File:Jantar Mantar 2.jpg
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DescriptionJantar Mantar 2.jpg | A picture of a part of Jantar Mantar, a public monument in Delhi. |
Date | 28 September 2013 (according to Exif data) |
Source | Own work |
Author | User:noopur28 |
Camera location | 28° 37′ 35.54″ N, 77° 12′ 59.23″ E | View this and other nearby images on: OpenStreetMap | 28.626539; 77.216453 |
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This file was uploaded via Mobile iOS 1.0.8. |
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current | 13:29, 28 September 2013 | 2,448 × 2,448 (1.38 MB) | Noopur28 (talk | contribs) | Uploaded with Commons for iOS |
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1OHlkJCn5iQRjktnjFZ1btJruL21Wgv3btc5rSr7Tby6tBaRSWSpcJzJKXDc9OePQAivftda1kvmWxieN1hZQGkyeWPP1Ir5w8NSKLnT4kf9015Fuwo/56ADA/E17trDm2u8zsSyPgEjng120YqMWTKpOo/ed7F/UFRNMxHPtdjJ5pJywweP6V5h8SL6+gfTI7VmN19ljWN1+8vJwR7816NqLxjT3njdJc/M2RyAeuPeua8RQRXfiLStq8RWcL4I/upn+lGJfLC56OVq9V+n6o8svENl4PvLa4cvc7ndmPPJ68nvnvXn0MvnjY5Hmdj613erzeZ4XmlddnmoTGv90FycfrXnSDE0eODmsJa2PRw0uaLl3ZcKdeMH+VRMhQhgehrYmtDHt3AkMMj8aqNBwQefY1kmdzg0QBC2HXv1qzGNyjaPrUS/ugyPnFWLbaSQOtRI1gPRQvXrT/5U7GRUyx4Xgc1i2dUVciVCDzTwmTgDBqdF+XdjPHPPQ0Y+bPUd6i5qokIj+QgikC9mGfrVry+3alMYzmncfKRxQFWJzlegqUoB2qVFxximtweam5qkkcgOFqNzyMDNPNAGTiu4+dZC+QOR16Uh6gip25OO1MK1SYmiPHc0c560rHLdKfEu5h3oETQR/JzySavpbZxke1PtrYuyqtdVoeiHUtRsrUDAmkC5x27ms5SsrnRTpuTsc7qdo2mNa/aFOLiAuB7E8foP1r279ma5KL4mgUkB44GI9Rlh/WvPvi/aLDrtikICII/LUY4AGMV3v7MY2a3rsTc5toxj1+Yioi1JJl4uDjTnHsfSGjLLd6xKuFcmCMMWPbpXkfxp165tfHcyBQ8v2CGGKLYSoxkM2OhPAA+pr6b0jw/FaTyXsxQXTwpG23gMw7j9K+ZP2lJItN+JFhJDtiuZNMjcH+82+QD8eK6aseaOp8JiEpRseW6KLnVp7lIrUxXPmiK6VN25lyCN3OAvA47mvdvBH2e1+BHiuKNd9tF4iXClt2Q0SAgkZ75rwLwl9qvdZm0k74zc5mkdZdoLL3Y+mCcAetfRHgeztB8IPEunafcNLjxDbrNI6japKLke4HT8KWF0ruPkc1P3aljEstU1ODS70xWVvd6e8C7QEBKncMKec4x9eld54e0aXUtKsJr2RGhhUSFEYhc7u+e2OMVVtbGwg0oRfuwFZ0ZwOHJYqRjpjI/nWhZ6fLDaWsduzeSLfczM2cBSSR+i/lXpPY7vQu6v4ae71K5js/3MFxuWVcZw2Mk9eTgYH1rQtdJmhsoBaBtyRsikplsA9D78YqlbaxqSQWlwsam4ZmHlupIHGOPw9fetj+2lGnh7KUpcNHIQWXucZP0/nmsJFI6BoLsWiRW7tCFAZ02YWRfTP5V1HhWWC2EUcMAR5SGZjJu9iQO3oa4/RfG1xJFHZXsSzx+Xtfcegx1xjr71v6DBA0lruldUVsDBwcbsjA9eK52rl3NTXJo7vWbYMNxtpGO72Ix3r80fihpok8c+JJbiZi8moTuETnA3HJr9FtWvvIu52Rj+7nMhVuNyjPH4V+fPxOuivi/Wli2/6VfzPgZB2lzjJ71nrFaGNeTVrHD+EEB1qxjkUktewMjE4K7XHPtn/CvpLU7KSaD7REmwKqMuB1UcHp6/41896Eq3fjXQLKIfZmkvoYnk9mdRnH419ceMfB+teG3eLTI0ms5ZAYBEclh6n0H1rtpXlG4KV0jiL62hEMrRO7RyysUY8fLxWBKDP44hRx+7h00KAO4ETHNd1q3g7VksreJni3ySBfLjOWAJA3DjkVgeINNTSPiNrFqhV4bHTAAR1OLbOT/n1rHGp+yPZylr2z9GeEeImSTw7KIB5cSquE67efXvXnsQBuI8dNwr0LWHEng2ImIJuCtn1y1cFAubyMf7QrB6L5Ho4JfuYnZvaefa/L1jQEGseSHOT6da6qyQAHcpKlMYArIuYPLeQEcZ6VzJnsTjqYcsRA6cg/pT7ePlsdu1W2TJAYdOD3ptqhWXDDqDTb0IUbMcseG6YNTYPBFOVGDgN608ptJyT+PSsWdMSNFyadtz0HSpSmPXmlVTzgfhUGyI9pJxShOcGpQmeval29c/hQVYRRzz6U0rzyM/hUwT0FLtz6ihFI4Yc4B70hbHHekAycjigHI565rvPmriZ5APelIwKQDkmnkblx6imBAq5IH61ct4fnGexqOOIA5xxWlbxAZAHU0mzSEbs1NOtd8kYHOea9U+H2mhvEMeRgwQs4PuRj+tcNotoXaEqMFSM/zr1jwLEE1K8fbjbEVz9SK46stD06MdUcB8ZYQmu6c8mCuWya3v2cJ2HirUgPuvZ7m56ncMfzrF+N//AB92T853nr9Ku/s7TEeM7iMAAyWEnf0ZTV017kWY4x6VF5fofcF5eTvr1tA0WI/LOJVbKtk/oeK8M/aQg8Pv4v0u51ixv5510lIo2t5woGJZM5BByTnr2r3AWV8muWuouge1e33ICoyvyg88d68d+PCWya3od7qSyOi2jmQRYJ4ctj269a76krRPjsPGk5/vWlHzPGrqw8NZjvNKsNXE8LeYWe5UErnKjgf59q93+CGin4heAvEunyNJbW6ajbsqEgMX25JJHUY7e1eQaXrqa3ayNplrbeRwBEX2yN174xX0X+y7LC2j+JRChiP2yIujDBU7DTwb5q1pRszqxlDArDuthpJtW+Wp1dt8H9OtrWSxu72R45SCuAcjaScZJ9zXQj4faYkFutnNMgjHTIIdcEYxjpzXTSyRs84Jy8Qyf9nIqol5Hax228OfNwoOM7frXtulC2x8/wC0k3uZsHw801yWdmIAwEAHHHUH1zzVi1+GOlM4kmkldghUAYAGfX1rdiuF8zHTOeav2k3IPUEVjKlFbIbqSXU5Y/DKxgjmNi6iaTADMn3R7c1efSLfRZrDbGJ5HkWJnOARk/ewTz3rqwd2CD3596q3Fu0t0jkKVBAUkZ9z/KuKcbbI6qMlL4zI1TwVZanJI8rlHc9VGePSvhH4h+DtH07xl4hs7/T/ALd5V9IBIbmRSwDDsDxx6V+iffmvzt+O/iW4sviF4oi0+0DtHfzb3dx0Dcn2FY142S5Tvy+eG55fWbWtpfucrpej6PF4k0eS20ZInjvYdrGeRmB3g568nPrX1H44W704PMszNGFVViLfKOWIJ9+f0r5O8GeIP7T8Z6BaXC7hLfW4SeNTsZsqSp9CDkfhX2J440oapoy3SyIF8xY3Hpx1z611YVSUHcjMnh3Uj7C1rHJaTatqo0s3Sm8kUjeu/YFOc8Y+lfP/AMcPE9x4W+J/iGKyjjk+0D7PITnOwxhSo/BjzX134c0+wi0c6hpJUm1TbKr9yByfzFfFnx7eLUvizrE93C0aBkYqnRyUQ4FViEuVcxGX80pyUN3/AJnGeJZ1/wCEVghEYgKlAIg27aCQa4C1G6+jx/eFei+NVNrooR4/LZnhO3+7lN2P1rz6wXdfRY/vV5k2fTYWNopLuekWA/i64GDVTVIQJXwM7wDWpaoFjTuStQX8W90IHG3Ga40z2pIw7WAtK2Rn5T+HSpDaBAHA2sM5FXbaPZLKR0xUh/eQuxGB7/Wk2QkY4jfzSQT97mpjAHOfTrVh41aTKdMDPNOK4OD0NS2UkUzH1BOO9AXAHrirEq4bPbGMU3ZwegzSNEQgemakEfPSnhMD3zSjggc1JYm07MHrS+X6kGnhdxPP0pyqSOv8qCkec9vrRjGcUi4/On7f/r16B8yCgGpNhGAO9KiDH41YReenPai5SQ6GDceQAB0zxWlY2xaRfc4/D1qGKP8AeDOOa2NNgYTqwGVU9qykzrpxOp0dVjEWF6HkEYr0zwXEPKvZF+Z2YD8s15vpXyStuz616f4LCG2lwcHcWx61y1NUd9LRnmfxvBZ7RmIOJMZ/A1V+Ak3l/EC2A4MlnOv/AI7Wp8bI829q4A4mHasD4HyL/wALM01Tn5oplHH/AEzat6P8NHJjVZy9P0P0/sJY7jw/p819HAqx2aRggkFgUAx+VfO37SOj2k13oQsHNnb3FtMkoV/lY7l4GTn+KvXdJvhPpVhEWzm3jBz0GAK8e/aTeeDTPDKQWr3W6e42hFBIP7rB/WtZylKOh8HiKTlTaitTw3w/4fl0FmZpCbdVEhCSBdjHuV78AdfSvo39mzUh9l8QxTKVeWWM7iMZwpHT9K+X7PWdW0u2uFurO4jn4DkJiSbk7c5Poec17Z+zn9u1rS/FVzqEv2e5V41UbQgUFXK8D1I/nXbguZ1k5Hm06VeLk5KyPqa4lSD7TNjIGN+05JPA5/CqaahGwXbk45GR0FeTa54/mM+bIr5DSBcj+Njxz+QrpNBvLptNmuGBkaMLheuQQa9xtM15WjurfU4prloxyrDIJGBW3aSABTkY2jHNedWlrdGyaUFw8Ryf58V3NkwaKIldpKjOB1rK5TWh0EJzGQWyfrUp2s64b5lOTg1QR8fKCdzdqhht5Bc6m29v3qKFzwAdp6Vg0THQ2wQenNfnh8UptKtPil4rv9Stn1FrbWXP2MsVSRtxILnnco2/d71+gOjMW0yzPJzCpJPc4r86PjarwfEXxXLG1uuNSuHK7gWclsdAc561y1Ve1jpoQ56ibV0jv/gve+D/ABRfXvhpPDdlpVzDIdZsruHdu+0R9VJJPylc8fX61u+MPE840exsLaWIySTSGZUctyCq4PoOa8c+CviGRvEtjZXax2w/tS2uIX2Ydj8ySRg5+6yNk5/uitTUL+SXWryNpHktxcOscka5xlv5fKK6Kd1GzN68F7S9j1nRPGlykyaNZsy2txiSbavG3BOM+5x+deMfEHTbfUfi/eIW823+3qMt3VUHX8q9N025m0Ge3ih8hnuZIYhI/wAzqCckD2GWrkpVt7P483kuqSxRWtlrG+aWU4jULjJb2rkxrbppI9PKIpVZPyPIfipcJf2YugM+dLEc46nyxmvLtNXGoRfWvXfjbcJd6xrE8Bh+zvq8xi8g5j2ksRt9vT2ryjTgBqsYTpkVx1Op7WCX7uLPS7XPloe4WkfLxJxxkiltmyq9TgU6RGVY1bqM1xo9yRQUBJZABn5OAe/eiPbLE4UHbnoOakuU7gndjj/GqiOVjaMngjt3NDVzPYqIGV2GOM9D/Kpt43kNnOeKUqFOR0BHJ6nmo5UOTkkZ5+ppWDVEpG48elJ5fcjqelPUELlhj+dThN6/0qDRbFXacHA6U1VwM/lVvYTjBAAo+z/L75zikaIrhSxGOD1pxjUfexn61ZMRUe9JkDGQD+FFzXY8vCAEVIF9aXZk8HjFSIAeDz716Fz5ZIcowtWIk4z3xUSqWBI5Bq7FHuGB04qGzWKLNvHuZc9PX0rodKXYW9Vzgnpms2C3wQFGSeK39NjyAMYz1H41i2dcIm1En7zeAAX5OOK67wtrFtaXsOnuWF1cI7ouOCo4JzXP2scbQqzZO3sKrqfI8ceHHHyiSKePOfbNZSV1Y6oO1rD/AI0j/iVwsOqyg5rivg/P9m+JGhNu+9K6Z+qMK7f4xLnQUY8neM15/wDCsgfELw1n+K8Ufoa1ofwzDHr336H6OaJE39i2cynqqqPY15R+0sXfSvDewMrQ3FxgjtlY+h/4DXs3h23kk8OWEs3EQQhCD6Z4ry/496Xd61oWkw2jIPLu5N2WAyCn/wBanrex4ODsq6l2Plu/1i61JGiu5/tDJgBnA3LjsDXtn7NqGTRPHambyI1Wzd2IzgBpK8tfwPewg7ViOO+/kV6/8CNJuNO0vxvE7Rs0trbsFR8niU9fzr0cIrVEzqzOUZYZxXl+Z0i6DazatZwFhcO8weJT8oY54r2bSNDWyktfODeYUO9c5Xjtx9f5151o9hK+q2V1sD2yTO0UuOExgAivXN5ZAsZwVGSR0Br2OayPjmruxUi1GG3k+ybcSvIcAj+HituCZPk9iMD1rKmtopr9LjYSUUjnjJ45qxCnzlh/BzjPJrnc7M0VPQ3FKiUOeo4AzV7C+U248SjH0rJtpC7DfkA5xitAfLGdo6jg56VCvLYiaUNy7bKEt40UKu1QNq9BX5n/ABiYXfxG8UyxAfNqlwef981+l8Z2WucgFVPTnGK/Ov4geE3u/F+u3IvYB5t9MxDNgjLmuWs9ke5lK5XKVuxxvw5t3k8daCi8ubpeffBr0fw9bRXWpW8Ny4t4lYrOQcEoAeB+IHNYPwz8MyW3xE0B2uY5Cl1vAVvRWPWvQPEHheUalOdL/fQplWUEhgxbnP4kmtsOrQIzSfNWV1bQ6618MabrlxayT3Bhns5o5kBOQRkcD1HX9K8L+Mk23xz4pH/PXUJ1JHHVhX1B4Q8CQwyW0jTSXEhCHdI+ST6fQdK+ZPiPZLr/AMRvFSfaIbOKDV5vmkP3uR0H1rPFR5uVGmUzVNzb7Hm3xDidNMh34y10Sef9k815/pC51VBn3r074qR+TZ2kQA2peOvTBONwNeb6Gu7VUb1NcFTdnvYTWMTt7mVoNKvJVJDJEce3b+tU/C91PfWbvdStK6SlQzHJxtFWtXGNCvOf4R/6EKzvCjbdKlKck3BH47RXPH4T06l+dI17pwZD1PbpVFlPQLmr7nCjjOe9VmzuGOPegllV1IP4805Y95zngDOc06QcgnpUasUzjn1BpMZZVcjnn096ky30pkBDcE81IuCTk8etZs1iOXgD+KpIj5r7ewGfwqB5AF2p3p8XLDHUVJa1LGwlTkn3pDEQcGp8gEheATSsOeQKC1oeTqhyAenc1LGnLd6QDn6VIqlSQeCe1d1z5tIWJcNg8VoIi7wuOvpVVI8n0q/AhZ1Y5yo6ioZvBGvbptZc4A71v6aq4UJg5FYtuNxGK2bIhSh6Z4xXOzsijdhzGmF6bqpam+zxF4WkU8C7ZeP9rAq5EWmjYp91TzWVqzbdS8OSA5234X8DihamiVvvRqfF8Z8Pgjpkfzrzf4Znb8QPDXzEAXsZ3KcEV6V8Wfm8ON7Y/nXk/glynizQyCQftseP++gK0ofwjHHfxfkfqj4SUN4QsmZ/uKxAI6gMeK4X422MbaHoU2352lySUxj5TnpXo/w7CnwraEjjc/B543HFeM/tieIb3w14D0y50by0uX1ERBzyYwY3OQOnauipS546bnzWBr+yxKctjxnUEVZGzjccnPfrXof7PypJq/iqGRtqyacoz6fvOtfDtxqWq3l2bq5vbqW4znzDK2fw9K+jf2XPE+u3GpeJogUupodLyHl6lN/zZPc+ma1wlGVOqm2evmWNp18LKCjbb8z60lRj4SYpIkT29szsicAHH+NUbDxhFB4fs57li10gjWVVBJLHvx25FOs7+3j0KZpgAk1iIpnYlsMcBuMe/SqOh6npmo3mni00eaO2LeUbmVAM44XKjoOOpxXsydlZs+LS1ukeg28jPFFNL8shXO3PSr9oCXJcYB5quqxNKUTkYwMdquWylXOQSCeKx5bmnNZF6FsSgdQOp/CrojIZVU5WqkMaD5WzktWmIwqKwkVAP4ieBUr3XciXvaFDXr82OkERsd0swhUjjg5J/QGvgz4g6tp+na5qy6hdW9uWu5Mea4BPznt1r7K8Ta3b39zbWtnMk6Wl4qSMg48wq+R+AA/Ovy/+JtvLdfEPxU8jvIx1W5CljkhRI2B+VeZV/e1XrsfU5fJ4Sgmo3cj374Rtb6l8RfDwtpEkhkmfayNkf6t6+oNS0BjJJcWsaB9vzjHJ6fzwa+Ev2Z/tVl8Z/C8KSMkUk8okTPB/cyHpX6M286lCxywB5OK9LBw5YNeZ4+cV/bV1K1tF+bOb8LfuxBcMB5m/GSScA8V8YeJUGqeO/EbOVeCTV5ypxy37w4NfcTGCTa9ntEOflK9K/ODxfrt/b+MjYWTmJJ9UKu6/eIMuDz/WssVzNqKNsqlTgpzl/W5q/FyB5IoBGwcHUJvzJJ/rXmfh4f8AEzAPbrXoPxKvA0Foi/OUvpWyDniuC8ODdqpJ5zk151TqfQ4L4YHVeITs8PXTZGeP5iqXhFSujocdZ3JP4AVc8V4Xw3cH3ApfC8e3w3bEj7zuf1rnjpD5npTV6/oi3KpOM8jtzULKMdOvWr88YL8DIHpVKVSM4GOeKYkVGA3EVGcgk96sNHtGDyR2qJ/TbwMUtx7DeQAehpVb1yR35px5JHtS7QuP50WGmIq7+AcVbgXc+M4wBUH3TxVi1OWYn0qGaRLgHP8Aj6VIVDH0xxTV/PAoyRwVBrM6Inl0fB9frUirk5pqr8x3ZqZMEmu4+ZSJUO1cjBOe9aNv90ZHb+tZgBxitSBsIpx2wazkdUDZtVCqMnitGJQQDnA3EfSsyE7k45GO1aVoQ6YJ5PesWdUTf0xwhZGYhCOfcU6Tw3c689rNYFANNuluZVY4LJkA49xVS1ceYFXvnmul8PMWkkAJA28478ipfuq5rFcz1Mf4p/vPDMpC8AD+deO+F5DH4h0d8kFb2Egj/fFeyfEw7vDc6g5GzNeL+HeNa01v7tzG35MDW1D+GzmxqvVXofrb8P8AC+GoU6ESOPpzn+teJfth2LXHw/08PlkGrIQT/wBc5OMV0t54h1DRJ1tbJwsBO8bQS3Pf9K4/4ksPiH4dOlXN5cedHKJoGZVCJIAR8wGSRgn3rr95o+UouEKylJ6XPilrDGQE4HFe6fssW0kfirxAbNRI40sbozn518+MH9CTXmGuaDfeH76S01SEwy9R6MvYg9wa9j/ZG8sfEPWFJyraPJn2/ex1thm/aJM9bMFH6vJo+lfFUEN34E1SGzj+zXDQoWSNcfOzKCOBz3FcP4G0lrHw/wDv7p2YTbo97FnjJOM4z2I4FegapFc3tlqUmlnBjBIQL/rGRycZ9SRj8a5fSJpHX7Xc4aZ5VlEeAoxuzj09q7626PmKXU9Vt3V3Acg8AZxjJq5GhLjDgDPpWdFFsl2BmG4luuR9K17WNd/P3cZ+lXcxcbFgRRKjTPOERBl3PAUDqc15l488RtdalpNvp90J9OaVN5U7kMgbrnvjpXZ6jqENzPJaQSCSONSJQD8hYjoT7Vw1tpCXKWYFukSW87Hy/M5TkkD3Hf8AGvIxdV25YHtZfSXNzz6f5EdhbPFe3TDkvq6u57H921fCHxEt0HjfxLhgW/tS57dP3jV+h8OmMdXRRuRTciYggY5VgAffP86+AfHNhLd+P/EkMMbSTf2pcqiIu4u3msAAO5rjoNu576lF/cW/2fzHb/F/w1NcHYqzS/Me37pxmvv2F3FtKqXEUW7OGYEjH4V8Y+APhrd6G66rfqg1HadkZJzbZ4z/AL2PyrvJdV1LTg5m1GaFVzn94QBXuUJSpqx8tmHs69W8WfRCWxsImee5WdWbOVTYFwK/OTxMBN41jlX7y6lwffzAa9f1H4x6gt3JYaVcyXDhTmRnOB7gf1P615E8bXfiTTwVLSvfxkg9yXWsa0+eZ2YKi6VJt7P9CL4ixSQSRB8g+a5OT2IBH8q5fwqu7UHJ7DpXa/FZXa4gaTav71kUL0woFcn4VX/TZT7CuCr1PewKfLA6LxRbm40GUBgvzqR7nOMfrWjp1kun6PZ24JZQpYkjkknNZ/ijI0YqCQPMQtj681sI3+j22MlfLByea5r+4j07XrS9CNhwzNxnpVV1wrZOTirkrkKBg/NVU/MTxyRVELcglXAz1J5NVnQ+hHHWrPbBOcZppP8Ae7UIbIF+ckk4HApWUHgdM96VU7Hj1p4XnPXmgdiI5A4zmr1hFu3Mw4HAqqV3kDP1rSslKxnvk81nI1iTrGuN3fNBKpwqAj3NTKpA5xg+tRueRkDpWbNo6HlewlifapEOD/WpcYIB60InJA75rrufP8th0Ck8j0q/ANqgmqkXy9OOCKuxfMmcd6hm0DRtRjjI6GtK2JRseh/Os2H/AFYIFaVscvjoTWTOpbGtaR5nxzgZP510/hsYuXB4yhP8qwIMLONnA2+tbnh6X/TPchhj8KmextT6GV8R/wDkX7odMBq8T0lWN0rKM+WN3Ne4fEqMnQrsg9A1eG2DlSSDwevvW9H+GzDEr99H0PsD4mfEi+8FeOfCMvkQ39pfaLGJrecFo5HLnnjkHtkV6h4P+JngDxldJZSaP/ZeqkACKbBR2PZWz/PBq2mmfD7xZ4b0LTvH0NjLeT2UMlm0w2Tr8i/6uQYIwe2fwrzfxv8As561Bqo1PwDcC904j57eZts6DrlXHDY9CBW1OTcUfPzp0ZNxejuesfEnwNp+reHpdPvPD9ssD/NDcAiOWF8feUj+XQ15N+zt4G1PwT8VdTS+jMlpLpEwgnC4En7yM4Pofas7RPip4h+HeqR6b8Q7S7v9JMe2MXJZWhYYwA3XBH1r3D4cfEbwt45uHfw9a/ZrtIWMkbS7mRfz5HvXbQa51dHDXVSlTlC+h3lm8a25eJFVZmLHByMnrXA6Forw6tNHd20rRpcySxsR8hUyMwxj8OK6+1Mn9mIGTy2CjIz371agt0bDqNuQARXpTXMeTB8pejm84BmBGOelclfeJX1W5mtoPOihjYxsCfvY9PrXVJFH9pjid1LHLovfjqR+f61xtrpo/tSZpHYJPIzjtjJrgxTmrKPU78KoNSclsM0LzZNIv5ER0k2kpvPPerthOD/ZE0zhEkleOQ5yXG7pn603w+lnc22pw+ZlYAA4WRlZeDkk574qPTtPjRdFLK7IL1ihYFhjceefpivElCWj/rc9+E4y5r6a/wDtrOstpPNvpZARIhvFiChs7VAJJJ+vSvP/AAP8H9L8M+INa8QamkF9rWoX1xNFITlbON5GIVB/fweW/Ae/oguUknuIonWJ01BBypG8kE4/z718teN/i5q2oeML7w14TAhuku5o2KffIViGI9B7n8K6qUeW7OKq5yahHqe0fEPxF4Z8CWRudUjFzdP/AKq2iZd7n1JPQe9fHnxK+J+u+Lb+10m3t/KW7cPbWtlBljyQOgyx9z+AFeqaL8DPF/jPX4dX8a6tHpulA7nSRvNuZvbB4UY7k59q9dOp/Cv4K2xupGsbO98sIbmQiS6lA7BuuPZRj2rb2jT1I9lThH3dZHz98LP2W/F2pao2reKiNBsmQqqTfNcSA99n8P1bH0r6O034O+E/Blg9za6fbtqEaEi7um8yd2xwFJxtJPZRXH3Px91Pxdp8kngDS5oI3YpFNPCfMcf3wCQoH1OeOlUrLw/r+p6hY6n4s19IvLlWRYZJPMkkIIKr2Az7DvQpuUtEVKElC05pLt1PlP4mMrzIqZKLczgE+22ua8KL/pchyOgrsvi2iRXUIjVUVry9ZVHOB5gA579K47wqv+ky9O1Y1up7uBXuQN3xZIF0Vwx5eRFX8TWqVKQQKcgiNQfyrD8XoW0y2QdWuowMHr1recllB9FAI/CsPsI9BL99L0RXmkLdwR9aZkEgjgYzSSrggDPSk4xTJ2IujHnq3FBwMYpJVywA9aMc+qg0ihyrweOaRhgODyanUYxnqR1qLB3HI46VRC1Y2P7vIxWhaH92dvXPPvVUIMZIHFXLXAjO31rOWxsnqTOCDjPBpEVXUE4H9aHyRgfKTiiNVZct1+tZmyR5pyWAPJB/OpANw4BFPkgKNkdjS42uMYwB09K6bnh2sCoWxjk1d27B3zioIzlvpVxB5mPyzUtlxRbsiHUqRjvWnbfNkqMEd/pWXaAhxjuMVqWZJxz1ByMdaz6nT0N+yjVpEypeUg4Gcf8A6q09IBXUTjkDOD7YrKtJgs6lR83OT6Vq6Yf+Jgc8fMR+hqJGtJe8iDx+S+gXeeu1q8Gtfu8Zr3fx0QdEuxn+A/yrwmzJEbYOD3rbD/AyMWv3sfQ+9JvDXg/xL4c8Jy+KpdRtby30yD7HeWkhVYiY0LBhgg9uorSbw/r1ragfD74j2TdNkGooQSfQnkf+O1Dodjrz+E/DD+H9VubBP7KgaQRQW8ySny1HzLKwOeD09eatXOl+Jz/x9/2VqYwMvPoAVv8AvqKXr9BW9JXgmfMV5WnJEU+p+Orex+zfEH4e2/iPTdh8+408R3Ib6Jzn68U/4VeFvh/pniWXXfBct3pN5JBIlxpNwWXYD1+RuVIxnqadEdQsIg0FnDDchufsl1eW4A9tyOPwrE8T+PdT0zTmluo7hpfMVV8945iCTj74RX712Um1NM4qnwNHu0uGwvKA4YsO+MYrP1GW/k0dm0V1S5kx5TyDIB9awLXxUGi02MeW8hijMgBzhclDj6FaoeKfEsH/AAhNsLeGa6a5dlURSbCDzg5HocdPQV31ZRUGzloU5TqKNjtf7XnGt6baJYi4iO/zrgP/AKiUL0xjv65HWsGYSS+Ibi1tpXCRyujKOgG0Hj/vquh0iSzsha2+ozK18ZANzdZJCAfxOB+lYlvClp4+1BLjc7ygzxuR95GVfw6gj8K4aqc1FvudtNKLml0X36mb4bgsdBsfEF0CzQNy6PzkDOea1v8AhIrRrHwy8BYJd3jRRckkZfAz7f41WubaN/DXiGHgZhkJY4JGc4xWbpcf2bw74QUqpMd4VDFf+moORXnt8it/W561OKqNye9//bWdhc3BtNQuzKikNqqLkHoPLfmvOZo7TRdSv7nwr4TtYLi4neW61W4PkB2JJbLvyRnpgEe1d7M8cmo6jvYkDVkAGeB+7P8Aia5C60nTru5uDLHFNKzOFkuYvtJXJ7B3YAcdNopQkk2ZV4aI4PXPEF9re6C78ZHH3WtPDtuZ5D9ZcED8AKyh4FRnS+0zwXJe333Uu9bcK4Gc5YyEjuTxzXpE2k6giJFavOLYLgJDdG0THP8ADBbZ5+tTWegmLyzdWWn+QWLSeZDfXT7sY6yFR+ldCko6o4HFvc8yvtN1uKGV9b8aeHPDNuFJCW7maXbn0X+h71i6DpHg8+I7KZvE3iPxNqqTB4pBbOltG45DMxH3ePWvYJfDs0WFsboWKKSo+yeFIyVU9OXc/nUdroF4Jl+2eIPFF0ik/uJLG3t7dxjHzbRnbz61tGd3qzJw5dkfIPxj0iXQ7/S7SacS5gebGSdpZznP125rkfCK5uJcjivQP2iSR42WEnPkwbcEYIG5sf41wHhA5nlPsK5aq3PqsG/dh6Gp4lXzH0qIglWus/kDWyg3Lnj8PpWdcg3+qxFf9XZnGfV2Bz+Qx+da2zK4J61hLSKR2wfNUcivMh6qef8APWq0qlCMc+tXJGxkt+HFVXO5845pXK3ZAeWHqakiTggc9yaMcgjvUiLgAD9KLjsLgqwyOMdKdjdnHPringZzinRptP8AwKhsaiRooH3h+dWYB0A9eailRlfOalhPzHnrj8Khu5qo6lh1wpIzwO3eqqtIAAqAAepq4fQ5wOenWq7Ak5AxUo0PPxcJOu5OoOCD2pzcuDisqSNoOQcbTkgVoQ3KTttTOQM810tdjwFJ3sy0nKdOatRELy3THNVUPFTow8vnknioNkWoH255yD69q1LfhY2zgDg596zLdA5yB+tatuFKbGGA3AGf1qTVM0bSQC4jJOAOD710Wn4+1KVHSUg/ka5eAfvf3pwFHJHc1uQXws4jdzfMFdc4+uP61nI6IaNC+N1/4k13xg7T/KvCLbJQgda958bZ/se7yR9w/wAq8IsiAwz92tsP8DIxf8SJ+glpZx33gXwaVgWYjSYd2dKju8HYvG6R1Cf1qqbvT9P3LfX9naKD8qvDp8BY/QbzV/SPDo8TeBfBhh0SDWZItNjwJrl44osquSygjd070qeFf7BtwNbvvDnheQ/dTTrJJJh+LAknFdFOSUT5Wsn7RmVHZ6Zqr502IXJIO4wWYdT7lltwv61z/iHwzdeZuslMUqENGz7AQQcj5AxPX2r0W0TSbuVo7G21nxPKcBmurhvJ684UYUfQ4rpE0W8RN9/Pa6DajnybaNfMI92HT8zVqs1sZeyT3PAL19W067TVo7C8t79rYR3Q8/Fo/BB2owDZzyAO9O/4T7V4PCNhpJ0xoFWctFJLGymQHJGGI68nGOeK9xji06a4MWhWYurgD57qf5yvuSen4Vj+JhofgmFNb8QyC+1JH3W5fny3weUT29ev0rX2/PuiPY8j0epy+n/HOYXunpf6MryA5lY78sR8oZSyjBxxj9a6zRfHKeItdbVSq20KRtCiO/znGOv61h/Cfw5feLdVvPHHiaPbHcp9n023xwIwctIfcnOPx9q4FPEy2fx+aXCjTWvnsGUH5SMeUD/30BTc+Zemoox5Hd9dD1bTdZmuLDxJDLKrTyKViQHJA+YA4Hb/AApLbVGvtB0V7GQ3j6ZcNLeCBPMZQGyQFHOfwrmviho+reFPENr4y8Fn92sZjv7YcKxzkMfUHkH0ODWx4an8NfFK3W+0qWXwr4vRMzrA2x9w6ll43jPfg+9cjp6XueisS76K3X8LGx/wkgvbu+bSEF4890LoFXR5YnA24MLMjcD61Timt7YMdSuPsJHJ+2W72/1OXiZT9c1x/iXXfGHgm4ii+J3hS38VaKPlXWdPXEye5IAIPscfU1ueFNW03xNGX8BeNJ7cYI/szVMSDPoAxzx7bqfs1HUxlUc9zo4bW31OLdprW+pR5BBtZLO4z+GUNRTeGLfL/bdLkhLfxS6JIVHtmKUj8q53U3v9ONxF4x8CWepQ7ObvRgQ3OQSwT5h/3zTdLXwzJcsPDXjPX/DFyqBfstzcmaKPg4+Q8jr3NVZoi9zWbRdBjZ/MHh5d3y7biG8gJ/N8CpLHQNNtHiubLT/D/mQHcs9rqkrSR5B5VGY7j7GtEW3xIjfOha7oPim1CAhJx5bn1zgMDn6isk674p+1R2Xiv4d2VnNNvH9qWJVo7fgkMSM/TnHWqje4mk9D5g/aaSOP4iloX37rGJiM5xwa838HJiSYj867r9oU7/HRcA5eyhYk9+O1cP4QGDKPesZy5otn0eGhy8i7Ikvr6Wyh1CS3yrrdg89CD1/lXVWsjS2ltK4wZIlZsdsgGuLvCbrTtQJwpa9I59q7WGLyba3jXokSgH6Cs5nTQVvuIpjk9MH2qAJgZ/nVhzjI7Dg0yTGMDiszoKsmA3XAx0qRT0x0HakfGSc80R8KD0pFpE6EA49asxoWcAjg9aqR4Lk5/CtBJQUGF7Yx/Whgkx7ohkEYwSF+tM8sq/PJIqOIhX3NwD371OCWbeCWXpUl7EmBtZSOgPNVyoJPyhscc1eige7IigTzJWyQoPJwM/yFVdrfwpu+lCQNnlYBLlSdxx6VeSHyIDIy4MhG3jtWeXK3B28JxmtO8vGuzEu3Ysa4Az1966z57VtWIgxLg9BUiOeh7GolIbGOoqdV5JP4fWoN0XIXdcZOEPPFa8L+bCHVs4PVeeKyIiYQOBu+tadrI7jaMKnXAHWoZvHU0YcscnOPer+oZGhXRAyRgj8xVaNAACB9auzMP7EvgecRMfyGf6VmdC2LvjHnSrv/AK5n+VeFWGTIOMkHpXufipw+k3DLgjyv6V4XZsFlGema0w/wMzxf8SJ+hngjT9W1z4c+EIdEvBYxnTIvtErFs9FxgAjPQ10EngDw+l+l74snl1e4RsrHK/7teRyY1wD9SK8/0PxJrGhfCrwbF4fMaS3Wnqssz/8ALIADB/HPpVDRrTxp4luHtdNb5JJB9o1OUHAHt7joMZPuK1hflTSPmav8Vps9N8WfFzRPCohsbfbDcy/Lb28Me+WTJwNqL/8Aq96yrXw/4j8X38Oo+ILufS9KVcrYq2J5WOeXYH5RjHA59xXReC/hbo3hKZ71Yft+tzcz6hcfPKx/2Sfuj/Oan8ceN7LwnpV1cOyF41xx/Ex6KP8AaJ/r6Vdow1lqZpynpHQq6t4j0fwTpjRosVvHEPljQdSen1Y4+teKWWmX/wAZvHcCXuY9OgyZQCT5UOeTn+8en/6q4iDxFf8AjexGt6s264u9WltooUHCKoG0Ad+WPPU19YfDTwcvg/w7HHOF/tK6Aku2x0OPlUH0XOPqTT1vcSSSsdNP9k8P6Mwt41gtLG3OxF4VEReAPwFfE88Jvb8XttIEumn+0Fj2Ytuzn619d/Ei/wDsHgzUzuXMsfkg/wC+Qp/QmvlC2J87mOPAIXI6+lEZWY7XVz6l0ZofEnhu1nlXz47qBSykZU7l5B/Ovn/4l+DZ/CV5c6rpzvZXlpH9otLqJiHXZ823I69+vrXqnwR1ea58MrYb1R7ORoxu5Yr1H6Nj8K6jx/4STxZ4evdOupQrzwuiusfKkqRn9au7IcUjzj4L/tCWPxAs4NG8YPFbavIPLjdwBFfdsYPAY+nQ9vStLx/+znpuuxzX/giVNE1jl1iBKwSv15x93n0zXz6Ph9b6NP8AYb8PBNarhXjbDhwMhlPv1r23wH8dZdBSPTfHKM1mpSO31Eg4KngFz+We49x0d/5QfmeVTfFD4j/BS/h0vxnBJLGc7Fu2LiRR3jlHOPxP0r1XQ/ij8PfiFGg1uKCy1CRBmSfCjnt5o/8AZsV7PrNhovjrSfs2rafaarp8y7lMgDjnoynqD6EV86+Of2Z0sIJrnwPK0kZmMhgkb97Gv91W43D2/nT36ErTW53158MXib7b4N12ezdlGxXk8yNh1+V1II6+9LZav490/Ul07XI5LvRpYmje44cJgE8nqO3Jr57sda8X+B3eDSL6VcXJjktJWwAwGTw3y8/gfevXPAvxwk8RO/h/W7IJqU8Mm2VW6FVLdD2wD0z9aaV9httNJngPx8lWTxUrSBhL/Z9uoB6D73P0IrhfB5y0ufUV3Px4lE/isjAYx2cCbh2xu4riPB4C+af9quN/AfVUE+aPoI1uYbC8jf732picHpk//Xrs24SNeMhBXK7lGr6nZywecJiJFDMVAyvJrqgwVEGMbVAx3HFKpc0w8k7x7FaUHI4yahkYMDjt2qzJ8xz0X+VVpVyWOQcDmsjssRBA2CWAx1FOyCM9jUhAWMDP+NNIwOnagL2Q+JP3ZbGKnRjj6DNQLIQgXt/WrB4T/PNKRURw+bjB4qaMbQuTjnrUJbCjBxkfnUsZzjnIqUXIt2dxJbS+bbtslVWww6jIx+HWpIpoLRNlwm5j8wxzx+dbugWdsuk3uqzeX8h8kFsEIxxjK99wz9MVj67HZR6gy2conhA+Vo0KjucYbkGt+S0bnIqqlNxseMXIAnAU8Yq51lwvpVO8zuRh19fSrdnIzqGcAuPlJz1rZ7HjwetiWNNg3HoT096ng3ljx26elRK5kbacD6VYjYLtZeTtqHsax1dh8ceGB61sWPykYGSayYs7Rjnmte0+Ug9ffFZM7YbGtGpKdcValQy6VerH99onH/jtQ22MDd19q1dOCssisMg9QenSoehaV0Q+JCx0KYNjPk5P5V4Zaf6wg9M17r4oYnR7nIx+7x+leEWxw571rhvhZnjf4kT9CPhj4VsvEvw+8JNf5kjtrRW2K2N/AGD7CvYLPT4rOFIrSNYYVGFVQABXnXwCKf8ACudCBHK2Sk57D3ql8VfjDZeF7R7e2YzXEgIjjjYb5m9B/dX1atoTUaaPmq1NzrysdF43+IVr4ds5T52CCVygyzt/dX39+1fLXibXNQ8V+IftN7K32SNNsFuHysZJ+Y+56c1Zv9R1TxPaafd377p380tsBEcfzDCgen6mpvCvha813XbXSbQfPK26R16Rp1Zvw/niicb0+bqxU5clZx6I9S+Bngy3ureLUri2C2lhdySWy7eJJiBl/wDgP8/pXv64JyTzWTo+mW+i6fa6fYxlLeBNiDHp1J9z1+prUDEDO0+tVFWREpc0ro8t+Ouqm20Kwsomw11c7iD/AHUH+JFfPlqxeSUcqC2c+1erfHnUS+tWFrDy1tD0x/E2Tj8gK+drfUfE0l3iOzBjJzKCVHGOxzUxi5XaKk1BJM9r+EOtSWPi3ULMsFE0McoU9ypIP6MPyr6IV2clpCuOxI4Ar5J8E3otPHWlzsSQziJvowx/MivrrmW3B+Zty4O0Yxnkc1SkuVCnBqR5B8WfCL3sEmo6MolvUjb5F6sMYI4+uf8A9deYxRi6t1sbu3W7heLy51kViF49j19+1fUTWU0qMnRWGDxyfUfjXkXibwhc6Jem6s7KP7PISQT8gDehwM81tG1zlqKVvI8p8F/FTUPhP4mfQdUea/8ADvmDy94IkhDAEFMn36Hg+1fX/h/WNM8U6XDf6TdR3dtKMqyt+hHY+oPNfCXxbspjfedcRJHcuqs6ocgEYA5/CtT4TePNc8BzLPau1zp7kG5g6/L3OO+PUcj3HFKUk3Y3jSaipH2P4u+GuheL4gNUth9oQ/up04dD7+o9jXj5+E+p+CPERv4xb3ulLFN/pEUQV4yY2A3A8r1xkcGvZPB3jzS/Gditxpk4MmPmiLAsp/qPerXjOTZ4W1Z9vS3aslNxL9mpNM+AfjLM6eKZSBlXtYgx9TgmuW8IjaJc/wB6uh+MUn/FTOqggCBMg9sbhXNeFSymVRzzWL+A+loP3l6HYx6GmpubqGZYHt0PnN/EydQf5j8RTph8y7TnKioY52jEiqzJlCp2n1xUs4w5PQAAVMpc0Ua0qXs5zfch8wEc96YVAywzjP506QAgEHIqGTds44qUjbmIbiZmyzAAY7dKbFNtyW5GMfSqV7Oei9RxTVlLRYbg1VgubMLBjyQeOKnJ+Xnp05rMtJApX5uox+Nab/c/nWckaweg8OGOF5UDjNSoDsU5wKhhwrZ4GeKsxISmB0zUmjZct7lRpl1A4bc8yOuOgwCD/MVTaTcdzfOx6kjmr1zcJd3ErojEspLDgADsOOwxWbIFDHNbybSSRzU0m2zzO5j/AHR4+7+lOs8iKUjpuGB+FWZoTyWOGPUHnNLDxCoIxjPatb3ieNFPmI48h1Ld81bQqVAXvVc5cKDwatwrvK84NQ9jWC1LMCkYBxj0Hata344rPQ7BnvnpWjZ5DZcY9KxOxOxqQfIi+p61paexVX9+5rNGSB/Kr1lnD/TA+tQ9EaRepJ4mkDaNcqFwPLxXg0JwT+te4+IHLaZcg/3Ofyrw2Lq46HmtsN8LMcc/fifaml+OLjwb8BvDktsrNcXsXlLxhTxkbj6cV4Mb291nVJNQ1OY3FxIfmZvbt7D2r1LXzv8AgD4DUclZCMD02PXlVkShA4HeoWx51le56t4flgTw7EX8wyGR1HljnGQev41798NvCdpolib+RSt/fIpkLj5o06hf6n/61eYfBLwuuvWou7xf9FsrlsjbkSPgEDnsOp/Cvo2KFiACoGeld0dYJHi1bqrJkm9ET5yAvckU0zxFc+coxyST0pNn8ROPYk1z/iHU/stjNPGGiVR87HHIHJ6+1DSEm+p8+fEHVBq3jbU2LiRY9SECnPG1UC/zBqpcxWVix2nyyVywEZOeO1cRqGoSzSC5ijllZrwzMRyRnnJqSaPU/EiTiyguO2ZF+XA75JwKVBNpl4vlUkuw7SJXeX7VHwY5Mr68c19s6TqUOr6Hp1/AQYrq3SQY9xyPzr4ns9M/sO3+zTO/mkFiJDy2e49q+lPgLeWereBVjmjEt1Y3UkDFmJO3O5OCcDhsVhye80dU5+4p2PSHk2EYygPvUd3Ha39lLbX4VoZRhgzY/H61daGDd8sKc/dyOlOKwx/8s4zkYPGav2fmc3ttNj4u+Mmg3Wma/PZ3TpOBETBKp4kTJ2n6joR6isPwdAr3qRea0B2NtKNgnjpX198S/A1v4/8ADb2YWOLVbUGWxlIx83dCf7rYx+Rr5I8MWM6eJjp9wjW11EzxyIy/MrAHK49aNedM6IzjKg15Emo3mqfCu/s9f8NyXItBcbbhHGEywOcce3TpX0NafGLR/iL8OdUOnSJDqccMazwscHJZeVHceo/pzXi3jHTpoNAkF4m218xMRuR94nB4zXmvhDSZ9G8Z2j2Ushsplfeg7YXO0+o4rSrZ37iw9OTpqp0uVfi4SdZLbgC0EZIxyeWrl/C/35D710XxcBOvREcAWyAj33NXOeFPvSnsawf8M92g7yidaoyzYqxckbjggHg81FEpHPcnn2p90d0yqcDPr2rFHe+pTvWKquRjjoKg+0tsUAg4Gc1PcRo1wsMkixKIyQW5GcEgfiePxqiikxN65IrWxluVCpYbnzkt+fNTCIbvm/CkjhZmOeVU8VZaMknt+FDEnoRqCiIw5ANa8D74wSOorKRGMXX5N3Az3+lXIZigUcY781DRrF2ZsWMULyr5xxF3/wA/pW8mkrBrKSRQuNMWYvmRCyiMdQfU9uvPFc9p86wybmRJAUYbW6cjg/gefwrsfC9xLqjS6YrG4tmQMDJx5JyMsB3PJH5GqhFMivV5IuS2Mmz0a61CKe4sImkj8wqnbK+3+FZjwlGKjtwQcZB717ppljb2EW2OIRxqCoVeBx/M5rjdR8IxTXksqxS4kbcApAAzzXROg7Kx5eGzCKlL2mi6HzxcgLkj5yTnNM3jYNwxgZxWj9jkuVk2KN6rlQvf3rPljKjBB4rHoUtZMhEgZgQOgq5FwMDtVKIbPmPuPxrShXjLDHH60SLgupI0m14yAducGti2yNprCueiY9cAVs2hJYD1rFm0XubattyB1q9p5ID55Hr6VnheFI6Z5q/Zybm2EYCg49amRrB7FDWJhcaXPLHko8ZxmvFYc5avZZkP9gP1yFcf+PGvGo+Hbrkk9K3w+zMsZ8UT6u1uZP8AhQXgYABfnAHvhHyf1rzPwno174o1+10rS13XFxJtBPRF6sx9gOa7zWWEvwF8GqD9yRdxJ77HP9RXrPwA+G3/AAjej/27qMe3U9SjBRWHzQwdQPYtwT7YopRve549apyLQ9S8MaHb+F9EtNN06MrFboATwGkb+Jj7k5NdB52OmfzpscRRMuCyjv3pzTQoRgEexrrPK1vqxWlJGNuAPeuJ+KF99l8I3zNE8QaIqJMcFn+XHX3rp7/VFgj3IOnWvJ/iN4gudT0S5hlYtb5B29BkHrj8aznorm9Jc01E81+FFpHfz3skigrF5ZyfQ5rc8X3NppxWEzzRNuLDy1zt46fWue+Brrc3GpRyLvKRowBOMnnmus8ceGPt1g8tnv8AtKnKDdnce4Oa0ov3UZ4pfvWeRavqbJcE6jdGWST5UeRdpCnJA9u9esfsv675ev8AiXR3fdHPHHcxHPBZRg/oR+VeN6v4Jgv7sT3hukO/LorEqCfTrgV1XwjvU8I/E2BWDQwJcR2zhxghWXbz+eaiUeVtnRSl7Wm49j7Pc4G4rkg5FNMqk8kkGp50ZZSFWqnlMNy8rg547UkzlaH+ZggrnK9PevJ/ip4IktdXt/HPhi2DXcSlNQhCbvMUjaJcDqR0P4Hsa9YVmYB8bcdcmponCsySBWR8g55BzTfcE2tj5d8eXc2q/DyWXU7RLS7F1FhQOdobIJ9OnSvLvDT7tatlchd24Z9sHNex/tB2M3h21W2SCR7C9mWSC4GNqkZJjPfIzx7V4j4cZG1m23HBycEdsjms6j1PcwS/2R+pifF24T+3gkQKI1pFkN3Izk/nmuZ8KgASeue9b/xVCHXArHc4tl2N2I3NWD4WJxJtHOc/U1EvgO/DfEvQ6mG4QzeWpG/AOO+KsTAvcY28Y61zszlfE9oo+UMgBHtzW+c+YxHGDWdrWOzmvczL9gbll6jgCpIUG045ycnmkuELOM8Zqzp1q11cxQqAWY7VB7knA/nWqVzBuyuekx/DW01Dwdp15oDNNqFwyvIZGwuMEMg9MEV5tqFjPp93Ja3cTQTxHDo45X617p8PdNv9Asbi01UFVFyDEA2RjHJHsa474x2Nva32m3MO9pZY2jkZjkttIwSe55I/AV01Ka5eZHm4avL2rpt3Xc8wAPmbR+FDgoDg5INT20rQXCzR7SyEEZ5FRzj5WY45PGO1cbPWTJreYsQpPT9a7X4eXbR+JLOLzdscxZMYzyRgVw1hlZlYAHHOO1bVlLLZypcQnaySBxt7EGiL5ZJhVh7SnKHkfQ9y6pB8vLJyQ3QnvVBg0hEkbKFcZ5XNS280mqafbXtsxuklTcduBg9/17VHNG8LKsUzwKVB2jmvVPi9YvXc+fdX08aLG9ujF5hjeGGCPb+Vcld5ySOvU8V7DeeH49QiKXQLXDNveUnLFvqa5+4+HEjbzFdrjHykpx+leMppo+qUOU8yEJ2ryDk5xWhHgrgdutdM3w+1WOQEeSygdd55oi8Daor/ADmBV65L/wD1qt6gnFHL3SlYkfsGrYsAAUPb1roD8Or+5sWkluIoYyRtJUnNacPw21GKFX3jOB8pUgkeuKOV9iXVgm3cw1dVUE/MB+FW9PYBsjoBitmLwJqEiIiyopzjDA5robD4bCNcy38gbHP7nAz7c0OlUlsiY4zDw+KR57IM6JLkY/1g/wDHmrxRRidx6Ma+sZfhZItm1u17hW3MT5Z6Ek8fnXBD9nkNNIDrUscpXega1GG9c/NxW1GnOF+ZGVfF0avK4vY9g+FHhG28a/DzwZZ6hhrSzn+1SoR/rQoOF+hJGfYGvpaC3WMKMAAegr5m0N9Q8IWEFjo1zLbQWieWoibGB3+tbsfjHxK4Drq9yVxxl61hScUeNVk6k7pH0IrRZ+YADvg1DNbxluuB714C/i/xDg41K4Zj2EmTSHxX4ocBX1S7CY6b+lXysycT2TWLCSSFhBtJOevevDvGDrKt1ZK3zx25ZiDnBLHHH0X9auN4i1yTH2jUrtsDGS/FUvI8+aSaRd0rqA7suSwHQE/jSqU5TjypmmHkqVTna6P8UeZeDtHvNIvfNjuJGiZgTuhaI4H1Pqa9e0IXD3KNJcmRJAS67c4PYZPeqjwBYwccd8VG1ysGJFdlI6Edq0ULKxzy5pO73Oi1HwTp2p3sOoXST+anzLslKr7ZAP8AKvnzxHMLbx/ruZQjJeZV93CkDINeytfTSBQLmXDDj5yKwbnSraWWR5bWF5pCfMdo1Zm9ycc0pU+bqdFCp7CTutz6i0LURr/hrSdUjZT9qtUkLDpuxzz9c0+ZghB3gk9csOlfM1q+ox2iwi6mitYhhIw5CAegH+AqB5p2O2WSYl+m4mpVK3UzaZ9OrNEDtaRfm7hhjNSqiuNi8+mPSvlVoZQ23Llh/tZqzDBeI/m7pYWXoyyMP5GqVJ9zJtLdn0X4t8I2Pjjw3eaHrf7tZRmKYjmGQfdcfQ9vTIr4pHh6/wDCnjGbR9Wi23drNs3ryjDBIYHupGCK9WuHvLlF824uZAOjPIzY9hmqU8LRnlmY444/Sk6F+p1UcW6UHHdM8S+KlqJdYt3RXOLAH5EJyd7ccdOK5vwzazpDJmCUHn+AjtX0DPbyGMycHHJBrKu3252LtwATk8VLw942udtHMORp8p5HJBI3ie0YxOAsPJKHHfvW3Krh3wrflXXSNuJ35JPcHpUZ8p8LtUEcfX61Dw77nUsxtf3d/wCuxzFtpF3qkgS0i8xwpdlyAcDHr9RVa2D2N8rEE+W4bkdwQa6xrfLkySkDvg80zyYtwyzAf3m6fWtVTsYyxd7po9hW+imihmjcSLJtYMCMYxXIfEnTY9T8NzyRyRtcWcgmRQwJYE4YAfjn8K5FmZVAWVCpH3fb6VNDDHcspkVyvcgdK3laSsedTbpyUr7HnccNxuO6GQH/AHDVn+z7uUbYreVx2wtekiPTY2LvDJx3MRIqdJNNnRFilJl24G2Mjp+Fcro26nqLMLvY86s9HvkcFoCn+8QK6W00F1y1w4UsBsVee3eugk06MlcSBmI4Jzn6VE4eArG8fHUHOawlCx6FKuqmzLvg3xKnhueSy1BpRayOcoTgKSOCPxH616UkcNwoeOdnT+Eg9RXlE9lFeIFkTLgHaScEj0zTk8Ta5YRRW6yRska4QyLzj+tdFKqoq0jgxWBdaXPT0fU6ux0VZW3TkAHnGea2JLaCJVSNU4424qW1iaUlTjc3Unj8q37awhtIP9MjLqBkkcH868+nDQ6q9bkdjlbjR4nUTbBGvTcFOMUL4dt2Ebqy5boSCe/p6V00NxBN5kOmaa9zwWZWUuTn/Z6Ae5rdt4xJYIdUiigZBny4wCxHYFs4B69DxXTGK6nlVa0o7I4aOG1iU5RrmbOFULhT6H/9dLNbssUbtG8crHsOcV1y6loujrN/Z1kn2oHh5cyIo9VHc/WucudZvL2UOs8kxDZjd12sAO4A4rXnSOXlnUlsW9H8Oy3BXzrWVHI4kcqqAfiauX1ppWlxR/bdSjYb9hVGHyn3P+RWAZpZAI0mZ0X5i8jlmz+Pao2gkuZC0reccnavXFNVXbYTw65rt6Fa2Nld3TySaviPfg4DOQvJHAznGB7VsXulJ9jlvLbUotRU4ARX2uBjqVNU0t1iDCJDHu4Py4x7j3pmo6ek1sFJZjsweME+poVRLc2lG7vFlHUYfJkWOSBkkIBJMgb9BTY3XcoeMn0K1pC2aVYvNVNyxqpbGCcDGT705YlgdcsM9+KtXMpOD23KXko2NuVPX6Ukm4gbN3v34rRJTOARtySeMHNSGGNFyr/N6KadzNyaKKnClWyxA9aFhdwAFIXPJPpU5iMXIztb73NWIrnbhVxz1zTUhzvZMrx2TFCzLx2+YcVXmsRIdqBSR05rZkd3IL42g8DtTJvmI8uLcfRablZGS5m7I5x4JmlCLA0jDrg5/Hip44XXKyQyEN/ERjFdC14Y9okllR1GMKB0/Ckj1APDiaRiM9B1x9ay9o09Tujh/apWj+JzLwPG+I0OB1yOKd9nuI5GKmRcj14x6CtSWeIzSMnA427nPA9ajcIWcwZVRydzdT7Cp9q7nUsKoxs9zNj0ySRwH3EY+bjbUiMVjVcsXXKnd6/WrTXAaQlR8xPTJxUdwAh2OG+cgkqex7fWrVWxhPB8ytsR+Wwj6OScZwarTW63Kc+aH6EA9auosnEdqju5/hJzinJDdSOgUHcRzuYKAfTmtFVj1OSWCqp6GNNZW5dVDbJBn5WOSQMc/qKqzaRF5bOQCfrxj6VvXllLA8rGSHeFyNozvPcZqOx0m6vg7NJtVWA7DdkdvWq9pFk/Vatrs5A6XFNGRHlZB1weD9KjbQW2BhGwQHAbqPzzXUzafdwPNuG1EBz8gzx61Qjjma3xHllQ4IZeh+tN1IjhQq20/M5uS0islJuI5JlPPTBH5U77HbXUSPbs4QjkFcbTXSLFNOxzA7gEbmXOB+Yp8lskkjI1rL5RAJZUzn9aXNF9ReyrLdHLNptrsUJOHY8YBGf1qu7zWYCM8gjHAY4BP0Pets6XAS0hDI4zlXXkfhVuaK3vLVYriPgH74OKdr7C5nF2kjG/taFbZAIsyDrK/AI+gqS3kurzyy0MSxE8SJ3qRNNtIvM5RstjGKvWCxRxmNZAqLyEJxQtRytHZFe1sZTMzvO2z+7tFTtZmZW3zOwHTnpTppOVMbjOcBVPWoJHk+dVU8+prKaSO7DzlJlKVWtwzYzg4571XaO2vCJZrdXc9SV5qxeO0iAKGO30PJqsIY3GQB+IzXMvdZ7MXzI9DbX4ERDpFrJfSBhy3yRn8TyfwFX7nxBqWoSBDbR2MJQDyQQ8gbuQx/wqSKCOZc7RGRFuygxkgUtlawtHJNInmOq7vmJOTnvWEW7aHn1IRbvPVmRYS3sUsnlXl9E23ZIrMDkDpntitGW01KGSKV50kicclmAwPTHrVq1RXh86QeY23GGOV/Kr0rMYUySR1wfYUOVnYUYtrmWxl28TNKvmIrSkZA2lRj+VWLi3W7nbzXcAYGxVwBUTyFLhx1yQcnqD0pUkYlFU7d2SxHU81cTGafzJm05UnBVlkhOAoY5bPQ0/7EI5swbQ4JO5eM+xpwtVhiadGYOG29sYIzVA3Ekpgl3FGdOQpIHNap9DncdLstB2jmRtqTSqThcDjjj29aU3kr24ivJQ2TxtwcAnoOP84qjbxiRgG7sOe9aJtovNij25UxhjTSYpyjbVFeIYilSUFpF4UoQR9cGlZIoiWMLOB0Zuh9was2/lozRpDGqmXbkA5wM9yafI7FGjJJHlOwOeVw3AHtyaptvQUHGKukZha38sbU2scsNjctVMSDzsSIUA7Bev41oi2jgs43iXa28jP02/40rWkUdlJwWIIwWJJGRk1PLfY1jXcdGrlJ5l5XBR89OuafxEpKqdwAyRzihGZDbOCdzJyf8Avof0rUW2WaydyzKSedp9RS5Gupoq8Law3M+PUIGwhLSFTwduOajN20s2YWPIICsSMfiKivZWQwR8EGFiSepI6GnWl04ltYuCkseSCOmWI4p3bdieSnGnzpDXkKsjF8HPrxinjUljdjOm6XbwSODmorx/3sMRCkGTaSRyeh/rUSje8u87iE3AnscUrJO7NFKco8sdEib7SGcSeWjHOG3DgUw2plUyZVckEKeC30xTvLELSFOyE4IB6GtKxRTBfZUZgCFD6ZHNNWZMpVKaWpn+QxjYIxAXhgRnj/OKl2bFSVz50kbbOG6E8g4qa8hSFMRqAWgV898nrUX2l0uCEATa4GQOoIB5/Oq6WMm23zXGqbqWfbb4yvQhxzwc5P40k1y0rgRAgof7pzuz3JPNXJYo/sU7BFUow27eMZCn+tR2ihJo1AyHgJYHnPNJbBKeqK4jwR5/7sgghCQSSD7V32k3Nvq9mySMqEHYVAA2+/v/APWrm2sII5bYhSfNTe2TnkYxUMVpGod0Lo27Pysf72MfStFocspOb1NBpzJdgXdnbxQBirSCMM7Yz29+Oav202magPstvvhkJ4Qpgbh7iue0yVhZOwPMkSSE9wWDE4PYU5bRPtxjJfyyhfbu/iIzmnzaA0m7HV/2MqPDBLdxQxOT5iIQjMKwoILNdYa0upYVtEbyxkhivcYbr6VU1qVjpkVxIfMmBaMM5JOM8fj71QncrI2AvygMOO+B/jSbuUk4x33NHXdHtrfU3jkj8yNwCCoBGPz5FUr/AMO2D20NyI1jjeT5WU5BHoB68Gsr7ZPLf7HkbYmxgueO/H05rWuWPEGB5SS524yG5HWi4czWxnav4aiW2QwosZf5l3Acr/ermp/B9/5MdxGplDMV2r14rqlvZZ3tw+OSE78DGeKq/wBv3tpY3flOvyNkZXI6kdPwoU0uhdpv3bnKNp88AXzImiYHOJFI5qy0XkRl5opGZQCdoO0exNbsur3d3Zs0sn3ScAAcf5xRlp4MyO37xWDYOM4BpSlzahFyj7rZzly8d3bqI4ljlDZGBz7jNc3dQy+e5iUbWOfm4NdKsEdu6GNB855yM1rRaZb3MaySKdxHY0cie5pDGzhoj//Z |
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Camera manufacturer | iPhone 4S |
Camera model | VSCOcam |
Copyright holder | Attribution-ShareAlike 3.0 Unported |
Exposure time | 1/120 sec (0.0083333333333333) |
F-number | f/2.4 |
ISO speed rating | 80 |
Date and time of data generation | 16:28, 28 September 2013 |
Lens focal length | 4.28 mm |
User comments | {"key":"(null)"} |
Latitude | 28° 37′ 35.54″ N |
Longitude | 77° 12′ 59.23″ E |
Altitude | 215 meters above sea level |
Orientation | Rotated 90° CCW |
Horizontal resolution | 72 dpi |
Vertical resolution | 72 dpi |
Software used | VSCOcam |
Y and C positioning | Centered |
Exposure Program | Normal program |
Exif version | 2.21 |
Date and time of digitizing | 16:28, 28 September 2013 |
Meaning of each component |
|
APEX shutter speed | 6.9069478908189 |
APEX aperture | 2.5260688216893 |
APEX brightness | 4.9747155499368 |
Metering mode | Pattern |
Flash | Flash did not fire |
DateTimeOriginal subseconds | 248 |
DateTimeDigitized subseconds | 248 |
Supported Flashpix version | 1 |
Color space | sRGB |
Sensing method | One-chip color area sensor |
Scene type | A directly photographed image |
Custom image processing | HDR (original saved) |
Exposure mode | Auto exposure |
White balance | Auto white balance |
Focal length in 35 mm film | 47 mm |
Scene capture type | Standard |
GPS time (atomic clock) | 10:58 |
Reference for direction of image | True direction |
Direction of image | 358.3875 |
GPS date | 28 September 2013 |
IIM version | 2 |
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