Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Kyungguk_Min_090509_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 23 2007 |
Start Time | | 2007/03/23 09:00 |
End Time | | 2007/03/23 12:00 |
Key Words | | Substorm Event |
Model | | BATSRUS with RCM |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -4.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 72.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Kyungguk_Min_090509_1 |
Minimum Dst Value | | 8 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-A for time period of this run.
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Xv/zl/fff569CHmq0oQsXLvzjH/8IDAw0sBg7HajVlvONN96gsN3W1nbFihV88+rq6tqxY4eNmre3t/A5WAiwAADAmlBXdePGjWHeaG5u7qOPPmpgAXY6UFbKKS522gcAAFgoc3VVhrfLTgfKSjnFxU77AAAAC4UAy7xYKae42GkfAABgoRBgmRcr5RQXO+0DAAAsFAIs82KlnOJip30AAICFGnxXxT+C4e67737ggQcWL15cWlo6yO2y04GyUk5xsdM+AADAQokSYHEjt27dKisr2759u7Oz8yC3y04Hyko5xcVO+wAAAAtloKuqSUpqyMwcaAoNDQ333XcfjbzwwgsnTpzgpx8/fpymGLPdfudaE1bKKS522gcAAFgofV1VeXCw1M6Ohn5jLOERrIqKCm9vbzc3N/rY0dHh6ur6448/0vjp06dpnH/Pr4HtGjPXmrBSTnGx0z4AAMBC6euqSmUyLsCqjo/vNwUhW1vbjIwMblZlZeWECRN8fHzoL40bs11j5loTVsopLnbaBwAAWCh9XVXXzZsUY5UHBw8oBZVKtWvXLk9PT37KG2+8QQu8//77Rm7XmLnWhJVyDp5GIG/u7AAAABgi4kXunKamJu4aLJKamvrwww+fO3fuD3/4Q25urvHbZacDZaWc4mKnfQAAgIUSN8CqqanZvXu3g4MDjV+/fv2JJ54ICwuj8UuXLj355JOtra1GbpedDpSVcoqLnfYBAAAWSsTnYJGxY8d6eXnl5eXR9JUrV37xxRf8YocPH16zZo2R22WnA2WlnOJip30AAICFwpPczYuVcoqLnfYBAAAWCgGWebFSTnGx0z4AAMBCIcAyL1bKKS522gcAAFgoBFjmxUo5xcVO+wAAAAuFAMu8WCmnuNhpHwAAYKEQYJkXK+UUFzvtAwAALBQCLPNipZziYqd9AACAhUKAZV7WXM7q6upHHnlE+F12dXXt3LnTxsbG1tbWx8eHPpqWMjvtAwAALJSIDxq9++67H3jggcWLF5eWlg5yu+x0oNZczg0bNuzfv1/4XR49enTixIkFajRy7Ngx01Jmp30AAICFEvFVObdu3SorK9u+fbuzs/Mgt8tOB2q15czMzPzzn//c1tYm/C4lEolCoeDGacTJycm0xNlpHwAAYKEMdFU1NUkNDZkDTaGhoYF72bOLi8upU6f46cXFxQ8++CDN7Xe7/c61JlZbzpkzZ548ebK773c5ZsyY6upqblylUtnY2JiWODvtAwAALJS+rqq8PFgqtaOh3xhLeASroqLC29vbzc2NPvr6+v71r3+lidzctWvXvvvuu/1u15i51sQ6y+nv729nZ8ddYiX8LkeNGtXZ2cmN08jo0aMNJHKXQUOafwAAgEHS11WVlsq4AKu6Or7fFIRsbW0zMjK4Wf/617+4oxg5OTkPP/xwS0tLv9s1Zq41sc5yPvHEExEREdw4jmABAACD9HVVXV03KcYqLw8eUArUae7atcvT05P7eOHChccff/zmzZtLliz56KOPjNmuMXOtiXWWU98BJ1yDBQAAjBDxIndOU1MTdw1Wt/qu/CeeeGLHjh2PPvpoR0eH8dtlpwO1/nIKv8sjR47ou4twQF85O+0DAAAslLgBVk1Nze7dux0cHPgpp0+fpgW+/PLLAW2XnQ7U+sup8RwsCrdt1Ly9vYXPwUKABQAA1kTE52CRsWPHenl55eXl8XPPnj372GOP3bhxY0DbZacDZaWc4mKnfQAAgIUa6q5qzpw5P/zww0C3y04Hyko5xcVO+wAAAAs1dF3VrVu3Pv/88yeeeIJ/UoPx22WnA2WlnOJip30AAICFGrquilJ+9NFHExISTNguOx0oK+UUFzvtAwAALJS5uioEWBxWyikudtoHAABYKARY5sVKOcXFTvsAAAALhQDLvFgpp7jYaR8AAGChEGCZFyvlFBc77QMAACwUAizzYqWc4mKnfQAAgIUS8UGjd9999wMPPLB48eLS0tJBbpedDpSVcoqLnfYBAAAWSsRX5dy6dausrGz79u3Ozs6D3C47HSgr5Rw8nW+PBgAAGJkMdFVJNUmZDZkDTaGhoYF/2bOBPhEBFoeVcoqLnfYBAAAWSl9XFVwebCe1o6HfGEt4BKuiosLb29vNzU1jmS+++GL27NnGbNeYudaElXKKi532AQAAFkpfVyUrlXEBVnx1fL8pCNna2mZkZAgXCAgIePLJJ5uamozZrjFzrQkr5RQXO+0DAAAslL6u6mbXTYqxgsuDB5SCSqXatWuXp6cnP+XKlSuPPfZYUVGRkds1Zq41YaWc4mKnfQAAgIUS8SJ3TlNTE38NVlVV1eOPPx4ZGTnQ7bLTgbJSTnGx0z4AAMBCiRtg1dTU7N6928HBgftII19//bUJ22WnA2WlnOJip30AAICFEvE5WGTs2LFeXl55eXnas3AXoU6slFNc7LQPAABLFxz8lFRqJ5PZV1SEmDsvwwpPcjcvVsopLnbaBwCARSstVVB01TvYmzs7wwoBlnmxUk5xsdM+AAAsUXHxBT+/acnJu2QyB0GAZdfR0WDurA0fBFjmxUo5xcVO+wAAMJeOjnrjF751qyM39+vq6hjuo1LpLoyr+KGw8MzQZHYkQoBlXtZZTqVS6enpee+99z744INr166tqanhpnd1de3cudPGxsbW1tbHx4c+mpY+O+0DAMAsQkKeoXhILnfp6rrZ78JNTXl8RBUVtb6mJlEqddAZYMXFbR6GzI8QZumqqqur/+u//svAAux0oNZZzilTpigUiubm5qqqqvXr18+aNYubfvTo0YkTJxao0cixY8dMS5+d9gEAMPwoYOJDory8H4SzKN4qKwusrAzlPlZXJ8bFbVUonHWGU/yQk/M1NxIQMMscBepfXV26n9/UgIA57e01YqVJgU5WVpZYqRlpy5YtTz/9tIEF2OlArb+cTU1N999/PzcukUgo8OLGacTJycm0NNlpHwAAw6+6OoaPjWJj+xxzysz8uDfw+rayMtxwXMUNYWFLaUW53InGFQoXM5WpH6Ghz3C5TUs7IJyuUsUGBXklJ+81Ic3Vq1cvX768ublZpDz2o76+fs+ePePGjUtPTzewGDsdqPWX88KFC+7u7tz4mDFjqquruXGVSmVjY2Namuy0DwCA4VdeHsyHRxR5CGcFBy/kpisUznxQom9ITX27uTmfW9HffxZ3I2FbW5U5ytSPgIAZvac41wmn8xfpJye/PtA0qb+j7u+u4XLPPfc4OzunpKQYzhU7HaiVlzM5OXnChAnZ2dncx1GjRnV2dnLjNDJ69GgD6xpuSUOedQAA9sTHbwsNXZiZ+REfJIWHLxUuIJNJ+GcuaEVUfaYkJOwUrhgevoqbfvlyn0NERUU/pabuv369WDixqipKqfQICXnGmCvAjNHUVBAc/DQFT7dudehcICxsKZc9f/8Zfct7p1CJia+KkhnzYqcDteZyhoSEjB8/Pi4ujp+CI1gAACNWcvIuLpIQPltBJnMqKPgxLu7l8nL/2NiXjTknyA11dZeFiV+9+jk3XS534ycWF1/gl6+tTeWn82GNv//sgZaiqSmfgiRf30nXrilv3myNi9vce/CMGxxoovZavr6e3AK+vpO5KRSKJSe/plGolpZi7XUtCzsdqNWW8/Tp0w899FBiYqJwIq7BAgAYTm1tVfpOyXV01OflfdfUlNvQkFlX13PVTkjIIuPjJ+GQnv6++nosB3VA1hMbKZWeGgefKKzhZtFf/jBSXNx2PpHMzA+7b19sPl2YeEHBqebmooaGq/oOPmnQdwMjPygUntpVIZc79gaUEvXgGBqqszbsxTqoZi7sdKDWWc5Dhw6NHz9e++6JI0eO6LuLcEBfOTvtAwDAZHV1aTKZAw1c/MSjeKK4+JzGI0Bzc79RKNyEU+RyFyOiK/usrE+4ZBUKDy5AoaR05ic6+kXp7QvJ3+5dxZVPKi/vm8bGXMOba2jIMVzky5cPGBMRRkQsF65140arrhsh79QPn3N17OhO2a6oCDXxWzE3djpQ6yyn9iVT3G0UXV1dO3bssFHz9vYWPgcLARYAgLiSkm6f8svP/144PTR0iXbMoRFvqU+WTdEZnVCEwZ8r5A47cTIyDvPLZGfreApPXNxWYTopKW9qpBwS8rThwEgudzRcZO1S9JbOPi/vO+5ORm4Q3h2pUsUZ3m5zc1FIyGLt6VTkwX1FZsBOB8pKOcXFTvsAADBZcvKrXBxQU5NcVRXp7z8zKannMm1//xnGHOYJDtYOd+zT09/rVp/I46YUFZ0TbjEj4xA3PTLyWe38pKTsNWa76njIqbzcPyJinfas7OwvtFMuLr549eqRnJxj/GI3b7ZmZn4cEDCzpETOL9bUlC9MqrIynJsuvKhfK6Rzy8v7ipZpaLiic4G2tmqxvq/hwU4Hyko5xcVO+wAAMFlk5BouCLh8+WBU1O1gJTX1LUH0YK8+EaZ9P2DPkJf3nVLpIZNxEY9E4805FLGVlsq0L0i6dk0ZH7+tpiZJOz9tbVV+fpO1NxQUNE8jjBOuVVT0U1bWh5ST3thLkpZ2ICXlzZqaNG6BxsZs/vgWNxIevlJfnVAehNuqre1JRC53FU7kiqxO0LW5uZBfV+fhMdpoScmlEXVhVkvLNZms54ynn98s7Yyx04GyUk5xsdM+AABMVlERJpNRzGFfXh6scXqOHzo7m8rKAviPsbGb5HIXiiSuXPmQ75uvXy+lxcTK1Y0brRSBCfNQWqoIDPTiP6ak7NZeq729VjvzaWn7S0p8FQrNa8Xa2lQGMlBW5idcOCVlD3/TYmzsywqFe07OV/zJxOLii/yK2dmfU80EBT0VF7dNqfTUCAr9/adlZn5s5JX4GihapaCwrCxQ51z10/P9qQZaWw2Vi5OTc0x4JlSqPhIpXICdDpSVcoprMO0jrDzMRebiqnBNrEnsf2mBmOoYF4WLu9I9rS7N5K0Pg45bHQcuHziccfjwlcM/Ff/UquuGZABgRFLSbupu1WfQPtcVYDlwi7W311RUhNT07hWH53jM1atHKW+hoYu5j5WVIbGxWxob8/QtHxQ0V9+JPOFgzMPio6LWC1eJj99KkVNc3Ev8AnzQFhLSJzoR1oxM5qQzA1eufMCHWVSrkZFrsrI+E65YV5deX59VVRWVmvqOXC4Rrqs+NxpCy1AsVV+fQWv5+moe8wsImFlVFUGzYmM3hoQsyM8/xW8uL+97fdXi7z+TizsRYIEhprWP5JpkiUxiJ7Xjh2/zvjVy3eLm4jsryuxM2PowuNl101npLCwgPzgpnC6VXDJ3Bg35Pv97T6Wng9TBXmqvswhU7fwsGpniN2Vz3OYLxReo1DdH0sF5gBGFey5oVNRzYWHLdZ2bm2/uDA5AS8s1YwKs4uKfjUktLe3OqdITUntp+KqmpjuxXWDgHG5WUpLeB7hTfvhXXOsKaGYHBj6lEeLwyfY36D5p2zcUs9f4mJn5Yb9rhYUtQYAFhlD7oO5WIpWsj17f78K+pb6OckfdfbbUzsi+WSOF9zPeF86lRGb6zeS6f1eFa1qtGQ5xZdRl6CujxkD5pFDmYPrB4c+kTj8V/GRkzvsdnGXOn2Z9au4CAZhfVtbHcrlzdPRzFFqFhCxWqWKEl15Je55TsIr6Y52P3ByM1hutu5J27UjYUSPeK5OFYmO3UOYpTElI2MkV5FOpnZfUbgrt1qR2u7TenGhYWZnfRSl1Jbd3IG+E3nlmfVfXzYSE7Wlp+/o95UdLasQ6I2GQyRzz80+qT7xq5g0BFhjSE2AJutXDum6UzW7MdpTpjav44Z2Ud/rd3IWiCxprzQmYw89NqEnQGcQsDFkYrYoWs9j6FTYVmhaR2Mvsv9B1S86weTXxVbGiK+FwPPu4GQslFgrcK1sr6cutba81d17AwvCXe0t7Xia4hJvIP7WBhpKSi4ZTMM3Fkovc/2C/P+E6bnVsjNm4NGzpQJs3f64tMHDuN1r/+0+HPM3/bKaR56KfWxSyqKyljJvyfeH3ErmE30svDV0qERwyt+/7k5uCRSOz1NnZVFJyqbk5PyXlrYEHQ/Z+flMzMv7T3fP4jKU6l5HLJTfUmUlNfVMqlfSbZmTkKmH21Cci77QHBFhgiEaARcOCwAXCBV6IeUFf17smcg0t8Fria9xHd4W7cEVVm6pD6/cKH6hN95vOjTj0XrjQ0NHQb2c/K2CWaeewPs38lDsqRn9lZTJ9i1GehafV5gbNFc6lndei4EV6z7v1FidWFWtCDgfJO9FbIyeuCtf5wfNfin1pR9KOTbGbtiVs2xyzeV30urWRa72CvRYEL9iTsmdN1BpnubPhEnGVNiNghqq9/2tCDbhSd2Vb/DZ3X3c72WBjPsoP1bOrzNUryOvl2JfjquP0XR63KmKVvtLRdEeF4/rI9RVtFdoNFYAnPG7h5zetvDy4u88rnIfkceSJNYkeSg/hnlabX5kf/RcILwbwUHiUNJUYuYnk6mQXuYtEJtmTvKf5RrO+f0zak5wtPCucQgGfi8Kl3//T88XnaSuKUgXlkD7S/seEeqipSRFcd29fV5cWG7tZKr19wZZC4XTtmkJf/efn/8B9d9HR6+PiNsvlTiEhSzUWzs09QQsckdpNldq/mfLGjRvNYWGrvpHZOatjxOfkul+R0tpaoVA4IsCCflD78Ar0cpA5CP8xdibefrHoJ1c/0f63WR7W57m9FPHws1Tq+zI+y/xMuPycwDlcVPR81PP8xGvXr7kr3bnx7IaeN1hP9Z3Kz/Xw9fAK8NL5D0+7EuqqB1TGhaELNRLhCyhEvaywM6aIxECa9DOOEqHdmc7+29NX8/URg0fhXV5jXnZ9dm1HLRcQUK2eKz5HO1+NPNDecDAbqmyrfCb0Gb1xicyedspzA+dujtv8RdYXabVpfHRC++iSlpL3M96nb5ZW7zduG5lDT85lPQFcz1+5g6Pc0UnmpF0cmkvx69tpbyfVJnHXrlW0VoRVhgWUBQRcCzhXeG5R2KJJvpNoAfo61kSsuVx7+WTBSRw/s0QREWuFhzT8/KZ299xf9hXf64t4VyBvXtA8YXvLadR86nplS6W+NjzDf8b6qPWH0g/VtNdcVr/EsKqtakHIAmqQX+d9za1efL2Yi3uG4j+IG5nmN+1k/kn6T+Fn0b/Jp1mfSqS3j3tR11Pf93EVBmicga2vz9D32iIDNsZspP9o+qEe2vfZ8XwmqU74uJYbdB57o1/R3H4PARYYwreP9Lp04X8I13qEncpLMS/pS2SK7xRumdURqz/K/Kjf/0AKuWit5yKfu51y7Evxqnh+rneSN5/y2fyzjgodZydfS3zNmNLJSmT6unn6L6KAgF/yTMEZ4dznYp4bUDXuS92nvSGJXLIuah39jGu92WrgGElhc+GCoAXaq5sWoIh41ZrimsJCg6SRPPRct+frOTNwJrVA2tdznQ13TE5454GjzLEntpM7zQ2Y+1L8S7uTd3+b9+3JvJP+1/wpgKtsrcQ9rcMmPHylMMBKTd2blrZPfdebg/rlNp8NxUZXhK0QNpstcVs0FtgYvdH4JqcxhdqVvoUXq+9DTKlJoV8XxiROy58vOU8JcltZELxA2JUYM3j5e70Q/UJDR0O3+jzG++nvc9ecGbjy7Oein88VnTM+OONoXETB/ZRyVji/lfaWgextjd3K/y7ijhQ4y+7c/4QACzRpvHuHn97Qeeck3RS/KcvDl/Mfy6+XG0jwu7zvBtTBcM2UIo8703sPVjnJ9L612lXpqpHOc9HPZdRnUJyU35gfXBa8P23/wuCFbnI3jQNy/OCT6GNMDp8Jeca0iv3Plf8MaM8i7kAVklGXYVrODShrLaOAQMR8Umrb47fLS+SRFZERFREUEQaUBXyX+93HVz+m39zni87Tb+6ipiIuhuAODtEINc6CpoKv8r7aHLeZfvjSbpG+ZWPiP1psT9oeYYkowR+LfpzlN8uqwkeZnbPcmfo5R6mji8Jlhv+MrfFb02rSqN5wAnQwamqShZf4qC/DWszdThgRsVKsY1faVz7QHlj4/U72nSyc+2XOl8IWTr/lloQuGXwr0rgoQlGqEIZi9OOZpvAfDeyr9e2BDQ/CY138QP/pZwvPzvSb6Sp35Q4kuyvcNVeU2p8pPKORB/k1eVxNHI3EqGIuFF+g/cag/t9lun/xIsACQzTax3uX39NuQ1tiNX88adNeK6Y6prC50FPZp2+mNnq18Sq/lnaTjayKNLAVCqFM+/egf3juFxJt3fCSswNmm1qXt1HfNph9nCmlkzrQj7BBZrtf1FXvSd7jofTo98wCfa1uSrfno5/3Sfb5Pv/72o7hOC9GYUR0VfSxq8e+zP5Sek16tf7qQAOLkuslPkk+M/1nuspc6Ucq7dm5I0w0uCpc5/jP2Za4bWfizg3RG+YFzTNwO+2IHZaELKGCcL3U7XOgMocFIQuER864ie5Kdw+Fx1Tfqeuj18dVxg3RV2YRiot/EtxN5tB7lnB6cPDTVQZ3VkZ6I+UNrv4pPj5XfOdVOYtDF2v8j1PcvCl2EzdX+JXx7bz1RutHWYZOIGjvb2f4zaD/a+9E70MZh3QeE6XIb2nYUgpuTuaf5KbQz0hqRasjVhsolKxUZnjTPaUb9LWYGgNlkpquo8yRCmVaCvRPzf1so/+CHQk7jFkFARYYot0+NG4YtO/7pgV99qbuFa519OpR4Vz6f9sWvy2iKkJjrc+vfi5c6+m+D8nVKa8xb0A/RGhh6jWFKdD+aJrfNB2n5GT2X+V+ZUxhjbE5dvOA9iCuStcvsr9IqEmg/Z2iRPFC9AsLQxdSjEK/zCpaK8TKFQwFw88P4/q/eFU8dWArw1c6yZ16IlT1D2KJTELDJN9J0/2mU0BDsd2qiFUU00xSTuo5RShzNPQws+EdqOM5mXdyGCt1RGhvrxFe4S58ggCN19WlG16dIh7DUf75ovPCSqZdEHfFD63FH6ehwEu4zIcZH9K+lP94rO97oHObcrnpz0Y8m16XnlmfuTjkdqBGLY0W8Lvm1/MIQ5ndLL9ZQ3qWOVYVSwH9svBl8lJ5VVsV7eonKyevDl9NXUNzZ8+1Gal1qcP/W5SGrXFbu9WnCzUOgS8IXqBRBAMnUiVyCXfeEAEWGKLdPqjdCH8eGf+wde4adlrlYMYAnguV1ZDl4etBTflA2gHj1zqec1zjSad3egL1Tz36b/Ev8zecCO3FYqtj8xvzh+0cCoVKpS2l3O14tR21eKonDMZXOV9tjd+6NWHr3KC5bgo3rv1TWDakdxhQEOAmd9uZuJO65+8Lvr9SfyW9pp84w3LFxb3MR1QnpXabFO6H1OPn1Y+M8ovdamDd99Le4/aHYZVhTX3PJNJH+uGks/8OLAukuasjVnMfJ/tOFl6qoTFQOK693bymPIrbhPu08KrwQ1cOiVQlQ4J+W9KPXhelC/2VlkjnBczrOe8plei8AJcbqLtZHrGcdvWLwhYZ33rpd6zGXvfnop/nB8+nuFM7V1SHTwU9xXcrPff3yHpeQHKm6M7pSARYYIi+9pFQkxBaGapzFgCMQPp+J1CPEl8Tz3Xn1N9PVk7u6cwULq5yV2FXvTVxK3UnU/2mOkodb99HaVKURhv6Ju+b1hutKoPvsBvhVKoY9Rud7fmTg1691xX9W1BY/pKG6KroiMoIio3oW6CIav9lzYsZpvtNpy8itTZ1QPfubY7Z3HyjWeePSSPPLVgoqiud7ZkioWcjn03q+/Zr+rHK1wnXaCk+CyoPSqpOWhK25Kngp2giNWwTfkjXd9Rvi9v2asKr+n4MI8ACQ9hpHwCg4Vj2MUeZ48qIlYYXe//K+6JfMaMRK1D/l1CdMDylNiw9/T3tp01SvOgV5KWd8ym+U77O+ZoC1sEU/8XoF2NUMTpn8ZcHJFYnfpz5sXDWpuhN5q2oEaX0eumh9EMDva9w8NjpQFkpp7jYaR8AMBhRqqhlIctclC5DelnY/OD5Gk8ear3ZOi94HndEzUnm9GryqwYySQvvTNjJvRqVP2LR1NnU1XWzre8RtdbWitra1OzsYzKZvVzu2Nxc1N3zaMrvNEKri1K7peqLpvVdkzDIgb9nWXvW59mfa5RO1arijju6yjRPdYFZsNOBslJOcbHTPgBALD8X/fxWylv8VdLt7bVhEat+kElmqJ9/PfgDWu4Kd+7+TcNLOsoc46pu3+RY3Fw8038mP2tZ2DI7wTkjbtilfjHXjRut0cm7T0ntpqtz6yC1e0f9CIbk5N1cUPWj+pV89r2DyQWZ6jdV5/RZAbMWBC9IqE6oEjwq8730Pndw84+z0Ybnbowc7HSgI6icFlTpg8kq/SgMDV2mVLpnW8Xr6gDAeI2N+XK5m+H3uO2R9rxyxFFqt0Fqd1Bq957U7imp3Xyp3V6p3X+kdmukdi9I7Z5VLzPImMxd6a5xt53+6M3OSc+sReo8r+ovBTepnavU7tWE7RrT30p7K7U29WzR2UMZh1aGr7xcd7m+o35F+IpnI549ln1sTeQaB5kDDbSAviqtaa9p6Gg4mH7QVe766VW8at0CWFBfP0gjqJwWVOkmZ7WlpVJ4A3Na2n5xMwZWr7Y2/fLld0JCFvr5TVMo3LjnYvf7MleZjHsckUSpdAsNXVJY+FNnZ4PhDbW311ZUhKSkvBoQMFuhcJHLnYOD56ek7I2L25SZ+dlNPBJdvxs3mktKLkVFrQsKmqdQuMvlTnK5i/BpBSIOr6gPJukLayTqyGbwh8fEGgqbC1NqU4TnDSMrRXgsFlgWC+rrB2kEldOCKt20rIaFrdTaP1rbLS0xMS/yzxXkB+pdKCYwd9aGSlfXzbq6zA6xnwva0dFAKRcXSyMj11IPPRR9s75ozIRVKNSLiVlfURFEcdsN9cuUGhtzuWopLVUEBz9FsV1v4hKFQiKXu/r7z4yJ2VBUdN6iY7Vbtzry8r5LTn4tMnK9TOZoQoXL5Y5+fh78ujKZc6X6TuS6upQrV/6tVE5SKl3Uc6nSHIOD59XWJvNbLyk5L5f3fF+7eqMo7uTdXKndCa0NfSi185bazdETbwmf9O0gVz83Uv9BMgMhHf84cv7VKHeeXyO7/XhP+vtp1qdLw5b6XvM12zcH5mNBff0gjaBy3qWfWJvo6urauXOnjY2Nra2tj48PfTQ5q8Yv3NSU7+s7SV+/FR9v6O3IluLq1Y/Vh1L6707odzz1rPn5p82d5Z7DDNevl9TVZWRlfZCSsjc8fLlS6U49mUwmQpgikzklJr5yy4jLPiiKSk19R6HwMLIC2RvsqTJDQp7OyjpSWHg2JeWNpKQ90dEbAwPn+flNpZhDHdDbc01LJqO4bRY3hIYuCwtbHhu7OTv7CIV69F3QUFOTlJT0qp/fLPV3LTFY5w7qTTvK5aJ/L/ZBQV41fe+ZHyQqWnz8dn//6Uqlp/YWFQpXjZ89X0rtPHpDIleFa1ZDFiXyvdRuufrKqoiIVfz+6pTU/ilB/LQxdPnJ9EMREWuySpWr5BKNSOurvK/4LNW013AT+ZeuUuyFa8yhGwGWWQxDpR89enTixIkFajRy7Nix/tfRxUBW29tVQUHzlEonA0cC4uK2xsdv4ffjRm40bts29a9Ku6gXXjAt26IrLj4vlQ7m4Ip9QMDs9vZBPfinvDxMqfQw6bjLsA4UCoSELMzP/6a+/kpBwUk/vxmD76fVQYCTv/+0kJBnoqOfj43dkpCwNTZ2Y0TEWuojo6JeCAtbFRa2MDBwrp/fNAop5HKJaQeo1N2zMeciMej+mij48/X1TEt7r3W4XjBw7ZpvUNBc4UUIkZHP6cxhbW0qza2ujtc5NyPjP+np/y6qSf3gygcaDzHv6GgID1/l4zfdWeHkJHf6NKvP9U9NnU3cBV67k3dzB7F2JuwcnrLDCIcAywyGodIlEolCoeDGacTJSe97Nw3js1qTklJ4+vSN5ubOhoZEHx/lGXfDe1v6QdyufldAV9dNfmJFRf9XIcS8/LLwt2L0a+vVUQX3I9vB339GYeF5+n1/9erH+fnft7aW0X68a2h+LLa0VISHr9Q+DygYJPHxWxsarjY1FefkfEF5M6ZjpghA+3jPjRvNVF0aBWlszKMwJSxsETuHfKh7piApN/erNlGfQqm+Cb+ysTGnoODb9PT3s7KOZmQcTk5+MyfnWFNTYb+r0/dVWqpMSdmlUHj2+13I5dRKZ1E8rb4aSaI+2mT+ihX9a4qIWNnYWCDidyQuakIBAdNjYjbQOH0XXLbj47fTRwqkdBaKO+FrmtLrpZFVkQcuH+B2WxoRGDALAZYZDEOljxkzprq6mhtXqVQ2NjampUNZ1XH5wQ+Gdr5+fjM1rjUJD1/OzQoKmm94c9UxMX02tGBg+/3AwHmmFbNPHqqT5XLDl5jYp6TsMZAC7amTk3fL5c4j9kCI+tE+Ej+/KVFRz6ak7L1y5YOcnC/z80+XlYVSJJGV9Vlu7pfl5WFciNytDlCEBaSPKlV0Wtre4OC5A48e7BUK96iodUVFP/Pps4Oqjv47Wloq29tVnZ0N5eXBeXnf5+d/FROz0c9vdt8Db/Z9vy8HhcKDos/AwDkymWvvheT2xlz4T8nSrxT6xwwOXpCe/m5FRXBNTUJjY35VVXR8/ObAwNmUskzmRM2e0r969fOCgvMU3Hd01Dc2ZkdFPZeS8tZggg+zq6gI4qpCoXClj7GxG/vWj0N4+CqVKmbwG4qsjOT2XLJS2eBTM0Z7Tc2tDjyUYeRCgGWdRo0a1dnZyY3TyOjRow0sbOCaMB0B1gmN3bcDRRIhIQsqKvS+2q+mJplfnvbU6fv29TzChpLqeSu5faCXV8HJk81lZSm7d3NnBu8M502JHqifKCw8oy8z+mR/+aXv5MnSs4ZSjohYYcLRssrKKKXSXaxgy9d3Smrqm3l531JIlJLyelLSzri4lyIj10RFrY2P35ae/u/CwtOlpX7V1fG1tWltbdVDdHhPQ2dnc3b2iaio9RS0qfv+PoWlju3KlQ+NuU4LYCjwDZIaIUWZXMza0dHP7aUmiKyKVF5TDs8FWFWRkTKJxHfSpI764X5AORgJAZbZpKenOzk53XfffUNxkftQHcFaKujsL9lJHXuCJPpN3m86UmnvMaHvjLrNuTwoqCT8wp1tnbOTnraTXjDhUI2Dn9+09PRDzc35XKhBuW1TqWrT09uqqhpzcvK++07p5tazUR9dKVAZL9pJP+wpqczF5UbzoH7Ht7er/PwmmxJXXXJQfuYRMGcOBaNB8+cHzp3rO22a36xZcVu2FJ4715ibS4W6XlKSc/x41Nq1cjc32u3KHB0VTk605LXAwMHkGcAKBAXN4f6VMjM/4K7lp9885s7UYGUfO8btLWuSxLyNAESEAMtsHBwc9u7d29LSMhSJi3gNVuyGDbWJidzHPhd69z63L3r9+n7TuXLl8J0VhW9/n2Yn3WonPWwn/cxOuuX2xJTXX6dVUlPfun3MRjGJX17prnu3qFLFK5X9PNVwYMOndjpfulodH29aTQpRqJcTcTJoxxz5MgfZNIc+x+24cXuRH+gjl0jq0tIGn/N+NWZnh61YQeFdTxHUcV7AzJnlwcHDsGkAfTIzP+H+r0NCFvQeCZ5s7kwNVntNzeV33805ccLcGQG9EGCZzb333nv9+vUhSvzIkSP67iIc0FcuXDgtbT8ff1RXJ8Zu2sT33229R8v0ST94sOdoEB++XNR/Gk6xilslMHAuN6Ww8Ez+qVN3wgUHB9qntJSVxb/8st+UKb5TpoQvWxa5apWcOnWae9Suz4YGPsh+dmguKeHy0Jib23PesG+wUpucrLecBhWdOSN3dRU9eDJ+UE6aZMzhxoGiNJO8vWX9lUvp6VljatUBDEZbW1XvIW3uKWV2iYm7zJ0psH4IsMzmj3/8Y2Fh4RAl3tXVtWPHDhs1b29v4XOwTAuwWlrK+BDE338GN1HYfeb/8IO+RFpVqp5llhsb4iQmvkJr8btC7toduYvLwOKJhXbS4wM7qyiTOeTn/6izCMELFggTb1MZdY/brY6O5DfflDs5iRNU8YnY298ZtA9W2dtTrCnnjiHpSiT5lVdqU1LS9u3zmzlT4eLSc+O5i4vM0VEYIdG4/7RpGR99pPMS2sb8/Mg1axSmlito3jxcmQvDTP2Ivju/vioqcFQVhhwCLLP57LPP5s2bV1ExTE+LMQ3XPm7caBYGIvwtRTlffqmvE5VLJK29RfOfNev29APGXuidk3P7rfX8pRLttbUD6M4dHBSuruGrVpVKpS1lZZ1NTZSZrq6bVVUxly8fSEp6LTf3RFHRmdradC5xY64ET9u/XximdNTqvgOu5MKFnsNUxuVTJpFQPgNmzAhZuDBi5crQpUsDZs/2mzo10MsrfPny5F276jMyBvkNkugXXhhkbCdTh1zcYNTyDg5KDw+Fh4eMO6yo5ztKeuUVRFpCVBvViYkJr7wSuWpV+sGD9VlZLZWV2ot13bxJ/w43W/t5LjxftzRCC1/9/PPquDjxM20h4uK23gmwLtBOzIKfqg+WAgGW2Qzpk9zFQlnKyurz2JisrE+EC4QuXmygo62Kjs7/7jv+45XDhysqIpRKN5nMMSDAS6WKFSZ1/XqZ9q12kZHrhMvEPP+85hVL/EcHh+AFC4w8tmSaRB8fYemKzp/nZ5UqlTInfW+J7XMAKWDWrLr09KHLpD6+kyb1n73BDBJJ4pYtOk9BtpaX+8+YYWBdisaaioqGv05M1qK+6dV32rTbR/6o7a1Y0dr3xxKFNddksrCVKxVubj2v8XV0VLq5KT09e4780Udh09VzMHJ4BoqepY6OCnd3ytvVI0eERWi8ejVi9ersL74Y3todEknRr9/ZsVyya2+vMXeORHCjvyAbzGsE9ulDhJVyiqvnLkJBuBMWtkR7mewTJ4zaj0sk/W7u2jU/jQCrri51CIpluog1awbch9nbB86bV9J7z4EZlV66RF27MGM9Pb1Ewl2NTt1/gJdX+KJFQbNny4w5/Wdv7zt5cuymTfVXrhiZgab8fOrIDSRI8Xpng2g3z1O0V52SknHoUMTSpX6TJ1Oh5BKJ3N09bMWKkgsX+l39Zmtr8Pz5Aw59HBzMGC0N62BvL3dyily+vPDnn9uqqsT61oZI8BcL7uxYLtjdbLf40KRUJpM7O8ds2mTujIBeCLDAEGGAFRq6yMCS1JnlnDhRcvEijdOvXu3dsZFnu4SvuZDL3UQphbii1q/vt+MJmD27IjR0KK4oH2YUZKTs3UuBlNzVVe7ionR3j3v55cGf10vYsaNPqKc1yOxuH9fpOfbj4ECBEYVHikmTKAJL2bWLevQOXXFYZ3Nzwddf337uhnEhQtD8+fWXLzcXFdWlpxecOZO6f3/YkiUKZ30v/x2+2MX88ZNJA31x1E6CvLz8Z8+Wu7nRrmCQDzcRS8LerXcCrLN2yW+9RW07ZNEi/xkzVMadOaVmP6LOaPf8E6nrvL3GGo7GWSUEWGBIb4BlXzrAZxNnffaZcLeb+tZbxq+bk3NCofAMD182wMwOn/wfftDZKYY+88yI2gWPfNT7Bs2bZ/awwMRBfT+Bn6fn7Qfn6os5KEx0cpKqTyZy5xPlTk6+np7KSZNit26N3749YMaMyHXrop57riI8XLuKGgsKrvznP5UhIXWXL7epVE2CO2MogqehpaystazselnZNaUy55tvKFKkRkgVSwPFEPSXD/RpdVqY5tZduZL58cfR69aFLFvmN316T/w69CGdzNEx6OmnM957rzwgwMAZ4SH6WdLzhtMf7wRYGnkLXdJzbJ7+ypydY196qfDsWY3V/WfO5JaMHjEvSKUvmtoMHtMwkiHAAkOofQzmUeC5X30VvmqVKM+OGoGu+fpGPftszIsvVgYHW8HBKvMq8/NTGLgiftCRUE8wpL4QaqAHh+SurvnffMPHzRSy6PuuW0pKgp56Suns7DtpEsUu7UN5OeDQoQL2xGetrdUJCQU//khxG03saGjobGioio3tuWVEHbqlHzwYOGeOzOBhyP5DLolE6e7ec5Ja+0txcOg5XLplS3ttbUtFRd7x45Fr1vhOnhyyaFG/V/droxL1ZHW6nfRn9VOLvXRkJvL554Ufg59+ml9d46A1ZbhzBByW66ivp70rBYXXS0vNnRfQDQEWGMJO+4ARoqW0NGXPnpCnn/abOlXp5qbw8FCqnyIhN/7aJnt7vxkzKBowHPWWSqVyfacCHRx8p00T3sQA/aqMikp7+22q+TvX7w/ZUbE6/Q9Uq4yIUKjD6Ihly/iwOGzp0tvhsqNj7vHjRm4lYetWpYdHyr592rNS3nxzmKpVvzJ/fy4z9DvW3HkB3djpQFkpp7jYaR9gcdoqK4suXsw4fPjyvn2F584N6Q2kYDIKc2tTU4MXLJAN2eX/lHJDbu61wEC59hE1irRWreI/xmzYQFkqPHuWm1UqlxecPj2AbfXmn0tHA8Vz5cHBLeXlw1Ox10tLb0eNTk64MmFkYqcDZaWc4mKnfQDAsKGAIGrdOu5GB5lEEjB7dllQEHfuryErK+allxTu7jouCxtkfObgwGeAwqDOpiZuXHiiM3n37nBd9+jQwF3txI0Hzp1L4wWnTgXMmhW7aRPNyvzww+S9e6Xqa/yH5+kJbVVVfIUUq+8ugpGGnQ6UlXKKi532AQAjX8zmzUYd09J120GBnrdNSPkn2Nnbc1Pkup5px92sp1C/UkLu7Jy0e7fGAn5Tp94emT59eGqDP/UZunTp8GwRBoSdDpSVcg7eCH/2KQAwrqOhoTEnJ/vIkXJ/f41AJ27LFn6xwrNnZb2RU01Skr7Usj79lFu38PRpbgp/z6AweOJmhfR9a5ZwUHp48OPNxcVDWgOcoPnzuc0pXF2HYXMWqrmw0H/KFIWnZ2VExDBvmp0OlJVyioud9gEAlqtdpTLh7kKexjVMFB4FzJ4dOG9ee01N7rff5p44wd8wEfL00/oCLIXgHVnc+ccbra38icihUHDqFHci1dfTc+i2YnZU+an79nHnQ8OXLKmKiTH+xsm4voc8C06eHNKsamCnA2WlnOJip30AAPSrOj5e+IzcKMHDHZSuriUKRcyGDdxDlZsLC5VubjJn58bs7CHKTOiSJbdPidrbj4QnRwyRlD17tMPZtP37aZYqNjZizZoyX9/A+fOptvO//55bpbmoKLj38J7GkPzGG8OWc3Y6UFbKKS522gcAgJFutrZmfvyxKjq6JimJ77kTdu6koCpo7tyQZ55pr6kpOX+em55x6NAQZYO/6svwde5DehRtGOh7Z7zOK+18J00y9I753iHzk9sv1W0tL6dxnfd+VkVFBc+bF+/j028O61JTubBbIZFQA+Df6clOB8pKOcXFTvsAABgoiqj6dNsff8yNlPn7x27YwI3LnZya8/OHYuu1qalhy5YZvgwr9+uvuVikWf30/Ka8vPKQEEt5MHLP60RjY+9EVEbc36BjsLdvLijIP3nS8DJNBQWNubnlAQFc5XQ2NwsXuPrZZ9rZu37tWuTatSl79+p8EQLVOTsdKCvlFBc77QMAYKDaqqqEx1FCFy2icEru4FAWFCR8qITvpElDlIHGnBx+K5Var1qK27KFnxswcybFWNwzKeK3bx+i/BhQFRMTvmKFKirKyOV7HuRB4WnvCdkAL69bHR3XAgL8Z80yMrSiwiZs385fYFeXnm7UK6Hs7XtqVWvJxG3bhNkrDw7u900G7HSgrJRTXOy0DwAAE8Rs2qTd0QbOnasxZTDX4BvmN2UKt4mUPXs0ZvWJNhwd+VxRFNhvsg3Z2XwwRDFKoo9P6OLFrRUV/AIZhw5RFKL08DDmMafZX3zB56RUoRDOUkVHSyUSilP5l6p13bypnDRJowJrex/f315T03NuVP0m+MA5c7iKpTzI+TOD9vZBc+fqe0Xb5YMHTTkMph7CV67k86A9V/udnux0oKyUU1zstA8AABMY2TfXXb7cb1LlwcHx27ZVRUbqnFuTlKTzUqHK8HB+K8Irsa5+9pmB/ATPnx+zYYPS05OGzA8/FCZYm5rKv7+cez6FTPBgsLaqKppSl5bGT0n28VH23kHpP3Nmv7VEkZBwFn8lmaw37CvuvXxNGLv0W3vd6hOgxixGNRa8YEHq2293NjTEbNyoEDxfQ2Pwmz792qVLwinVcXHVMTHaS1JEyJ1bpL+xmzcrJ0+mimWnA2WlnOJip30AAJhA+HQGuZMTfwyDeu60ffv4911Sd5vVe2G1PtwDTpUeHtqzstWvUJQ5OHDxDaejvr5bfQ27sKdvUN+0SLP4k1x+kyf3G/9xm5ZJJLGCs4rcICwgDalvvaVRao3B18ODggxVbCyfz9xvvtFYJufECQolVTExNFcpyB4VMP/bb7VPzzXm5orxXelVFRxMsVSAl1fEmjX8RkMWLeLmVgQF6S3spElp77xTeOaMzmTZ6UBZKae42GkfAAAmKJXJQpcsufr551xYwAdYCheXmE2bSmQyjSMxlw8c0JmO8KxTZd+DWBRUKXoDtcvvvstNpBH6SDFcz/g77wi3ErN5s/CBqHknTvQbYBk/yF1cWiorjVy45MKF0N7HzUvVpyn7JOXsrNJ1NOhOPQQF5Z8+PcyX5NPm0v/975q+ZxirIiO1sxc0f77hpNjpQFkpp7jYaR8AAIORsGOHTCKJ2bhR2AfXpqToDB1oSe56puaiIu4aJvrLXy8f/eKLwpT5WwWlgvNrwU89RR8DZs/mPia9/nqf9PkgYO7c2uRk4axiqdSY2Ch44cI+UyhvvbGjb+8FUsJLjnougdL13AThUKpQGB/JBXp5De8X2I+gvg/Winv55X5XYacDtc5yKpVKT0/Pe++998EHH1y7dm2N+m1ZpKura+fOnTY2Nra2tj4+PvTRtPTZaR8AACarCAvznz49Zc+e0t5DVjJHx+TXX6dZAXPm6IshotXPKaXQpKO+XviSae4idP6l0b69l7Fzg8LF5WZra1VkZPy2bbRdPg9+06drbsLeviYxkWaFPPMMjaf/+99cMBfk5XU72Lp4Me/bb7Uzxr1ZiD+3qHBzoy369c0GDUk+Pvx4S2Vlm0plIGDK+OCDbv2XrGUcOiS80it5165h/w77QVUXuXYtBcFKD48qrRs2dWKnA7XOck6ZMkWhUDQ3N1dVVa1fv37WrFnc9KNHj06cOLFAjUaOHTtmWvrstA8AAJMF956Sa7x6VenmdvtIz+TJ3epzf/Q7mOItufYDMHuPAFWGhWncgBa2fDnNTXvnHUoh5c03NVaM2bhROw+0IY3rteP7PllAqD49vaOhgRun0KHr5k0aEr29Yzds4C7t4pRevNhy7Ro33lJRoZGNngV8fSk24m8kTO+9R0/p7i5csiEr6/YC6jObmsV54YWe9K9di1y9mvJsKY/p6hc7Haj1l7Opqen+++/nxiUSiaL3VlgacTLiplyd2GkfAAAmi16//vYxoZ9/lvfGFhQz8ZEHFzQIL0gSDo15eVJdD1WSqe+e4yIz4XPbpYKUhWgrAbNn84vVpaeLW0zhOb6ErVt1LsOFa93qgCn3m29KLl7U+YiKmBdfFB7ZskrsdKDWX84LFy64u7tz42PGjKmurubGVSqVjY2NaWmy0z4AAExWFhjIhQsFp05lHD7MjQfMmKG9ZHlQUF1Kis5wijvopXGIq/7KldvHtJYuLffz42dFrltXHhysHWZdv3aNOzCm6O0OxFUikwXNn3/lP/8ZfFIt5eXtvZe1WCV2OlArL2dycvKECROye98qOmrUqM7OTm6cRkaPHm1g3bsMGvKsAwBYuIbMTC7uST94sOvmzatHjsRt2UIT9S2v79EJCTt3akxJ7r16PU19+yH3fHN+4G8qFKIM1KWlWc2JNsvFTgdqJeXUGfeEhISMHz8+Li6On4IjWAAAw4aimZhNmwJmzzbyrFzBDz/oDLAKTp0K7L0CXWMoDw7u1nqGeNLIuxgceOx0oFZbztOnTz/00EOJ6ltFeLgGCwBgJCuVSsMWL5b1fbQBd0V5c1FRU0GBxrlC/qbCywcO3DmCdfCgWQsBhrDTgVpnOQ8dOjR+/Pis3hs0eEeOHNF3F+GAvnJ22gcAwPDL++YbmYMD93K98GXL+OldN29q3FdYfOkSN4siLf4evVgjnsYE5sJOB2qd5dS+ZKq5ublb/RysHTt22Kh5e3sLn4OFAAsAYOTgLlTXvmQqfNUqPrqSOzl1qvftnKRdu6TqR22119YOa15hINjpQFkpp7jYaR8AACNK2v79XHTlN3myMPzqbGriH9R+Q9cTEGCEYKcDZaWc4mKnfQAAjCg3W1v9p0+XOzuXBwYKp/e83Vl99lDp6mquvIEx2OlAWSmnuNhpHwAAlqLop58i1q6tio42d0bAEHY6UFbKKS522gcAAICI2OlAWSmnuNhpHwAAACJipwNlpZziYqd9AAAAiIidDpSVcoqLnfYBAAAgInY6UFbKKS522gcAAICI2OlAWSmnuNhpHwAAACJipwNlpZziYqd9AAAAiIidDpSVcg6exrt3zJ0dAAAAy8NOB8pKOcXFTvsAAAAQETsdKCvlFBc77QMAAEBE7HSgrJRTXOy0DwAAABGx04GyUk5xsdM+AAAARMROB8pKOcXFTvsAAAAQETsdKCvlFBc77QMAAEBE7HSgrJRTXOy0DwAAABGx04GyUk5xsdM+AAAARMROB8pKOcXFTvsAAAAQETsdKCvlFBc77QMAAEBE7HSg1lzO6urqRx55RPhddnV17dy508bGxtbW1sfHhz6aljI77QMAAEBE7HSg1lzODRs27N+/X/hdHj16dOLEiQVqNHLs2DHTUmanfQAAAIiInQ7UasuZmZn55z//ua2tTfhdSiQShULBjdOIk5OTaYmz0z4AAABExE4HarXlnDlz5smTJ7v7fpdjxoyprq7mxlUqlY2NjWmJs9M+AAAARMROB2qd5fT397ezs+MusRJ+l6NGjers7OTGaWT06NEGErnLoCHNPwAAgFVipwO1knJqxD1PPPFEREQEP4tfDEewAAAAzIidDtQ6y6nvgBOuwQIAADAjdjpQ6y+n8Ls8cuSIvrsIB/SVs9M+AAAARMROB2r95dR4DtaOHTts1Ly9vYXPwUKABQAAMNTY6UBZKae42GkfAAAAImKnA2WlnOJip30AAACIiJ0OlJVyioud9gEAACAidjpQVsopLnbaBwAAgIjY6UBZKae42GkfAAAAImKnA2WlnOJip30AAACIiJ0OlJVyioud9gEAACAidjpQVsopLnbaBwAAgIjY6UBZKae42GkfAAAAImKnA2WlnOJip30AAACIiJ0OlJVyDp7Ot0cDAACA8djpQFkpp7jYaR8AAAAiYqcDZaWc4mKnfQAAAIiInQ6UlXKKi532AQAAICJ2OlBWyikudtoHAACAiNjpQFkpp7jYaR8AAAAiYqcDZaWc4mKnfQAAAIiInQ6UlXKKi532AQAAICJ2OlBWyikudtoHAACAiNjpQFkpp7jYaR8AAAAiYqcDZaWc4mKnfQAAAIiInQ7UasuZmpo6derU+++//6GHHjp+/Dg3saura+fOnTY2Nra2tj4+PvTRtMTZaR8AAAAiYqcDtc5yZmdnP/LII99//31dXV1xcfGSJUu46UePHp04cWKBGo0cO3bMtPTZaR8AAAAiYqcDtc5yUkT1ySefaE+XSCQKhYIbpxEnJyfT0menfQAAAIiInQ7UOsv5wAMP7N69+8EHHxw7duzKlSvr6+u56WPGjKmurubGVSqVjY2Naemz0z4AAABExE4Hap3lHD169PLly6vUFi9evHr1am76qFGjOjs7uXEaocUMJHKXQUNeBgAAAKvDTgdqJeXUiHvGjBmjUqm4cYqxxo0bx0/HESwAAABzYacDtc5yOjs7U1zFjVdWVvIBlojXYAEAAIAJBt/LWwTrLOfx48eXLVvGnyJcs2YNN/3IkSP67iIc6FfOL689MsiJ1pqORWRypKVjEZkcaelYRCZHWjoWkcmRlo5FZHKkpaMxbt2stpxvvPHGuHHjbG1tV6xYwV/k3tXVtWPHDhs1b29v4XOwBvqVj/x2PNLSsYhMjrR0LCKTIy0di8jkSEvHIjI50tKxiEyOtHQ0xq0bK+UU3chvxyMtHYvI5EhLxyIyOdLSsYhMjrR0LCKTIy0di8jkSEtHY9y6sVJO0Y38djzS0rGITI60dCwikyMtHYvI5EhLxyIyOdLSsYhMjrR0NMatGyvlFB07TUREqDQToNJMgEozASrNBKg0E7BTaayUU3TsNBERodJMgEozASrNBKg0E6DSTMBOpbFSTtGx00REhEozASrNBKg0E6DSTIBKMwE7lcZKOUXHThMRESrNBKg0E6DSTIBKMwEqzQTsVBor5RQdO01ERKg0E6DSTIBKMwEqzQSoNBOwU2mslBMAAABg2CDAAgAAABAZAiwAAAAAkSHAAgAAABAZAiwAAAAAkSHAAgAAABAZAiwAAAAAkSHA6tHV1bVz504bGxtbW1sfHx/6yE2vr69fuXLl2LFjx40b9+abbw5oXX3TrcZgKk0ul7u6uv7yl7988MEHV61aVVlZaThNa3JXL+FEYwrObEvrHkSloaVpP3NI33QeWpoJlYaWplE5SqXS09Pz3nvvpQpZu3ZtTU2N9opW39IQYPU4evToxIkTC9Ro5NixY9z01atXL168uFLtmWeeOXHihPHr6ptuNQZTaR4eHufOnaNQrKmpae/evfR/aDhN66OxMzKm4My2NJ4JlYaWpi8mMBAroKWZUGloaRqVM2XKFIVC0dzcXFVVtX79+lmzZmmvYvUtDQFWD4lEQk2BG6cRJycnbvw3v/kNNQ5unMIFZ2dnfhW+MelbV990qzGYShOi/8Bf/epXhtO0PhpVYaDgaGk8EypNCC3N8HS0NJ4JlSaElqaBgs77779fe0mrb2kIsHqMGTOmurqaG1epVDY2Ntw4xQr0kRunoIGf3i1oIvrW1Tfdagym0njXr18/cOAA/+PG6iuNp1EVBgqOlsYzodJ4aGn9TkdL4w0mwEJL03bhwgV3d3ftJa2+pSHA6jFq1KjOzk5unEZGjx7Nja9YsWLZsmVVakuXLr3nnnuMX1ffdKsxmErjcKftf/e73+Xm5hpO0/po7IyMKTizLY1nQqXxK6KlGTm9Gy3NpErjF0BL05CcnDxhwoTs7GztWVbf0hBg9dAXL9fW1lKIYGtr+8ADD+zbt+/3v/+98etaTQyuz2AqjdfY2Pjmm2+6uLgYTtP6GH8wpt9lUGndRhQcLc3I6d1oaYMIsLrR0voKCQkZP358XFyczlWsvqUhwOphzBnfTz/9lOIG49e1mrPI+gym0oRof8Sfnrf6SuMZfzlRv8ug0rqNKzhamjHTu9HSBhdgdaOl9Tp9+vRDDz2UmJiobxWrb2kIsHocOXJE5z0Ly5YtKy0tra+vP3Xq1COPPHL16lV+Fb4x6VtX33SrMZhKW7FiRWZmZmdnZ0lJyaZNm/jrFay+0ngaOyMDBUdL45lQaWhpJlxOhJZmQqWhpWlUzqFDh8aPH5+VlWVgSatvaQiwenR1de3YscNGzdvbm3/qxvHjxykA/9WvfjVlypTk5GThKnwT0beuvulWYzCVdubMmb///e+/+MUvKAJbv359bW2t4TStyV19cRMNFBwtrXsQlYaWpv2MIgPTuRG0NBMqDS1No3Lu0tLc3MzP4kasvqUhwAIAAAAQGQIsAAAAAJEhwAIAAAAQGQIsAAAAAJEhwOqh77WUA30VpcY1fWPGjNG5OX2r63tdqJG5NXJ1AAAAGGoIsHroey3lYF5Fefjw4VdeeUXn5vStru91oUbm1sjVAQAAYKghwNIkfC2lyY9B6+jomDBhwrVr13RuwpinqAlfF2pkbk1YHQAAAIYCAixNwtdSmvwg/2PHjq1Zs0bfJvpdXeN1oUbm1oTVAQAAYCggwOpD47WUpr2K8tatW//zP/+TmZmpbyuGV+eu3xK+LtTI3A50dQAAABgiCLDu0H4tpWlHsE6fPj1nzhzhFI1H3PZ7BEvjdaHajw/WmVt9qwMAAMAwQ4B1m87XUpp2DdY//vGPyMhIA9sy5hos4etCjcyt8asDAADAkEKA1UPfaylNeBWlXC53dHQ0vDl9q+t7XaiRuTVydQAAABhqCLB66HstpQmvonR2dr5w4YLhzelbXd/rQo3MrZGrAwAAwFBDgAUAAAAgMgRYAAAAACJDgAUAAAAgMgRYAAAAACJDgAUAAAAgMgRYAAAAACJDgAUAAAAgMgRYAAAAACJDgAUAAAAgMgRYAAAAACJDgAUAAAAgMgRYAAAAACJDgAUAAAAgMgRYAAAAACJDgAUAAAAgMgRYAAAAACJDgAUAAAAgMgRYAAAAACJDgAUAAAAgMgRYAAAAACJDgAUAAAAgMgRYAAAAACJDgAUAAAAgMgRYAAAAACJDgAUAAAAgMgRYAAAAACL7/wuqyda+a1K/AAAAAElFTkSuQmCC)
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