HKhe7NQW/bQPQgghfZTuc1Vnz579/PPP77nnHnWmho6nqx8Hqhc7tUU/7YMQQkgfpftcFWK+7bbb4uPjO5GufhyoXuzUFv20D0IIIX2UnnJVFFiCXuzUFv20D0IIIX0UCqyeRS92aot+2gchhJA+CgVWz6IXO7VFP+2DEEJIH4UCq2fRi51dh9M0EEII6UNQYPUserFTW/TTPgghhPRRNJxo9Oqrrx40aNDUqVNLS0u7mK5+HKhe7NQW/bQPQgghfRQNP5Vz9uzZ8vLyJUuWuLq6djFd/ThQvdipLfppH4QQQvooNlxVYm1iZn3m5cZQX1+vfuzZxrAZCixBL3Zqi37aByGEkD6KNVcVUhHi5O2E5ZIay7QHq7Kycvny5UOHDjUL88UXX0yYMKEj6XbkqD2hFzu1RT/tgxBCSB/FmqvyKfURgRVXE3fJGExxdHTMyMgwDRAUFHTfffc1NDR0JN2OHLUn9GJn1+FbhIQQQvoQ1lzVmbYz0FghFSGXFUN1dbWHh8fw4cPVPYcOHbrzzjuLi4s7mG5HjtoTerFTW/TTPgghhPRRNBzkLjQ0NKhjsKqqqu66667IyMjLTVc/DlQvdmqLftoHIYSQPoq2Aqu2tnblypWDBw+Wn9j45ptvOpGufhyoXuzUFv20D0IIIX0UDefBAjfeeOPEiRPz8/PbH+JbhBbRi53aop/2QQghpI/Cmdx7Fr3YqS36aR+EEEL6KBRYPYte7Ow6fIuQEEJIH4ICq2fRi53aop/2QQghpI9CgdWz9Hk7LXYptbW1LVu2zMHBwdHR0d3dHT9t7+9Eol3NNyGEENKd9Iirqqmp+fd//3cbAfTjQO3ETrMK8/T0vP/++wsVsOHl5WV7fxeTI4QQQnobEDpZWVlXONFFixZNnjzZRgD9OFA7sdOswpydnf38/GQbGy4uLrb3dzE5QgghpLfx/PPPz5gxo7Gx8cokd+zYsbfeemvgwIHp6ek2gunHgdqJnWYVNmDAgJqaGtmurq52cHCwvb+LyRFCCCG9Dfi7YcOGXXWluOaaa1xdXZOTk23nSj8O1E7sNKuwfv36tba2yjY2+vfvb3u/tTht0A1GEEIIIXaOfhyondh5FXuwCCGEkF6Pfhyondh5FcdgEUIIIb0e/ThQO7HTrMI2b95s8W1Ba/vbx3BZyRFCCCGkI+jHgfZ5Oy0OjWpra3Nzc3NQWL58uek8WBb3n6PAIoQQQrof/ThQvdipLfppH4QQQoiG6MeB6sXOrsO3CAkhhJAuoh8Hqhc7tUU/7YMQQgjREP04UL3YqS36aR+EEEKIhujHgerFTm3RT/sghBBCNEQ/DlQvdmqLftoH0Rt16en5W7fWpaUVbNvWVFra09npY5xtaenpLBDSk5w92xIf7xYdPe/kySprYfTjQPVip7bop32Q7qbtzJn2XvlklfHadKq2Vg4hDLaPpqScbm6uiYvDzuqYmNaGhsaiIqxbjh3Duj4zsyIk5HRjY21iIsJDJ+GU4j17qqKjEz08UlevTl+3Dht5336L9WFv75R33ikLDMzYsEG2M9avj3j22f2PPOLr4uLt5OQ/YgTWwY8+GjBqVNLKlZBcpd7eiATnJqxYEfL44zlffpng7o5z09auLTMYEE/BDz8gnqRVqwp37sTP4n/+M97NDYeyNm2qTUqqioxEbpExLFoVHaw+npNzoqKiaNeuhry83C1bjiYnG02OisJ2tqdn4Y4dyHN5cDDyg3LDzsqwMGT70MaNyCoOIc+SVeysjoqCppRMWksR5Y+jsKW5shKJlgcGIp64xYsTX389eNIkROLr6hq/dCkKLfmtt3AUVYYIUTXIJM5COaAWGvLzUTuoRFRc+7SwU2pcXaMeZSchvZ+KihBvbycsYWFT/P1HVFVFtg+jHweqFzu7Dt8i1Akia+ARsdgIBh8JxwkXCKfbwZgRLdQP1k2lpUgFvjZ782Y4ZvhjKBh4+kMff4ztg0uWQNyEPPmkj7NzwMiRIZMnq7oncOxYrPdPmqRuGx58EE4dR30GDzbuHD3aeO7kyVgHjRuHtc8DD2D9r+VvfzOeNWwY1r5DhhgDKHvUxe/BB9Vz/UeOvOhck0Xy4/fQQ+q22SL5MSgB/JTkfFxdA0aPhr0QcxBq0F6ZGzeW+vpCoBz++Wdsl+/fD3kEXYKyhViEyoSOFHGJQkP4Y4cOodBQVgiWt2VL4JgxiDZAMTng4YfVzJtnVdkptvgpJptn1dnZGGD4cGM8Y8ZAXEbOmgW1BLEoqjT7s8+i582DZkKAiOnTrcWDilCTM09CqQW/oUPViguaMAHpBo4bt3/iRJRJzPz52HNg5kwcin35ZUQV99pryEnEM88gGH5GzpkDXZv4xhsInPLuu4gE2i5s2rTU994TqYdiQW5RtuEzZlSGhpb6+KDcUIamGk5DdUtMQcHKrU5leDiKHYWPkpf7H1wfsKABYw9+oklDYeOu41hGBjQ3LjIIhkM4C9cTHJKbIqh/3L3gr4GbBBzCiRYvNceP55w927s6TXHfEBY2LTBwrMisxESP9mH040D1Yqe26Kd9XBK5ZEMx4OKCC32Olxc8k9GJbtgQ8dxzcJPdkSguNNLH00WkCwR5hrvCFQ0e7uCiRUZZo3hrLNEvvQQflvHRR3BaeVu3St9PwbZtuV9+KQGCxo6F88PlEt7u8L59cMlQDPBzRTt2oBxS3n5bPDR+4hB8JE4JVdSPyIJ/LYocOa9aRPcoXt9skUOiFcwcuQgaURiiFQyKO0ec+Ink4MuRVdFe4c88Y8zJk09KTrAfwi56/nxUGSQgrvviKlB9oVOmxC1aJPlBSLj8mJdfRnFFzZ5tjGfGDKPgmzjRmBxSefhh/1GjpPcLJ2Id9vTTqvoRG/8lRxTNIVLPT5EmZgHkUNjUqWpsFk2W5M4rQmUb+5FbLP5KuqJHVVUKYyFYERIZFv0nNRLyxBPGRJUYzBdFg0rZnq+dC7I1aPx4RAUxhMaT8fe/owDRGJBblFL7rEomAy0KX9NKVCrOYgMwbQa+lmKQ5XwHpFIvkGWwGlkKfeopZBLtHGIRbRUtE84ejRmeHnUt3Wxw9l3/W4kUwD8U0UJYQDScu3ChgHQW2SHKD9JBelvPNDejsTUWFGR7euIyghYIyYirCjYQAwLgXLnhQfvEudiPyMv8/RG+YPt2WJTz5ZdojblffYXyx/6SffugyGGUxAPF01xdje3mykpsI0tYECFygjXizN2yBXGmrV2LNeI8cuAASgYx4BQoHhSRrKFiUWgow1I/P1zikFzswoXRc+fiiof6QmMQ6ay2eWMzGzIEjQr/L6OeHjXK2ACUG4PztaxUorG5StXLH1ypPvVuAUcRCZoN9md99hmuJDAw+YNVyeGroGBCQ6e0tRl7wXGdgSDL++YbXIvKg4Nxx1IRGGjsZt63D9mWKsbS9frtUBtoO5Oevi48fEZtbVJdXTpUF+qgqan0xImK06eb9eNA9WKntqB94E8u1yNcF3CZwFouBFhjJ64v+B/WxMVhwT8T/3Y09KLdu+Pd3PC/xd/g0McfR82ZE/vqq7gZxV806c038bfM/PTTmFdeQWC4/KqoKFwI8G9HeLnRxwURd/DYiVTw38afH38kXAtwFNcFBMCV5UhEBH4ez80VH4kri3oLpT5RQsaQyaMpKdKVcrmjRmSMzpHwcGPqn3+O/7zcdptd7kUr4OJuei7SMr0JQ2bU/WIXso1FnuzgkofrZmVYGK5xMByXlbwtW+DAImfPhmLARefgkiWIv2TvXhTR8bw8lBsMR2AYiDJHJlvq62EgrMZ2wfffQ3DELVuGwk99//3E11+HbhAhct5xKtc7y4v4VyWAn2KXz8VSQHyh9NOICDDrFjrfb6S4c9ENIgKQpfilS5ET0VvIG5oBrqFoLfnbtqGEszZvxk60kMM+PkYfEBODWkajQr2joLBd/NNPqHEstUlJKMPq6GhsSzOojY/HVRXmo3jl2ZwUvmhTcXvQl9iJpmK7GaBqxCOaBkOzl3iwX5oWjmKRliYJ4RByi4pAjaDNwJY4N7fA8eOhckRtiESTtZm4OV+qiss5X/iurtiJ+pJD+L8YW3t2Nqr+ZHU1CgRZQu0jdem8UVs4WjtcuPwppDNAsgrbZZwZ/svYRuNBCUfOnJm0ciU8IlyaqNKIZ59FimkffIAGWfLTT2hOcMlYxHaLRYf90hWHvEEx1MTHY41cYQ/Okv8vPCKuA1K/BxcuhAaCw8YlAlIe7RymISdoq6jl7M2bYxYsQAC1BwvtBM0DmYycNUv9xyGT+HegUQU/9pip3GzfpKWz7Xz7v7g37sALL0CQ4f+CTDYUFKD6zDpO5GE0rMNfsnj3bmQ+7+uvUTLpa9fClvhlyyAgEL/cBoigR5zGC8Vzz5lmVSRviCKdgx99VP0H/asBKJcUqGGsw5SOQxHBZpca03bibclY+ccFKupHdI/vBVkjlylJSG5Izve2XqxuTfs4z5eqxfsfJYYARUVZvJ5IsUvLD1BkllmGxQopjfDp042iTZFr/1pc/uY92slntTOklc8PxrX3z84H9r8QtW+u92CTeJSrkFxwzLKa+u67aHgWu+e70sHZ0JDf2FgSF7c4LW0t1JW6Pzp6HjK5f/8krA2GEcp6OAUWsQXah7RaH+X/Kf8o+VfI3by/0rLNLwEXehTa//FM/13y3zC/wZWbdeWaJWvzf7jJDZA8J5K7JVxccF3ADZBcF+TxxPmsXrinL/X2xuVStU48JRwV/KI8l4FHgTrE3zJ6/nzJv1yzDBdfmuVSHv3yy+p4lNQ1a4xq8pNPkAqcqPF+buhQ+ABjF8jcuQiMm36oyZTVq73bewJFlJw3Wbm0WVzkIiLWyfVLXQJM7hcNFmNQUjzw/PPGHqw1a5Dt9DVr4LeQJYi2/K+/PrhoES5w8HmIWfokzl/iXV0Ld+40DjD69FNYGvrUU3JB9L7QLRSoPGmCe5b+ISnwQxs2wGlV7N9vvAc1GKAAVNeFDWidHmrOVxp5noI2JvfTItRgPnZCCUF/QLsYBzClpqLhlQcEoPzLg4Ig0WTElfQ6iEDsPsxUaccfBF95RLRJsZxTihcbuEvBXxgtLf+776B+EnBrsWQJNtDa0SBF0YoOM1wsa0ylwPlH0o88gg3cRxm7wZQn195mNxWW+tLO+3i56F38x7zo/6tcQ+Tveb5T58IV0rRTx6JWkI5PiFHj7dZrryGVqHnz1ET/FUx0j3QpycXz4gxLCeBuTV2bXXD8TEpDCu38dX74cJQJTsn85BNcB3BXjBYLxQ8xLbfBBT/8gLtf3BtDg+LCgjsfXFug6VE1aPYIhrsg3DjhanP4559xqD47G7dJcjVQHzvi9Jwvvkhb+37c60t8v1ek1Z7BisAa7P2Wk/e6v8nDOP/ZDyOHot4kk9L7KxcfM5PDpk1DKeH2DP+4E2VlSCL3m29wrcM1MH75ctz8y41ZB1tgbu4WYwb8R0pOqqtj1ENBQROUQ0Zp5ec3RAJQYBFboH1cdAlQ/p/nffzF+kkCSHOXpyoHnn0WFwK4ZDTl0KlT0fpxIm77jC1bGXxz/m7+wlXP10TDnR+9IR3R48YZu0CGD8efHBFKeLnbkwAWh4mcf4QkWb34gQsUj7F/aNYsRBumKAaRJmb/TIlWLkOwCLk99Pe/S8e+DDtQSwkXiJhXXvFu350jdinXSoPJPbQqsGTnAeW6KXfAcnHE/x/Xd2Qyx9MTl62kN99EgchFRHqA1Ou4RCVrOTfimWeQ1eS33oLtKGpcH4236du2ZW3a1JGnjXJvJw4MF0ezU3BUOkLEfLk2mXporDV5pklI15GWCXWLjcrw8ObKypJ9+6SPDf8I/EfwF5O/lfT6WHwyKz0rck2Leuklo2h7+mn8p4x3KWvX4mYMYgKxHQkPN7738OOPiDNj/XoZLgZJYRxLt22bPO2CEKlNSIAiRJbw34GkkOfU8P0If+TAAQQu9fWFgin56SecWxESgv+g9EeKRhf5K39S0ZoyRBIxQK/UZ2UhnsaCAiQhXd11aWnGm0bFXqTeWFws745A1mBt7HM9dgwxiI6XNxWQbUgiFBfSwk4ZpnnFZHdLyzEoFX//4T4+RmkVGTknOnRu+t51xi6u+eO9dzl5f+tUEre3tipJLjXyOEWk9jnluWpzRYV0psrgv/OP15VrozgXswVXeNQpwnfExsRED6Pg83FGDpHP1tYG9VAd8pG+7ujRpOLiPUePJqelrc3L20KBRWyB9pH2/VfJ33pWxMfE7vnq2KFDET98gmtE3Mdrjf0T6z8o2r27JCTwcHiw8RliZISMNjh34WZdHo3BA59RPHDTiXqsixqLmk83hxT6156q/Wfk57kVaX6RX8ckeRdWHIrPDT1QHvZJzBq/zN3L9s70yd69JuKN0LL9/zz0fXTFgaBi/315u+MOR26N2phTc+i7iI9jc/e/vetF3/AvP94yb8/uD77b/No3n72auvMbv00ryyLDDFvewxXkwCfvlQcHJ6x5Fxevi/5a0m8kg3hkCLN0pw8eDJmIvyKuazL0uCM9Lrh+4c8MqRQ5c2biihXpH36Yunp10sqVuH/C7VrswoXey19csszp0yXjV/q98nX0xygrGXUh1wUUlNznQb6YDddVOVSR9K7htYTCA/E+3x3JSd8WuM4Q+93h0kNJaYGv+8ybtGv4tzGfvBuwBCVzRum4Vq/F3fdGfUtnh50ih/kN3dsxQ0hHEA+N/x3unQ7v24ebE+ib6HnzsOAfCtVy5sLTVXnDUX3dlePoteX06eb8/K0ZGeul7ychYTk0SlPT+flTZOxH1pebc32+kABHjoQ1NhbZiBAVhCqDTsVFWIY2SgdBwMiRBxctSli2DJdrCGVRYPuVsWXwEaY3jdiGYkPDwFW9NikJjqDxeDFyVVERgtyaPh+0BgUWMcfsLcIhhiGuvq4PBzwMVTI5ZDLWMw/MxPq5iOeGGoY+GfrkCP8RowJGTQ+fjvXSuKX4+Xby29hembRybODY2ZGzsR4XOO6R/Y8g/MT9E3HuY8GPYY39WLv6uZreUDzg8wDWQ/yGYI3wWDv7OJsGGOxjfAI/3H841g/7G3P1oO+DpgEkwkeCHsF6esR0rJ+NeBZRIYdfHvjouwMbD7w4W8aBxS1ejNu19M834T4vfd92/H8OpHkn5UfsKtq1+dCmkIoQz2zPKutznJihDrRqT0NrwyvRLytZPW/s+KDxk4InVZyogNaUMJCb2wq2lTaVtlctMdUxGzI2SOGPCBhhNFypDrU0ZJFCmxA0AfXlnuDeiar/l/ytCEF+rAXLrM9cnbp6c/ZmJDQjfAZawisxr6iGSDw5x3POWLoApRxN2VG4Y370fGQVTgyFsC59HcoHgVuUC1snsk0I6esUFGwT5RQXtzQhwd3a5FI1NXESzGAYjnVm5sasrE22ldY5pa/dOHI3KTItdm1xwU/p6etwYl1dakV5aMG2b6NefvH8+yvKE4agceMCxoySpyjqYvw5xDh49LKMosAitkD7uEi7KPpgmGGYmWtXl795/0319CKVzBZRSyMMRpUAKdY+2FA/o6iCbsN6Wtg0rEcHjG6vwERhQLSpQs0sP+ez6mfM6gO+FyXx2sHXFsYu/DD9w8dDHocKRJZejnkZaxF/Zll9JuIZiIDVKashXFYlr9qUtQkyCPpjX8m+iuaKyKpIUQY2yhBaxyj1woxSb1zQODVXRtMCRyOf0E9QWlAbYiz2TA2bikRhPkTM2rS1Lr4u6rljAse0N/b5iOeRPShI0+LaWbgT2UNWfUp9jrUcg+JJrE2EmomqioJwhNDBUtlciW0YFV0dvad4z6zIWaqMRhUElgdm1WfBXihOUUuQVviJ7KklrC4vRr0ImfV64uvIiUjwRQcXQUvhFCkH5GR7wXY5S1qIrCUqVCLqFE0CNYJ49pTsgeHeh71RU9/lf+eR6PFFzhfhleFYzikCDktpE2cHJaTPc+pUbU6OV3a2pzx9u6RaKisz5OR8JTLLz2+oMhPV1OjoeUVFu1pajpl1LLW2NlRXx5SW+gYFTThw4AU5SxZ5ColzkWisYaHhyxFB6x7x9nTyfsfJe7uT99dO3iudvN9zCpn3mM/0B/xWP2hUdWuHXZZpFFjEFmgfGzM3wiv/UPDD6tTVe4v3rkpaBU+8OG7xlrwt0ATY+U7KO1i/nfz2nKg5cIpTQqd8kPYB9MF7Ke/NCJ8B1+gW74Y1DkFqbC/cjvCx1bHw0xnHMiBT4MKhACAFsMbO6uZq6AAkLY+Q4J6bzzRDgkAfYBuH4FYRGOJGdAP2QN8gAPbH1cRhA7IAiiGgPADZ9i/zR6KIFnlDNtoLPvHxLj4u7TWc6D8RQw/6PWjt3OcinoMU88rxal96W/O3wnA1GLLXfLoZWgqyBgX4YvSLEo8opydCnnC60DNntkhOPs36FJKouLEYJQnbERsKBHWBVKT3COWAAPE18TMjZy6IXWAag2hiWYu6NRPBothEiUqAhwwPmWpTiCooJ4kBlYv17MjZaABS41jal4wEHmoYurt4N0SSHHLxMxb1G0lvoM18lfsVonr+wPPtTbYh5aH8oMaeDHlSNBy2t+RuucL/CwEir6H1/EPwHskAIX2apqbSgoJt8fHLoF18fV1rag6eOGFrTj5TSkt90tLWhoU9jXMDAkYpmmkwpFJg4LiEBPfERI+UlHcjI2cGBz+mDkvHUaXraxjS8vV1uaC0BqvD0n18HjBVYKYazuBrDBDg/XC8m1vRrl0dzCQFFrGFnbUPiLbc47mPhzwOrw/fPCpg1PqM9ZAjkEfQYd8WfAu9Ik/HihqL4DuhVyDOoG8gCiEvFsQYVYv0J6nqRKQA4jRNCCoKIlKCvRT90sLYhdBD7fMD8QqlJRHOjpoNaYhgr8S8glxBu0AkQW9BvQVXBKfXpV+WpTCkvWqR3i9RciP9R55XPL4uSELy8FbyWxDQyAOsfj/1fad2z2dFbkIbmT0BRFlBY0HrLItfhoL6vuB70dOm3XWyQGxJt59pWUGGfpL5CaJ9PfH1p8OeRu1MDjX2oon2EgkrmVcXUV0SOXQYhFpHnopWnaxqaLX8JBc1jrZhFOJxbq/FvYbyR3VAvIZUhsAWaEG0FiQB66AsX419FQtKErWP+sIaVQYF/8/if0Lc48TLqixC9EZx8Z74eLfQ0KcUefSwiKROTCWKU6qrY/Lzv4V4Ei1ltvj6PqjMofVUYODYrKxNR4+mnDpV29JyrLW1obY2saRkX0HB99HR8xITVyBYdPR8g2FoZOSsWFyx45YgSz4+rqK6oqJeRLADHxon4PBxdpZBxpfEzhyoDfRip7bYa/swHTB0WUANHGs5Jn1pIkS2F2yHAvgy50u45C9zv4RAeS/1PacLA62gDAxlBttxwh/Dc6uP0szy2fFBYGbE4LrTkC9ZRRIQcxXNFRBqEDfIOQyBrBQ1KYLSTPe0nG3ZV7IP4XGotKkUOZwRPiOhNgHBrHXYmO3HT8S/NW+rlAZkovRNXhJ5K0IKRPSQDNKCRVhQwtDEPxT8gI3N2Zuh6uTxq3SzoRaqm6thHSTgjsIdXrle0MerklcZ9XHsAlQHxNCm7E0ojcLGQpRDUm0ShN27Ke86mYxsO6/hlPl2THvjLC4i9eTRttoj+Hjw49PCpkFoemZ7ptal7iraFVAeAPWGDMuD6XXp63Do67yvjRs5nlBp3+R9AyH+bf63WONEn1IfGAvDUTswR4pdqg/VirUM4EPzqFAm40dgCMQtuVvyjufhXOyX4XSIAWucizASwzllwF/7+iKkW4GmOX26EdolNHSKPJ7z9zf2PEVEPFdTEwfR08XIT56sSkpalZHxMbQUtFF4+HR//xGFhT9mZ3t2pGNMXgk0FXlnlc88QYfl5m45pfxlinbtgroKnzHDOCGIu/vJqir1penWhobK8PAzysSQ6hef7NWBtqcH7LSDwrUDE64MMoLqbz5/M3W9Px/+2cZQcZ0AKQBxYFE+agV0G1TL8xHnHzVC60BIieIZYhhi2uloushjX7UPTIKNCRwzPXw6hNoj+x+RADLO78WoFycFT3o39V2ozCVxS6aETsHPj9I/cot3g06CwpbuuqfCnnIyGVtm+sBUHrlazIlpfsweRuMnbDHNiQyAk/GCyLZ0McozbrFiVMAotYcS4nKoYSgKQZ4ySwwzImY4Ka+q4NDsqNk7C3dCkKGCoIaz6rOgBaEIIb6TjyZvzd8aWx0bXhmecjQF+gxh0J6hSnGPgZ2NrY1QddiGgJNRcVRsxBr19ZkGw1CDYZh0LAUFjffxcc7L+6ayMrzVSqdypzFO+K40xY686He54IY029NT/qA+DzwAvVUTZ3w6EaHMLivzBwWOGRM6ZUrsggX6caAUWB2F3yLsBHBLcHXPRz6P9YSgCd/lf7etYBv9zZWktKl0Wti0KSFTVJmF9byoedj5YfqH0ENvJL2xIWPDPzL/4errimqS3ibRHAtjF65OXQ2FYRohbk4hIFCJHVSH0teIwIWNhXOi5syPni/ybrjBOK5OXkF49eCrYwPHzo+ZjwwMMX5bZAg2kEOs5c3Kl6JfwvajwY+ayixRUWLRQ/4PtX90K71o0gMnQ/oksNli+uaH2bhDUy0oakwSUgfhmXbUSRLyoi6UHKIdHTga2hTa7rWDr0F9vpP8Dsz8NPNT6M6dRTtXJa36KverHYU75E/R6f5j0hepq0uPiHguKmrOhU8jTw8NnXL8eE4Xu6x6kPrMTJkITf43uV99VZuYKD/NJonUjwOlwOoMdmDCFUPcBm7oqat6lq35W9elr8tryAssD7RYFw2tDRUnKhJrExGy9lRtzvHumlkejSG/IR9pGcoMzcqHnNRDSBfZkJycu9B45HkozpLnoRnHMjyzPWFLdFU01MnB6oMQiMEVwdCCfqV+2P624FuYsCV3S3R1NLQLogqvDK9srtxTvCe9Lh0BdhbsxOlYoPjXpq1FNrDTt9RXffNjWcIyU4El+kmUk6gos944EXbyKoZ0klnsk3P2dVbPHex90TsKiByCbEXiCtyHfJD+weMhj/894+9QYLAF9QWNC9upwOyDtrYztbWJCQkrRFrFxy9LT1/X277Z3GnazpzJ37r10IYNMpli2po1uVu21Kak5Hh5Hd63D3orau5c/TjQnhFY1uimJNT9bW1ty5Ytc3BwcHR0dHd3x89Ox69RTgkhvZHM+kyoQMhNn1KfksYSqJzG042RVZGNrY1xNXFVJ6uwB2pP3leF1MM6rS4Na2g4aLvQylCPRI8Nhza8k/IOdNvCgwvHBo59O/ntScGTlsYtNT42DX0KssxsshXpD5MZ7MzeEh0TOAYK7N3Ud6H/oAUhMWWGkWN9tsNDh5w4UVFa6hMXtxS6KiRkckDAqJiYV3o6U93Cqdpa+a5R2tq1pvvxl/n58M/6caD22YNlLQlPT8/777+/UAEbXl4WJhHoSvyEEHJJpH9OunVLm0qLGovkzdn3U9+fEDTh3ZR3ocZei3ut/VuiMqOeDFyTR5bD/Ye/GPXi0vilKxJWzIueB+G1MHbhnpI9EHbQYatTV2NtKDPAsUEXytsbMocLfkIs4lB2ffamrE07C3ZCEUILIg+vxLwCpegW7xZ5JBIKsrChcF/JvtSjqeGV4ZCY0J1YQ2LiJ+IRhWdx+lxdYTYM/Jwip86caS4rM5SV+cfHLw0NnRIQMFp9PTAwcGzPZfZKUB0Tk+PlpQ5sP6eMGJE7B/04UH0JLGdnZz8/P9nGhouLi7bxE0KIVkAMQbhAD6XXpUOBQfEsiF3g6usqUw3LsH2zN0hM5zS2+CxSdsrbADLSzuK4NHmaeX7YmaLn1B412RgZYHwS+nTY08YRclEvIeTc6LnbCrZBkDWfOf+Srx2rrtOnmwsLd5SU7IuIeC4sbFpY2NMGw9DERA/IpqSkN319XaOj5yqTSz108dxRxlmjYmMXKBOmX94UM30XkeCZ9Zlb8rZIE9KPA7VbgTVw4MAbbrjh7rvv3rhx45kLn8caMGBATU2NbFdXVzs4OHQ6fm0ySgghl4N8OimyKrKsqcwrx2tX8a4JQROeDHlSZlybGjbV2cf5mYhn4MamhRt1mHzRwewppIgqGS4mb1kOMQwZHTDaGEPo1KGGofLVAZkp10xgmQq18/Pumn12wmB8X3VO1BxowW/yvtmSuyW/Id8+hmA2NZWWlwdCRR048Hz7yaVkkgVRUd7efzM9FBk5Kzh4UlmZf1HRrlN6eof6nZR3nJTPsjkp34KD/o6pjtGPA7VnO0+dOhUfH+/i4rJo0SLZ069fv9bWVtnGRv/+/W2cbmOsmH7aByGkl6N2FMmGdBgUKV9WkY94hlSEpNelyyPCiCMRntmecHIbMzfKVGRQPzKBsDqjhKzlhYN9JftkCFpmfabMuIZ44CZlugpDmWFh7ELovJmRM5fGL23fEyYKbHzQeIitF6NeXBy3eHXq6rAjYTgRqch0LfLAVESYzG1xrtf0fsnUBjI9emzsAnm0Z6KonCMjZ2JJTX0/KmoO1kFBEzIy1kdEPJeb+yVOKSzcUVeXbpedVagg6ae0Jp3l5RLpZxURjzYgL2rox4H2mJ3p6emQPtdff313q5aSkhK1p4o9WIQQ0k1AJEHSbcndsjZt7aeZn0J1vXDgBfV5otkC1aX2bcwInyGPLI1zWwSMnhwyWabAnRQ8aVPWJsTz8+GfoQujq6KhCEXnYZHxZOcUHXmuUzPEQjydOlV7/HhOcfGeqqpoSKLSUt/ERI/c3K/j4hYnJ78FweTvP1y6pmT28/37Hw0OnpSVtam2NrHjX7Dpu6BUIaQgx70Pe69LX/dJ5idzo+dOCZ0iH8Z9KeYlrNdlrIMQT6hNeCflHdTXOeX936EGYy/p8vjlUNU4d0PGBlSZxKkfB9pjdg4ePPjtt98+ceJEdydUWlo6aNAg2eYYLEIIuWLA0YZXhh+sPjgnas67Ke+O8B8h81yoi7wyKc7YbBozWWTCi4f8HlIDq4s8mpTZ0ebFzMPpbvFu8k0t6LA9xXtyj+fCqasfxxRkmk3Io5qag/LVF4NhqDJ/+kMmD/gGmz7gMxiGY52a+h60V23HvrvQ+4EqRe3Iew9Qxigi+VaEKKr0unSvHC+UJEpVnhSbPSOW0X7nq0954qzWjky6K9PLQZO1T1o/DrTH7Lzuuuuampq6KfKpU6emp6e3tLRkZmaOHDlywYIFsn/z5s3W3iK8rCrXT/sghBCtEBcO5x1ZFbm7aPeqpFW7indBFfmX+a9NW/vPon96JHrAqS+OWwydtDR+6aTgSfI2pXR0yZyxZp5eJn0VH29xptnJwY87+wxeGvHsJB/n1WHTXvZ1WRc0Yb2306feTtu8nTy9nX70c/3Y2yko+NGd3k7h4U8rcyg84e8/Ijh4UnLyWwkJ7s3NlY3KI9deCMpTHgF3MDx054aMDdKzODlksjpKD9oXxTs6YPRDhofUTz7Ioz1RTg/7PwzNBCk8J3IOJNfn2Z+jsr7L/25m5ExUlqhkBEA8qL6FsQtDK0Mhcy1+5FQ/DrTH7PzDH/5QVFTUTZH/+OOP995777XXXnvHHXd4eHicPHlS9re1tbm5uTkoLF++3HQeLAosQgjphcjALJn0K6Y6Rr4QGl4ZHloR6pXj5X3YG55+e+F2ePp16evg5h8LfuzivhZlvn6lx8XZ+6KXLs8PFFPEhHxtadHBRU+HTv0gbe1rBxetSXv/06xPofw+y/oMimF7wXZIh93Fu40T8Rfu3JS1aV/JvsDyQKxl6ormM80pR1OQVRkGJ+ONqk5WyaNMBNtRuGNe9DxkFRlG+LiaOHlR1NRY+bwS4mk83QjlJN9ikjXCw3afUh8ckq8pnLsw9wGWBbELkEmkgowlH03eVrAtoTZhY+ZG5HB16mrPHM9pYdPUkhFVKm85WHyNVKTVq7GvolQRZ87xHPkAqMXZbrETuULeECC4IlhiQAasVah+HGiP2fnZZ589+uijlZWVPZWBrqCf9kEIIb2ZU6dqKypCWlrqy8sD6+rSDyauSEpa5eXt9JW308feTm97O63yeWC6t9NrgWMe8P7bDOUB5UPK0yt1kX4veS/S7KuXpos887LYVSYPK6UrSMaTPRvxLMJD0DgbJ9x0Nn2sJh9lkm4hJDc+aPyToU/Oj54PAbT44GIIRHkJVL4cYKZ+XP2MeZDHrM+EP4MUZ0XOuqjTTpmVQ+TR+Y8K+F30UQE5BCUqIg8yCGoMOuynkp8gHFclrfoy90sIsryGPHm6ernVAXH5eMjjyJiNT0Hox4H2mJ197tW8PpRVQgixG2TU1NmzLdioqoo8fjy3uHhPUdHO6Oi5gYFjAwPHyGeSlXFUI0zHTu3fPxF7Skr2Inyr8prkOeX9yuYzxrFHEBCGMgMURnRV9JbcLQHlAW7xbhsPbRzhP+LFqBexnrB/whDDEOikp8Kewnp25GxIkzlRc4wP10Inm6ox08kvLM5qIT9lEo3ZUcZ4JgVPcmo3jZmTyauXooTMpsA4PyJN+SCmCDUs0EbhR8KNsiZgrJwrUk9mO4OAQ6IP+z/8UvRL86LnlTWVFXX/407bykw/DlQvdmqLftoHIYRcMU4rT6BKS32KinbFxy8LDp6UkOBuMAyNj3fz9XWVAVJmI9BlWLpMku7vP9LHxzkk5PGqqgMyGr0T3/gTcSDDxZpPN8vzPvWDmOdMJsLARmZ9ZnpdesrRlD3Few5WH9yYudG/zB9C7Zu8bxbHLd5waINXjhfUW1Z9VnhluDoRhpwrqu6VmFcWxS2aHz0fCmlt2toZ4TN2F+/ekLEhoTZhV9EuedjnU+qD07FGPMZZ9etSPbM9dxXvwikIaZpzRIvMYB1YHojMJ9YmYl1xoqJXzUOmHweqFzu1RT/tgxBCuoMTJyoqKkIKC3eEhU1LS/sgKGhCXNxif/8RQUHjTPWTr6+ztZf7Dh5cGBk5s7zcH5E0NORh3dhYdOpUbVvvmEOLWEM/DlQvdmqLftoHIYRoBQRQc3NlSso7sbGLZO4DP78H1SmmzJaoqLkhIY9nZGyAAsvJ+SIqak5+/tbi4j01NXENDflYetoa0kn040D1Yqe26Kd9EEKIDax1F508WVVZGS4j0I8ciYyIeC4hYZn6PRmZBh1r7Pf3H5Gc/JYyJ8LbcXGL09LWQjzV12deYUPIFUM/DlQvdmqLftoHIUTntLY25OR4HT7sAzEUGTkzP/+7zMyNhw5tDA+fkZLyjsEwNC5uSUDAqJiYBVlZm3Jzt2RmfpyUtEoGRcnzPrOx54GBYxD+8GHvoqJdrZbmSSL2jX4cqF7s7Dp8i5AQYsdA67S0HMNSX59ZUxOXmrq6qGhnVNScmJhX2j+/k48Zy9AoH58H2geQZ3/+/iMVmTUBGis2dhGEGkTVuU6NPSd2g34cqF7s1Bb9tA9CiD0BZSMDmLKzPaF1ZLJyCKADB5739XVVvhszTJVHfn5D1Wd5vr4u4eEzsBgMQ5QBUi9CM6WlfRAWNu3QoY+x/+DBRQiJYAEBoxBVcfHuwsId9fXZWDc1lXLgOVHRjwPVi53aop/2QQjpc0BFVVfHnDxZlZ+/taYmoaBgW1mZX1zc4ujoufLkLiBgpPKJvWGWuqacpM8J68jIWdBMSUmramsTEZtE3traYO27MQjT0nIMWooP/ogN9ONA9WKntuinfRBCei01NXFNTWVQUUVFuyoqQoqL95SU7EtNXQ1hpM69Kf1PJstg5cndw8oA82cCA8cmJr4eHj4jPn5JZubHGRkbDh/el5W1CVLpuDITN5/lEc3RjwPVi53aop/2QQjpKY4eTWluriwo2Ab9dPx4blVV5KlTtdXVMdXVsfHxbgkJr5tMEHWRfjIYHlLHP6ndVCEhk4OCJuTnfwMVdfx4IWKjeCI9gn4cqF7s1Bb9tA9CSDchw5JaWo5BNp04UVFTEwdFlZ3tCQkFDZSe/qEy8umBC5MaiHIarr6UJ3NHyX61m0re2ktP/ygra1N9fZZMlFBXl97UVHrO+pQKhFxJ9ONA9WJn1+FbhISQjiNffYG+OXmyCtsNDfnQUhUVISdOVBYV7Sop2QOdFBr6pK+vq6+vCxZ1ULm//3Brc2/K2PPg4MewjotbkpPjBTWGmJFEY2NRbW3i2bMt1gZIEdJL0I8D1Yud2qKf9kEIEaBdqqoi6+uzkpJW5eV9GxU1Jy7utdTU9xMS3HNyvoyLWwzNlJjokZ//XUjI49iAftq//xHl1Txn0UyBgePUTqZ2j/aclLHnDyvP8h7HOjx8Rna2Z2VlOPQTNFNNTVxJyb7a2iSIKsgp6LaeLg9COol+HKhe7NQW/bQPQvQDpExTU2lKyjuFhTtk5FNZmT820tI+hOiJiHhW1UBmH8W78NU8V2vKSRaDYaj3hc8SBwSMio6eC32WlbUpM3NjVdUBJHTy5FEIKSi5o0dTOECK2Cv6caB6sVNb9NM+CLEDZO4AaJfW1ob6+sxTp2praxOxQEilp69LSnrD339EdPQ89c07i4uf3zClF2os1vv3PxIUNCEsbFpg4BjIptDQKT4+zqLAoqLmIUxCwgrlqy9r8vK+hoQqLt6TkbEBGcjP33r8eF5pqc+JExU9XSqE9Az6caB6sVNb9NM+COnNSDePTNEEFYV1U1MpVFRdXTr0U0VFCMRNXNwS6J6wsOmqPFJHjl88KflQExU1xnRoeVTUizgRaiwnx6uhIR/aSB0tjg0Za6Wm3mNlQUgfQT8OVC92aot+2gchPYhoF1FRinJqzM/fWlrqnZjoERe3WCYflzmfoqJmYx0a+pQ6Etzkyd0D6swFZs/v5JldQoJ7ePiMgoLvU1LeqamJg1yT6c4hpLBAqPV0MRBiV+jHgerFzq7DtwgJ6Q5OnaptaTmWm7uloiIoLW1tVtamrKxPoXUOHHjBx8c5NvZV6UNSOpZGWx/5NFTtcDJ5qGfcmZT0BtRYWZl/drZnVVU01uXl+8vLAysqQqDY+KiOkCuMfhyoXuzUFv20D0I6jemzM9mGmjl5sgriBnKquHh3YqJHUtJKmQOzvTy6oJ8eVDul1AD7908IDBybkvJuVNScgoLv4+PdSkr2QEXl52/LzNwo05qXlRkg3errM3u4FAghF6MfB6oXO4W2trZly5Y5ODg4Ojq6u7vjZ+fi0U/7IKTjtLWdwQJxk5PjBdHj4+McHf0S9NCBAzN9fV1l9iZVJMncmBdGPg2ROccRzGAYYjAMx0Zq6urY2IV5eV9HRs7Mz/8uKWlVaalPXV269DnxJTtC+ij6caB6sVPw9PS8//77CxWw4eXl1bl49NM+CGlPa2sDhFRDQ/45pVMKWgfSp6IiLDh4kowiN9NPZoPKRWMFBz+KdXLyW3FxiysqQqurY+RZ4enTzYiQ8zwRYq/ox4HqxU7B2dnZz89PtrHh4uLSuXj00z4IUYGWOn48Nzx8hq+va1jYNG/la8GKVHrkYv3krIwcXxEdPa+wcLvy5O672NiFWVmbcnO35OdvbW6uqKtLh0Tj+CdCdIh+HKhe7BQGDBhQU1Mj29XV1Q4ODp2LRz/tg+gHmXFA5jg4e7alujrmzJnmqqrI48ezk5JWpaS83X5ouXxI2NfXWfqlYmNfhpxqaMhDDD1tDSGkl6IfB6oXO4V+/fq1trbKNjb69+9vI/BVNrki+SWkk8hETVBLZvsbGvJLSvYdOXIgIcG9vDwgJ8errMyA7eTktwIDxxoMQ2We8f37H1HWE9XHfOoSF7c0Pt6tuHh3Sso7hw9749yyMr/y8kAOJyeEdAT9OFC92CmwB4vYK1VVkQUF2woKfoiOnpeautrX1zU29lXlWd7U+Pilyjfytqanr5OP4knP04WpDZzbz7opAQyG4UowV8QD+ZWf/x2S4OhyQkhX0I8D1YudAsdgkSvM6dPNp07VQpQcP55z8mRVYeGOpqZSZTbL6pKSfVBFEgwBZBJwGeUtn1LBHvxEsKKiXQkJy0NCHk9OfhtCBzopNHRKauoarGNjFwQHT5KuJrNJydvNV+6kvq8XGjpZnZbTYBjh7z9CmfXgPaU7ypCZubGmJiY72/Po0eTc3C11demtrQ3UVYQQTdCPA9WLncLmzZutvUV4WVWun/ZBLpejR1MiI2emp6+JjV0YF7cY2sXHxzkoaJwyT+Z49TMsMrG4qBwoJ/kEHk5Udc+FrqaLHs/J+3e+vkNULWV2KDz8aSSXkvJORMRzWVmbkIfU1NUQT4GB4yRCaDWoN2g4+d4LpB70H36q334hhJBuRT8OVC92Cm1tbW5ubg4Ky5cvN50HiwKLdB0olcREj/b9RiKGAgIeVtajFD1koXvpwshxCx91iYycFRQ0ITn5LaxTUt6FbktIeD04eFJs7Cuxsa9CydXXZ0MtnbswpacpZ8+2QD+1tjbwrT1CSI+jHweqFzu1RT/tQ7fInJmyDYFSW5uoftZXaGwsgl7BGrImKWkVtFFc3FIfH+eYmFegfiIjZwYGjg0NnZKZ+Y+0tLWHD3tjXVeXXlrq09CQl5PjhQhxYl1dWmzsQgTOy/s2NXV1UdE/lUmhQoqL9xw9mpyRsaGgYFtDQz7HjxNC7Ab9OFC92Nl1+BahHQOdBBVVVRVZVRUTHDwpJuZl5bHa2NTU96F4QkKeUOZ8ehb6KS5uWXr6Osgm0wdz3t6D1T6ngIBRosz40I0QQtqjHweqFzu1RT/to68jc4KXlOyrrAyNipqTm7tF9mNPYeGO+PhlkFMHDrygjHx60nRolKXP4Q3ztvK9vOjo+RERz+XkfIEkSkt9etZkQgjpzejHgerFTm3RT/vo/TQ1lRYUbKupiU9LW4uNmJhXEhM9qqujy8sDY2Je9vV1lTfsDIYRIoaw8+DBhe1HPl0YVD4iJOSxgwdfS0hYnpCwLCTkCRzNz/8uM3NjScle6Kfk5Lelmyovbwsk2pEjEVi3H/ZECCHEIvpxoHqxU1v00z56Oa2tDRERz5n0PFnoXhJpFRz8GKSSPOxTl6ioucHBk/Lzt0KTVVaG5uR4tR/t1F48QdJxzgJCCOkc+nGgerFTW/TTProVyKPGxqKMjA0VFSEFBduOHIlQRkFFWgxcW5vY3FxZWLijuHiP7ImOnufj4xwS8jikUlDQBGU9LjBwLDST6KeDBxdHRc2BcsIpMhnV0aMp/v4jQkOn1NdnceQ4IYRcefTjQPVip7bop30IMl4biqSyMvzo0dT8/K0tLcfkMyzYwFrmUsLR0lKfqqqo3Nwt2I+dNuJMSHBXPsYySR3kpC4REc9BJB09mnT8eE51dUxMzCsJCSvUZ3lYQkImQ0jJcKjo6Jehz5AZ6ViSrEJIYafFYebsfCKEkB5EPw5UL3Z2Hb29RdjYWATVUly8p6IiMChogvpwTb6sIkPCIyNn42do6BSs5eMq6jBwaCCsMzI2tI+5ri4d0coUmvLlO5lm02zmcTkks0bJIbMB5rGxC2JjF7IjihBC+hB6cKCCXuzUlivZPtrazrTvdDGbCEAmbTp5sgohq6tjZN6mU6dqS0t9jh5NaWjIP348p6XlGLQIDsmXT8rKDI2NJcp8SykIiaPYQPicHK+IiOdiY1/1vvCtX1/fi75VJ59hkVfq/PwebD/y6UKAIcrIp8eV767EST5PnKg4ejRZJFpc3BLII+RTcqV8PaZKeUQYFR/vFhY2TSKXLq6EhBXIGI4icENDQUKCe2TkTEjAK1YLhBBCNIECi9hC8/YBedTUVArdU1ER0thYDDFRWRmelbUpN9crKGiCv/8IaBFsJCW9ie3k5FUGw1BoIJnKMiTkSRzav/8RCBeRI8HBj6rzhpvongeVvqJHVOXk7z9S5JGvr4uPj+uFkINV/WQwDJF1VNScuLjFVVUHoMCamyuh4SoqQrGnoOB7iKH8/G/T0tbKCHEcglyDWpIAUVGzJYaUlPcOHdpwoYvL2B2F8LbLBFEhWqgovqNHCCF2AwUWsUXH24fMwwTlBM1x5kxzVVVkY2NBZubG4mLjnN0JCcsPHlyoDDl6TO2tufAplYv6jS5MKODSfsTSxSpqiKqcLHYvXZiSYKT65p3ZN1vCw2cgTGbmp0lJq6CoFMFX1OmCSk9fZ6Lkzi+QVoiWY6EIIUSHUGARW6B9yFM5LNBPWMrKDMeP52Vne1ZUhCUmemRnb4JsCg9/NiBgNKRSYOAopWNpUnu1YTqwSSYUkJ4ng2G46CHEFh/vlpT0Bk5PT/8Q64yM9ZBB0C7R0fMSEt6Ij18aG7swN/crhKyoCM7K2gQxh5zU1MRDxxw7llFcvAdLWZk/dh45Ep6RseHo0eTCwh2NjcUSAIIPZ9XWJpWXB0L3aCt9lCeP/orhI/Lyvi4o2EZpRQghuoUCi9gC7SMoaEJg4Fh5MBcYOEYdlG2xe+lCv9EI739NaDkMZ8k04ogK8igl5Z3q6hjoj6amUiiklpZjJ05UyDt6dgBs4ZM+QgghFFjEHLO3CNsP6w4MHK8McpqgSK5xERHPRkbOzMn5AspJJrGsrU3Jzd0iQ85bWxv4rTpCCCF6gwKL2ALtIyFhRXy8W3b25sREj5qa+MLCHSdPVlVXx0A5tbQco3gihBBC2kOBRWyhn/ZBCCGEaIh+HKhe7NQW/bQPQgghREP040D1Yqe26Kd9EEIIIRqiHweqFzu1RT/tgxBCCNEQ/ThQvdipLfppH4QQQoiG6MeB6sXOrqO3jz0TQgghmqMfB6oXO7VFP+2DEEII0RD9OFD7tNNab1NbW9uyZcscHBwcHR3d3d3xs9Pxa5RTQgghREfox4Hap53W6s/T0/P+++8vVMCGl5eXtvETQgghxAb6caD2aae1+nN2dvbz85NtbLi4uGgbPyGEEEJsoB8Hap92ov4GDhx4ww033H333Rs3bjxz5vyHawYMGFBTUyPb1dXVDg4OnY5fm4wSQgghekI/DtSe7Tx16lR8fLyLi8uiRYtkT79+/VpbW2UbG/3797dx+lU26fbcE0IIIXaHfhyondhpQ/eUlJSoPVXswSKEEEJ6EP04UPu3s7S0dNCgQbLNMViEEEJID6IfB2qfdk6dOjU9Pb2lpSUzM3PkyJELFiyQ/Zs3b7b2FuFlVbl+2gchhBCiIfpxoPZp548//njvvfdee+21d9xxh4eHx8mTJ2V/W1ubm5ubg8Ly5ctN58GiwCKEEEK6G/04UL3YqS36aR+EEEKIhujHgerFzq7DtwgJIYSQLqIfB6oXO7VFP+2DEEII0RD9OFC92Kkt+mkfhBBCiIbox4HqxU5t0U/7IIQQQjREPw5UL3Zqi37aByGEEKIh+nGgerFTW/TTPgghhBAN0Y8D1YudXYdvERJCCCFdRD8OVC92aot+2gchhBCiIfpxoHqxU1v00z4IIYQQDdGPA9WLndqin/ZBCCGEaIh+HKhe7NQW/bQPQgghREP040D1Yqe26Kd9EEIIIRqiHweqFzu7Dt8iJIQQQrqIfhyoXuzUFv20D0IIIURD9ONA9WKntuinfRBCCCEaoh8Hqhc7tUU/7YMQQgjREP04UL3YqS36aR+EEEKIhujHgerFTm3RT/sghBBCNEQ/DlQvdnYdvkVICCGEdBH9OFC92Kkt+mkfhBBCiIbox4H2eTstdim1tbUtW7bMwcHB0dHR3d0dP23v70SiXc03IYQQoj/040DtxE6zCvP09Lz//vsLFbDh5eVle38XkyOEEEJIR9CPA7UTO80qzNnZ2c/PT7ax4eLiYnt/F5MjhBBCSEfQjwO1EzvNKmzAgAE1NTWyXV1d7eDgYHt/F5MjhBBCSEfQjwO1EzvNKqxfv36tra2yjY3+/fvb3m8tTht0gxGEEEKInaMfB9rH7LSmb658DxYhhBBCOkHnPG+fw07svOrKjsHqdMb6YhJ2YAKTYBJ9K34mwST6VvxXJok+h52UiFnVbt682eLbgtb2t4+hmzLWF5OwAxOYBJPoW/EzCSbRt+K/Mkn0Ofp8iVjseGxra3Nzc3NQWL58uek8WBb3n6PA6rn4mQST6HNJ2IEJTEJXSdiBCX0Rlkj3YgfN2g5MYBJMom/FzySYRN+K/8ok0edgiZCeh//M3gPropfAiug9sC5I52C7IT0Pr1+9B9ZFL4EV0XtgXZDOwXZDeh5ev3oPrIteAiui98C6IJ2D7Yb0PLx+9R5YF70EVkTvgXVBOgfbDel5eP3qPbAuegmsiN4D64J0DrYbQgghhBCNocAihBBCCNEYCixCCCGEEI2hwCKEEEII0RgKLEIIIYQQjaHAIoQQQgjRGAosQgghhBCNocAiGtPW1rZs2TIHBwdHR0d3d3f8ND1aU1PzH//xH9bmlbF2ru04iTWsldtVF3NZ57IuOoGNQktJSRk1atQvf/nLm2+++auvvur4uayIztHBP8WAAQM6fi7rgliEAotojKen5/3331+ogA0vLy/To/Pnz3///fetOXVr59qOk1jDWrl1ZOJE1oWGWCu0nJwc3G9s27atrq6upKRk2rRpHT+XFdE5OlJuGzZsWLp0acfPZV0Qi1BgEY1xdnb28/OTbWy4uLiohzIzM++4446TJ0+aOXj1p7VzbcRJbGCt3GwILNZFd2Ct0KCoPv30U4unsCK6iUuWW0tLy+23315WVqbuYV2QzkGBRTRmwIABNTU1sl1dXe3g4KAeGjdu3Pfff3+unYNXf1o710acxAbWyg0FPnDgwBtuuOHuu+/euHHjmTNn1FNYF92BtUIbNGjQypUrb7rpphtvvPHZZ589duyYegoropu4ZLl5eXm98MILpntYF6RzUGARjenXr19ra6tsY6N///6yHRgY6OTkJKMTrPWgWDvX2n5iG9vldurUqfj4eNxtL1q0qOPnsi46gbVCw8aMGTOqFKZOnfr88893/FxWROewXW5nz5797//+78zMzMs6l3VBLEKBRTTG2s3cPffcc+DAAdm2JrB4g6gtHSm3kpISi/tZFxpiozDxU7ahsQYOHHhZ57IiOoHtctuxY8cjjzxyueeyLohFKLCIxtgY93PJl9c4xEFbOlJupaWlgwYN6vi5rItOYK3QXF1doatk+8iRIxYFFitCW2yX21/+8pfIyMjLPZd1QSxCgUU0ZvPmzZd8ocbaGCxr53YkTtIea+U2derU9PT0lpaWzMzMkSNHLliwQD2FddEdWCu0r776avr06eojQtOhP6yIbsJGufn6+j7wwAPtT2FdkM5BgUU0pq2tzc3NzUFh+fLlFqeEsSawrJ3bkThJe6yV248//njvvfdee+21d9xxh4eHx8mTJ9VTWBfdgY1Ce/PNNwcOHOjo6PjMM89YHOTOitAWG+Xm6uq6d+/e9qewLkjnoMAihBBCCNEYCixCCCGEEI2hwCKEEEII0RgKLEIIIYQQjaHAIhpjMBiGDx9+3XXX3XTTTbNmzaqtrZX9l/udVGvxmGHt9IKCggkTJsiwU2zgp7UMW5w2oiNffiWEEEKsQYFFNObhhx/28/NrbGysqqqaO3fu+PHjZf/lfifVWjxmWDvd2dnZw8PjmMKKFSvw03a2bXyez9qXXwkhhBBrUGCRbqShoeGXv/ylbHdljj7TeMywdvoNN9yAs2T7+PHj+Gk7q9YEVvsvvxJCCCGXhAKLdCN79+4dNmyYbHflKxOm8Zhh7fTJkye/+eab9fX1x44de+ONN/DTdlatCaz2X34lhBBCLgkFFukukpKSbr/99pycHPnZ6e+kmsVjhrXTy8rK/vCHP8gIKmyUl5fbzq1FgWX7y6+EEEKINSiwSLcQGhp66623Hjx4UN3TuR6s9vGYjUm3dvrIkSNXrFihjsHCT4unm0bb3grbX34lhBBCrEGBRbQHuuTmm29OSEgw3dmJMVgW4zHD2unXX39918dg2f7yKyGEEGINCiyiMevXr7/11luzsrLM9l/ud1KtxdPBaCG83njjDenBev311y/5ffv2Asval18JIYSQS0KBRTTmqnY0Njaeu/zvpFqLxwxrp+fm5o4ZM+b/KYwdOzY/P7+DGVb3W/vyKyGEEHJJKLAIIYQQQjSGAosQQgghRGMosAghhBBCNIYCixBCCCFEYyiwCCGEEEI0hgKLEEIIIURjKLAIIYQQQjSGAosQQgghRGMosAghhBBCNIYCixBCCCFEYyiwCCGEEEI0hgKLEEIIIURjKLAIIYQQQjSGAosQQgghRGMosAghhBBCNIYCixBCCCFEYyiwCCGEEEI0hgKLEEIIIURjKLAIIYQQQjSGAosQQgghRGMosAghhBBCNIYCixBCCCFEYyiwCCGEEEI0hgKLEEIIIURjKLAIIYQQQjSGAosQQgghRGP+P34RhG4f1UpsAAAAAElFTkSuQmCC)
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