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pWko5NTA2DwY/vh6mjNKiOBHuyIy4YXHtzTePm4kbVwV71KRUuEO2QyaDyTW3cVHYMG1nU+49Rtwv7e/L6bmvIT6WESES7tZP0vItF8Oq+KM6xGg6v+FuHN48npOH/FqL6srOm6HhBzfBWM2XEpflZLi+u0BxvDqLmXtqVatsQzTsS31JQMeGp0/coG5QzJmf0ndD74/6kfLE6AM25V5ED7hIFyQZGxFHRkoRSYc1NNifR9qnGSkIRuY4Dy79odDraRgwsMaUuTMW6Dvln9NnG1Nn3bForJfIoTdxw2Nu3g57l7by5vKkk3uPTBItyJx9UyWt3qk4dmpIeET9lY+Nl1bmRxTVxIwFJpjTUlko1Rkel2QtuEmi13Y4DAcQVCFLPHdFp+MYReljGiN5qcEPhtbx2c1CaugU+w17aelzah8krr5/RKH+2wivbJJtg0xZsSnYP7p3rskoF9MDJj6U+e//E4VJEnTABK289VZ8yIYwzq6q4gX6HiAM0/aH7OVTGzM+EnKu3Gnkee81bAsZYStCNp/SE/iJFbfeYXGZbbzPmUwkI9vcskrbpHCb42WTcezBN7qfs1D1WaL/rmvINKt7w28y+/Gppfa49Buy5Wzt8WxUc4AIFQ08ALznMMFQCPgUIMw1X7dOQwMb1bsbGGJD1AtYiT9HcPWzJj5TmSWtB8Dyb+LSmIySW6JCLwSgUgWqOVonbZrFwhB95eQzpTmKS8CdT+aXYOHYSeF4ZGdUviM8F/wfbxfekWncxKe6w71Ou5p6olgY6RapxxYh977e11j3McWxMQvMfByRg2mLdzps0iUd4lT6W8Zrh/JqW7MnEmZ1NWYd9nPkjeKH0aZ2Y+btjdTGMhrdc9rNfzYnsP/KqK3HmnlKbjnTMBojXyF2P/kvkDjf9pkH8qDcwGJjSCQ3ktGcuLDsosx2LTcsDjRROikNzB9wn/xbyV/tdHaqh02VXXRxiNv9M+mlFL351WV03s08KNHgvQDVheEbIPa9Ex+Kp2HssUEpX4WK3LQ6WwlpmmlFeYS+/728JRHexzRW7QuGqjnAlQfWcJKcX1EY3uEmt2tQEJ6igxQmDorXk3iu90DlnAh9oPMkPpeUnK2h7/N9Mbrxs3Yaqfpt89z83r9voVTdyfKc+WM1Q7AnkPwy7bmorE4ONqmXkPyl1jcaEYfWRtSpX6MRcat1llHxq89/FeZaxfh/2cUAOs31Wut85qkwbHvN6j6oVZCT2ozYRVB3WUqLlGYhTgjp4L1MrvXIKaTGeNXEy2zfJSVHklA6E3NtY+4IuqOruz/XGF9nDIsfF2X1pzwHM4lxXwXy/yGfPB3IwEpZwi9Afen9c5c0q64qWhbHrVyJCvlLr3hq+6rIs5qEZv0rPPvPPuP/ce3nOfTiQbCE3rm9DVXO94f1+uCOrqEi8xMGkFy8zoOgn+BCe1ObDSCmNg8fL/aFkzxWj3MbSO8ZctFx1EGhvTnQo/hNduUBl+zCFFv0k5G0QOCrj1hBuKIbHHS4Fxxf83qghCYh4TdwhdqYtiSGVt05fuulti33+6p4AiduQK5g0CyLWnoaJFB+YCPxwCJRXNSXTeTtMTSP+FpSkEGmUW7YkzTlkDAe0z35H9ZJzUTLFEOOvPcdvKWxz9RXPz/uEuRGLlmwAOyYDyI3mXW06FLMQ9V2zMKotlA2j7u5MvY+oxNUSxSqRd8/J3ty3FkhKeqZSXzgB/Ciu9dsS/Ka8+DZ8Zhld0JN03ccc4FdpmNvAoETLmjzHUQ5x/K1KB4NC0aF0VZOIBQ+sj1hkrOSwYSPmaGAt6l89cErqKxTS/Mos2hJ5guaaMHuuVxUUbatA3RQZbbT+kNCwFYSOQrKilzKqejpPCvWzTou5PMnVOBO7i/FxWTWy4o2eEEnp+3MoqhTDhJkpqW6xHBS1Cyz3aCb/66FNbkbKqWin6KpZ+Egy87FFMl1AxuTguFuj4Zz5WeMfLegloMRbQaqJ7TzRHOr75tkYSidhFm3aTfNyfySDaD8igBDpmQjPVa1cUMSrUHXC9mb7OeSzxBoU8TwxSMIHZJAmiRUC1h7Foqx11UlsgRYiNm7n4hHWBlYYdH/vjMl24V1V6Ysz1ZJoJ6o57F0StfMC+WMi+Pn1p4PdvCEKJc6c9G08R5LHqkNw4tgo9yqZwNgBqj2G2Hnz03o/DqQQ9+UFPvcJ51w5ecZLIGmiq+lLDZ5cmozLhXaPpOz4ppUlJM8Qgz/6LZbFu7n3cBAwrSi2VlQY3n3kcNe2wttjhQZlrnrorvR4pdWp3VJjqlowt0lLwjcElcXelkynGPMhGAq97OntDAteQ8bhuDnWhv7lwfUxADAePq2QFxH/PWRwf68eso8o1V5nx+1I2PU/Q4WCXulqb4Yk6efWxDNfdq733jrP9gcG158agRdk+k2hDE5jrBHEbS+TkasjDlU9Gn2PaH44QYkrD9/4JD4teq6AwsiE7lSJdt/+UbpipEsNbG2Gd051EhGg3/prueBGx4/aaUjDrq4hnw5EY87HmPW3Amx21ZwQsp1yHUWx1PiEyNVwglF/N0K7c0o+MUnoovG6cjqM9LUqW6jpL4FWUaEkZpK1ULjN84CAFey/aypbpv7Vfz4O/WNNFEpunVMjOkUoAgxgZA9IaIPKBWfDfmgLZYTBPiXckOhk6215U92piajC4Uk8kJ/K/n5+lxsvxtllrFpxZI3ZJCbnQjGv0nYkjsSJHRH9sCRcZ0tbrVCwr69HMwFf60CYBH+DgNuZCVr6LS2/0MRmsTSxIov/aPIn9RkyTzk4wNdQWfCl3kr4di9sT4WJBb3KWzBZMAJszajs4T8OkIbOHpNsBr7ShOeZ9eRmqaaA0uwPMzR8gZtaccPJatFoS24I7qDpstkmzBSFfKmQgDmRmXjNAL+8PNxGsVynwwZicNIvqgIndscG/Pu6mFFJk/1HIEef2AHTvn5F9K4VNAq17d3c3nXOD/aC1WnAA82DgYCtev8N1F7KwoUJvedjkr8CrNVhhOLqkkOBRWooCTzoodYLrVTh8Z74Fb22PYkxgb9KGQDMtg96FF+LTqUhETDSqoS2IUHS+lwnO7+yRpT7hyYUs9AMRKrvRSvxVtKMZXTQ5ijgZivCZOe0zNO15LYZSqUZnTasHa3CfggcDfPSkcYd0KChbeSt+NaZcMi4EEeZTf0b4L54Ya0EUvqYifOF7Yry8JcrRVKOPAoRXrf38QrBla9n4T0UQz+GRGnaJxkTIK1hUtZRZb9yu+mTc+tft6P/EZ/JlYVxKDPsOoh2z0+6U/R2nuMlK1noDwFN50J3beJ3LWJEgUu9jGTnMqaE/q2yM2w96R6/BWDv5eJijpMw3AlS5f/Xx2ffn/vjKCkd2tNetFuWvKU9dHEZj9Rp3FSXypPd73tNRWjVaowIVyv9/OApErFLtMOO+IAPqztQnO4ZoIgfuo5LRAJushzkMBYPM8JOPtPi5RVygVwIUOpwAqvOFlo8bhi2EpNeRiD6MDWjbWBBefRdBGKdZDGIt9yB+C2yo3S9/DlAhjt5axw4EEHBrloUyr1SyKWzjXEXpVpO8SVCGggm27EMJlbDWrO2KZrkP8eR1wa1WBunFInEakHTQKE/o+/uXdB6gKyVqzHbIqv2yz5YzryuEWrWScGTQ+utwF9KPsiGFa7Ussp2hV5DXrIgWs2ep6TPcnvAd2al/gVN2AhxQdWXWsmy09X2vkDe2GJnTpgdddqLSQSrkL2bkQh3w1Pb1+DHqn0KTSQXaW5u2RtMX2Jf+3s4UredTUBc/cLnFRXeSd8Voz8cRULAamcTA44ccbKG9lRuOtwuOnDE/ztlUiWQuFfEQCf9oS7KAWuwAQozSbxK0nIIHmep4b42Eqw7Auz/2USGbhfbS6p5iVBmGoARZYfCwDS1ULuBodX8Os0yolUsCggebnD5rkBh5eidW0MLj8V/a63M2pz54Mtxwv07gAK/4YCcM4BYfR9jVfyD4QKvmMBuhGH2EHbK9Jakg1sY/7U9RSS6NVErOCq8wIN0wjU+8aeQD3t/pEzU3bizfQoLxVwhrVBEVL9Mmr34Oq3yPuqUWxaVOlOBr1HAAyLkgx6gU0EPt9tm+3qxZ1DDbaIIqGvBylzm7GIEAyfFFI2Mxi//6AL+FktUMsdjFchN1xpS/jOINjPhYRgVXh46QVlgvs9r1UxU8YagHFkIBvYg1rUZ+SJIqvD0iMJ6S1F5fixf4Mz7x2puTKmfRUEeSDADv1sNLKTaUaIqWmu+yfvnhfqO+8oZWNPoz7NhXyNKZSOrB+Wp7SJG/dm2TShwjJ8YY4HM/GtTpumZHADIIkziGjwc0hlMFyW9d9ORuDfIHrj6BdXITEptOy44Qy9T3yNHwED7d8hECaX35lUrDGok2XhZxkALJGTOZEbBIK5rWoFXYH+lyLfnbPeN4/AT+LStpv08emgwm0DHleCA10Y9REo5o2FIkHzZYU2RFu9UVS6B/5SCs8bm4v2vWDvny+JUMMnZTO+J+pxl5v8n8KMW4Nf8kjf6loC5SsSx5mMqaVr01Hoqio93oLXJxfdZoMIk7bwKf10u20ur9Fhox/abcaZjG+WUx7bq0zyBTNCpaeqMypgDT249vonNCcoeccpOxh932Lx2heYOI4ed3jAcJljkOtWVO6sTsd8LfMBk9wcsdK+gCCQOnkf4OtnKuS/LX7saecEZ2P+//dyv1fD0rlCxOFcFnF7QbruAzt0RZYE2afcQnA3jd8cDjGpsiqKn8i8rTJhzZglJq3mgu4tINpqMU+Pwfp8JNve8avWZ8X+oMD4Ou0DKLd0LHhknVcD5x8hwLcAORINcDbWfvij72XvSpBG7Bha23w/A6q1NErkJ0GAeXS/OxsMRxJobRMLU4JTSTUOo78vWeBFIKYihy70fquhbQXTC3JRb7ukk19fY/ZSqsyOKnGAHi11E21TboBkOPMIk3mCyFvh7LmFjMDutI8kHoZqvxeNAcXI3iF2BZyVIdFjrrbwr5tz0oQ6GT+0ryZ8xrgIO8h5unYJAYN/Ss6YLmc/lAy38wSEPvU7WsOJ4ArHSNg5t/Mzb2ZgUXCJ23wV5zv5sCKjYaBFTW54rNc6tSln9bPMyGStZTq9arqzh9BeXwH/Xm+ahQhrbUTeHQcHU0/Ick6dSGkv2qhnzybP4slNNmiBtlePLA9/ab+qUFhCSKf1Pp9sOMpVreMxFyyjWPjBtO43e/FNG9DC4PHbeFOdf6E5RtUdYXF7R09kTZgMKBuT2KolNVUlJmLIHC09enLqjdOn0jyQ86KwNO3Kacg3bz/M7zeVygMfNfuOpShXsOrjPBRJlhukYhUpH2xcnce2JeJ1KzqHNQaEyud8IjDMr5ee7u+Puh/DhaBzHS9ZmQk4thTXYf/zwgQsvhxsUeYs1DTkgvG4ske8G3ngbuQwofrZt04wc70aMzKNv1uuXXBLqxW2lH0LcJgdXZ/YlD+hHmvTVQdV45dxj3XuWWuT91qFtZ2sKvgfMlKUxSmQWFv14KSCILQsGpoDkrVccgHd0QeTSkfHqXjHE0FeiprraeCHEo0vj61GHds78qBRZRuQuDEk28xHkOqI6o78wYnJBOIuebJxqBuOopxe8R7slEjZMKcFlEFX3Ivmfi8N8nY9uCaE7oE6sFDhzJvb1zcD1sU5nVeBDHWwDUhQv8V6ASI4i1Ou/vbblhE7ne1OXLV8d97Ui1EF1ZuiMdZPK81znd08iipRmbKadSZFV5TDUMP6AK7vKokaYqX8uxnx4JZllJlSiD/O3h9NN1j9AqzS29Zk1yw1Frk3uHvn6Al1VZgwksKn06/cxMXC4JNyPk25+qiU2DGv2XswY6Ypsb/kds627oeridiIw5u6p+m3M84IcMGXgSAe4kGXWc7rWfbQIutyH0L+q+kVDoSbd2fvdzCBWjcI9CB7I/JnmKlTz8ZyTpxCFulwiw247Zz5SCMBAEhNK44TVDYwrOxb9uMvcnR1/7ih4+vk8swhUG83P0QBqM04bCSXhHQkmFFNvTi6G8W6wriVodVJfbtR2xWQpZL+92gOn6yDu4Vtj9KExBCqYTVFwx20pMqEF2NZiooleuc6u/5FvTrgk4DmyQ8Dj9uvuYgqGeoDzygNDBOq8AhE6UFCHZWYmJkdsU1oo/PhL2ymAsECoiuYDOqyGjJHm32pTte1qsdK4XbgIpufY0EXPLU6j7b9UKIS0k/B0WmuBUTn/7tzHmK4mN5u7JqcJUysAM+YyYRI6U+g++Y2IU2/W9Uaci/uPTNaSsi7JnaBneanotUfctXFZ9K+209BJFK+Lz1gOL3VY+0qgoPh/p1nhw6hWt2TtXnAOOxGdF3roecB4qdX1RVdzj5R6CC4kEachgooFK2ra1D4THLxKpzJmrKpU6X+GN5Ulirv92O3yfMSpOZJHP1Xg6RAd6HkJuqTTIH01YOuPCeywUr5LytLFvkBYrkIT7n0yzUbM8q3UEmv5JqNW1NW52IvcyKkuvkvHM2Vl9VzQVU+DxWCj3E2S/FFIsriOCCp/Qv36Akwpy8syhcOavVmufIGjhCyt8oIzjtD2yE/J4AXQlQ8RQcP8g2Gf7tgNOLx+QDexgQbL0DkQpzCgKdvBN6ipZEazqVogJm//02KZzn0b0LmizZy2pFbiuluwQaza56xIwPbZDIIylG8BvgIqBOqTbWOKJv0wO8GgcJlLlA/WH0IwfP8yy2K1n66x7mMtpCxcuCFWh1A1guSrTA9kYPdtnl41910Fay6v2jRnirDAF/sGi6vpEzw6anuNjPnfu7ZU1aWGwPYSADIxgktNFjvK58UTGkU+5+uIIFxtO4/5WMQwWIFXqMIFlTe2uvcs1XC3cmO1jUnjrgQKDOCW0dLVheXf9cgR1hDPS5DUbjpAArd1Si3k0pYVIrtWw+5w1T1iYX1j0nQiFLeUlDyfETxq8wIE2T6VupaHMErkN+45ISWSfA8IdS5qHNnKK7hIm7Gh8m/Wia8fHoP3u7i5p8dxTK0zJfhEN4s0mMoomvIVqCVoZwfPhFcho63vRUL3a3GRpsin/oNoYQC36aczakE9kNiEV3UzMncP8/Dnmoj5jgfBxN5yw+plPR+q9cw4yfeWZn9/OjavdlIOPjCvostILNu+ZfwhBv+Pa9tslKIbl3QEmozQT1d3I1o8liTTT/qXmzZN5NxvpvQP+45MY7r/igi95U09ma71ew7horH+gLJicVMVd96V+1Spzpdrb2mHQRg9MvyzOeFeCe2b9lCvH8GB1zWJZjHbqmdcLmyr1glsPuQIXbDZKuoqxbiZmLKP4eCtEm62LQcq8gnMzCA9UE10uhcXhqsFP/SiicoPx9pwqzJc2W5qvMZEBPn1+X+wI/vwsmQuR3vLIS8jWN6GUoSGwwUNe5fZUHNEnocMBqetwkgx/IMfHGFICt/WSe84MRjANNbHxbqKRnELcgwn4Gbehy4wEuZ+4G/EJeqcmihS88HliimWoStUDFMBXneX2US4TossIS6yj/CO++QYjbxcMbnjwuuk9syRM5ypBJn6x4NFszISxgC+M3DBUsh5QwP/IYZ+QeH8wQPPWkens7EyyY/H1dyAY5AHlcp4+yYDp/DD2gYZfIHTKpA+Uv13ChIFbzsXk3y61Jc4MxFS46KkjCLjAOmBnG9/++kbm3joK6lRXTQQtUj8gGjkp9G+h3EnrfkpnsUIWmzpOmFVZwo4dytDTYIyj8A0lt+uEzbKF3wXi1r++3NqcLaVChMBpSx8QtqNn1m9106M5WYK9C5FfiEo690iPtvYZhqXgHGFwKt/82nlOn4l/fRealEAT2mYl8pNTZxT0XWHtSVEq2bBOXVaF4G3jeNq/Du7TJrcnYK3ZU9kAN/Dn6ucUv4PGudMPoSB6vPyfJoC6mhEjSqYolLlKf/1PxcpVpyMdjaOOe+REoGMx2zbTkqeeDSFWSHvO/LrYRCXY3D9mBcIEH7K0ZWBz0r8pPIM9wwGhtcsI4Ml9x7VmIgZGizQyBxTDp/ncN0MclBozqZlzg4E1v1sBdMrSDsB2B2Vhu3A9edDpkd9IVYAinJ7os7ammaZOhqKlh1AKfdo+Nnad2veKfOl62mYka32IrgmfLMxhVV9/QN5UtEF+Q1Fcp/3ZzFlDX06CIEcEYoVEsafLkcaqX3qXUS3IWwvV3MUd/J+UI0vCW0kq8lyTKX7yB3y/hP7cXU47QY/V1278etNNiLD8w8j4N4ntTnyp47KCNAjvMvWZQR6EWm67SwvN8FomAvVdbOetkOejllSKxd/Eh1I7NsEFNXZQ1344G6/r5Hk2IWKbsDo4wUdiScQWTdsRGlozF6erWTrigXQOiEM4dxFuOW64eX8sStMngHirkvzdsMBM4iuPDIFX1Q7leru48+HVWJBFFtkrtt2EDj2z1ij52IA2fqpRi4ER3oRzbM4nfUgjxxFcxlrkSZlpyxZ215bW/mAcT4oMxCXkwagV5swexldMtvepSCyr77yrupvGnRfOwHSuvS73wutghXgKXE2Gzx/R1xF9YVDXu1wDW96wuG4fSxBtt+KLE1lbpSY5qlsnc7R3cWYMIOSgTQb9eYRCqWcN7au+dFMy96eb006a1TzoVAZdmpmtIjpktjLp24VdqdQbcrlpkSBLcfQLZ9N8dMtYuAs2ITiDqmy5g2ArsMv1R1jKAX+nQ/px4FV2XCdB9W2np5OMAQUlH6V5Ah+FH3EWwYh4srShDLZNxyIoWx3PsIkoQt/v/ESD88tRsdFbc/cznIbo7krmBtQdZEk8dkUd1Xr0Ny/qUMwdDb5o7gggNC5AI2W6r9RfR9RgglsVDRHrnH8jIDQc+vkn1veItyWRvS4CHTqsEPy9F0PZ69D3mw+75q43azLHzQfF4uzG0ECtpXGc7gOUs1mGpCw5R4h3uN2Ev4tmFf+MN2rvP8SYe3P1RRs/UhoicPZE53iQPF3UTUFFKLkk57n6dD9l9RD4N/7Hy3UO/ihGRM+hI7ta/3KRR+oJUGV1C61c2JTmAqTu/rp4SQ1KG88gOBTM3d2Ux1r94PtbMiHDc2e67HZxQmGIlcV+LPBM45gAy2BpxIYaob/6SJ75QTMDNNCrWwFwOmoKYWFvsoX6VC0ReIPNEeO5m4XRtOXqxuGZS0uZbpdvyx/q+Osy+WRHkPunI27WtFkE1cN/xt178nG4t0i9btTTO9QuEiFZPbW5Dz0VkUubLm8cjtT3VghCS5rXtVWcsa/OZOGN+MOseAeq/8PHfMp29RtoGotouv5G0vw4RMLO4dnNER/+W/9WHgsBHEcQ+idO/tvko3nRCFY3YaaTdT7s6GnIOk6ap2jcESynmHFyZH1r00eJEnMuL95WQsIIoYPkjQH7JvN4y0p2ef1zMB8hrA4jNw3Q5htUEv8TyXbQWE4ytpl3BcnJrnUp4nGrIBHVdRXYStVp+AwMRdXak9xIVa5HjiaI9insv6fqe/kWWb46SrH5jztxyMYiumruqkO9Zrhc6ayffvjnMSqJHZBe2QYQQCjU5mKql8YTctKs4enLgkscgoj6zdc/hM/lV+b5i6QIQywXXCVuTP9xOu/2JrHmY184kZ4FyxGP6nb3mLnTMzGPSWSLbudHTK9LDsIwZ8jjtsD9uz7LDKOQZcjgNp0IAkDMjZ1QgWjH/X0TFeKAOehRePDQFbe4UrbkMcqSMT0YVJDEJA0uCaX3SOISm4O0wWA+KAZla+EfpWoMmUJ8vSWIwtnqSbaD7Mo3lJv1henc74cg1OOBMwTfynk8XWgCVlLbtJ4UVFfyfmsvlNpueYIvgxj/2K+qfGzc9hfL78nkgSzSB9+wRghc9xa2ACb+E89aVJoMsz153T+HtjGwoMNDf2M0spwDfzr8zzZIbKrKNq6ruDaBnTkWu7Aut4cwbiAun7bi8Hw9LMb5vagVzjl2f7PiqU3RRxOU7eLAtQ8zDLjJoyYWW8hqKsOoea5ie6U9Hd7AkQD25Ym+bkL7Ox7x1QFKPQmOoGgcj3q93N02y5t/jI30FSDpbDnqwU6l8FsoK0qPKelcLwDmFesIEEK0rWbpzUfU4J6Avvr1IzmCr3aQ0HhLthDOwCtkUc4Rytc2fVagAc3ZNWwPIPH4vQ+P9GvRgymnmwEuVMngAWKqG8nbAIBF8O0kiaKBS5xj+vPnTNtWyF6iNB7vvp5VUvv+c4UKkFX8/aLPgVcbBaegNgIKbqYx49IwMLrPV2bEovrkXpbcYzkII+1gko+XcnpvJFGizCiAm3z3paQVjMlm5lkpqX6X65m4ioaJtDZDqiayRKKdKyc9lDESqZ4pg9fWZNKMD4bTcJ3bFajBvw1tdu1wX+V5Sasra82OvyqmK5YDP9rHnrqJNdG4T7HLutTGZQQyBJfvTzbK9bDBv0h0cB/GN9bYpOPbnMjnSidQ2hpF2+QXXCUjEDOwKjB7OUu5cygOcQ4qhtu+Eur5S5uiXuYnbsK1KSeitU6W+kBkNNWtv+sx+e5FQ1sDcb/5JSziFTRt2zpCU+futt4jy2zue/e4z+3UGTsMCzperaY7eJXGr6FNdujVpr6hm8KNaAbQq/mO6e1oX0+DAhcPkX8A1pEGrf8JPoe5eBZ8sNqOTXDjvJyOlNrHTlD8N5sXk3MSuwcuGTWCF0eW8RPLeH+eobo0dAJiG5u1PgEdC9za5f0xvkWi9E6GZJWle4BInb3ioHedntSdz2LHh83c0LXgObmTw7HPgY/+OISCsaPFkNLPsgyi+WZ94K83x4l+JHUBtPrv3Ut0SubuoJ+KpX1OKpJUVFH42vCwYFZL1QAinTO8Ws/UnaBqx5LA4JdBIRHcXhPom1QEOXHS3vsJzINq+7ZEOvONrp/q/6vQDhkkh1c88B/md9vhpl2KZnbzl1Wq89X69ijnNlh/+E0ZVBZqcd+jF1Q4/DmNivmdeTsnfRMD0iw96RnHTzOsg0/bo1ONxNxrSY8OEhqjaknxF6j7GfvZxeg85tQ0IFmK/h6uPz1QbI4+F3aNhZSTxaYDjMAllDg7DgAVyGW+CHmzXZmqzOAdVeCVUKZuMrxF/c3XQpjoFovos5VA2BHgKcUjLjpMsckwnQ8W6RcT/KPa7X1fPhJ2E3DHsJI0RWIJyWlVrA9pXuQ7I7hNPzeGN14YGmylOado7fhp9UmwNf/ttLoKr9QylbjBc59Rx3PeSksF/8/24Z7T4py3YT0mBaY/1vrMKiu0oNkJnKCz2PqBDEHRrYmYkblQRjMBvqVZT9xUQPsT9WBp1MZtjCQlOc6ROqA4uDcBHLb6fA3G/Gt+7GWByRnA9aCnXBsZIpXa4RPB+2d/Q0kxymzCeHgmkDgSX26VHnGbDiA1KvorydjVt48zbKfxe6o6S9w5DC2wGJlTecjeHd26I2+Tg4FcdqhASeg8HFbsw/9Xp31Uu9PtTKDPfnEQ3o+lupn8pXPxv89BFls1PjnLvib2VGWzjFQBzhtSKg+mSyQcNdPH9FYk/yYndfcWfSc1si1FF3eV2HsPsDWgyuBwxPGI+A5eRxjveT9X1wInHy9fZwXLwCiCliuLeaHAHQrP7gluQ0g/Mf9ZwnlYDlMpOh5IynPduFkfQwuaB/QSJSm9TXgUqYh4RxL0qCQEdFE4Iyh8w0E0ULS8p4VzwQGfkXSgVDvmU4JG5xYci92LgnOcIxvQKCkhzPHMlMiqstZgnFnLvuOc/jLN3/WjroNEYf5o8TbalcAbsXZitcTK8fnbDDrAdD22mLlsq4rzdX2w+rLSZl2BUno2yWO3nv8zT0dnPtyilV7w+66caKCZTXPSf7OeeFmprPR7JzerFPE7FiAjUOIGemLMXCRUo5XhAlOU+eVFKKxspNzoTPTRbei8DeQRwGW/YKpbWByrWLglXloFPYKwTIngiFIaMOLy8jbQmqHcxmFDDbs6MdRBEigcg4Tf6J1NeSNaMD+zl5bzeNP07a1lnA5HAy/ggF23E5AskEVZUNBh7TikubCOehi6z+QGGO/Kpmd7/uCeOMLGkZkjbeAcG0fmGeOopsfg9QLGNFWXuBhEBrRuExwDCiPHgcpItqajxX3C66euyyg4y6TLlSEd9m8EWTFnMTxYjhtVj0uj3tCER6K7iHlT3bWSV421tx1fS4bdUXpeq/sfIkc3Sr5rCY5qOKSkEFbxxkm3bq/tAyFW/vmmoLEDN6Menyf+8ksrduXpyeQOuyzL9wMQK97O5/regAOH+/7Zb/Jm/2f9OGPbSkMEcMV0L8Y/Phz9LAvLzGfExpxUEeaWhm8WoJ/8+oB56aGkHCMXS0ccXM82PrakRkXSrxWmgTQ9x6Y6MTQMdP8HD6oWfGKQ25fzqSuKm0S4EzP9OCkN4nsFvl1OFJcpeiWq99WOvbq6LqdSEfLU4SM+auLPXMnhIk/eKYni6JgZIHDloHS0t0QCfGLMKikNg7H06CHrFaAOrELAGs+jusuGu9vOJ7k9cDZWUAWDFye0rZ64wBXFgP3V6LxhWumXAMqPqSy7gTbXGXSLtdu31BOW5CcubAYWwmjpjNRH1mkxp7SrKLnZ4qwtsAhlZQs7ZVeyrzKDtIC9anAjy239VTbJZ1KU7q1IwMFZhLBFafiuash8Loj8dQSOYLxlFXDs4ZteEJz5ZBqL7t8HuUdhqSio3hfcIfKtgpyEZC2TLnnvvGF5pZwbhTmmZa/8Z/Z5I7pzC6I8Hjpa4Eomxq5ifz0wPXBoY4r806Hq6eDuUuios8w1CBRQ6XrwF/pud+Kl1Hw9XtM5LaZAS59Fdka0e+XUxmEP8+C5AJwK6JfsW6SJDN3286+6lWDC3SiSHJ4KlL/QNYGOZCum1+8vtiLzwaw3PxeCcvRJoNmqR7ui7sntEVIorV+bJNR16I4UcQN+vNbXu4yFxSX9NiOpMVW8E9ycNGDcyO0CN586zGjeCIbdsp/ll8cq/gQGs5WVz3taDNCjE35WHPO3UZfI9dbjtiGDPhaZZqTau1xUB+Zi5SfftuciFSfZeFJqfSYLbEG2wFqqeWCVgnVjWxQtVV8tO51YlRlfoNXViXB0vQniqrQIGtzVM38N2IrMUidKEbhpeZbf7m1ye+QtHnMZaTmOaKAKZulauP6EPPunJ6XRz0pBOxRn4Bxjva35BKq9JtVrIQDhuj0GbFUC4rwxV2e5cUYq7uKC4tlRh+nf3xFtOjhlg3h6NRw1QYQ7C5U312XDII9lbC1coPEjl4W7xc/SnwLPT/x3mY9haf1mCONweGXoao9IQmPM28fa9wYZ8cyoWO7wjgaNylxl0rySl3w0OOijfY8yq8xZPuQeiedpfZb9u/b8Lf22UEWZwAyyEwJW3dY3ZHq7FsDp73Q/setF3NIKJfa1hZQYPaqaQp4IKbnqk306D85vMK5JpuABSwNeJ4LACIXeq6wR5omfLMbrJOADmAZlGJRwxX8C1i1IZIJNdqiJZkr/iyHLfkcelhfMVkK1RsrUb6RajNYx8Z4v5KIzThEwiYvt4HxUuXInUmCwR5RJVomxOi+P4thwi2G8WcK2AfsmtkIJSdsGFVoM6BM0ytzFnNb/iTWAZ0/NXAgYCeG3zLOt56BYWeQO6WefjZDc4ANh0DY8PTLRJm4M8SFMN3cpa1U+JGI0JX1Iay/vwgTq6MCsxQG5Taekbb9Qm0ZlngHVESbiKEwTWd1yO9wOg2HrruTPvh1Nc7lMjw8G1wEZWjnlGjvLSY40HDnPbk8YX5AsJ/hQ/hT59sx/eaOT4FaXJ1jaWr8LM786blmVwosNPVfffRSrxNraGZ3fLvCGeTi/op7L5jhz9MrXp6gBBI1/nWQtcZqaPoBqhHeFF7ovFaxpxyKn+dqyhPgpJI+BY80Jogn5gVG90bWROHn0mtfnBC6hL/g6FcN6nVsCpCaMq1bjKgAnzSRNY8fh4QbHpN+xKvMNxoMNfD77p9TTWPvqp5PaLsl/IZkz9PAe2pEX81OBYg1M+qdzlC3CDP8rCUvFh2suL43JO3C28i8c3l/hXmGWBrBEedxC2iNFaElK/NyYVjnz7WQ6b4QsRn/CBb7jFgdkfPcXRoUU85oXk6x7ifukxP0edoD5rJVwDXTIBDOD72JAZpu4/6vSeRU4VPTPDdkLmaq7qFYAAeHoZqLIa6y1c/cZjgsYbHA0KVM2nQMsrkLipLMxbNnGY/hpxSC+BgKF8hQ0ZGfuV34V20+4p1PT4CpdUjhUOKuJJvK1cllhjtVqlsqduoE3JTEgqJwgpd2/HfwlX6oExd0suxg75BwuyU5W+b/Q0oBpc8F6reeXIqEhd17D0FijfrY+/ICrKPYDntwq0//fNgKZHUeOHG60Ehh4aJn88lNswxm/CFm8AIMvZvkcbeNQ0SJ752dDTcLgAbW5P3tkSeBdDgmDHTM73No+7hT0hJbLfZhdFrsRzPQcean/J/sOuZEm+rv65TccHFpxt2cNGffNDgJGGqd7M7rGeVHvQFrTrb4Qgvi8ShrzYvRDs4fDibvBGfVHMugATmB43XcEbwfO+InAT6Lteev//6aN70gitVmJvvt9RHZjySmlwqTDV9d7VJbeSoUdI8ByG+KllE9TMMg8ocqjWsTTcO6ELB2xCi+msyd4eYEncuUPCyC5hbSiArGfdMH8Cqrw3MBdOUFZda3BB6awxldYHCTRFZczLabvEjqbrhjd0w3+r5wzE7BylPd13gtY4z6LMPRMww5GEm0BYVTXBT0YE0d9LTRenp2OgpBrvSc6XeyAPxqumOKtuJX7BZaUG85Qzs2NOmDzfN4f9C51q/Ir3qhMfJNk8pMLVWY/YZ2namhmOUiSLRHosD8q4Zq+OoGOWZiTCjIwHlqOP6nke53nurm1za0XCzV+au7EXws+xeKSleZorGtFlmhtRmnfOz7Ds7O2ZMJl0KQowJOXpwd9PyzVkpIOyngxxXYJJG9pBmHnb66cCxUmeQJtBmoAshqPxY/4IyhJ+0WNB3w2c2EPD0vj8yIvKYc2jBhjQ/jKw3UBbGigZyRG4iLUIWhCGrE0gj9IoaX40s3ZB8yOKahQaiYQtcrjuqk7Hqzw/K4+G2GkGbnxex+YwskAEcupiEBZqsnR1fLaPsVVXaClvwjkN/iq0Y3WtTYHWm0GX44C6IHZp+j/IAKDZ8jT2jKH82YffAWU+YZ2pQ/cp76WTxEvZ6Vcjwe3JAWnWAJ2u+Sbi1/k/CHjhOGBjjan/JGrm5t/Z25RCp0BaOHdKISDZkNEINdRRzZP9P/rXbMHW3SiSCmFeeWZdMyv6wHZjnGXtQRuyd1KV1SS17eWQg4Bu82KMTkKC4+HFjqVQZeDuU3pOCucYEvfRY+QXirXJLEw07jPC+3e3aAgMPGhR96gXW9mHDvID3XFMmKguz8ehdCpodn67WDajOK+gQp4+Lceh7hgUz97uQ72rNNChqf2MTdbEbsJDPfwpJKXNcqhurpMEHKN2lYHG481aokx0Tg0ip36SiwPN6QERUreeLNejUhYeYF00oVNaLYBjoh2fNk8gmLy37LsAxpgziI2pkXZas61V2PYTjUTLSpzCSZsIjEqnk8pQz2MlFogtiZ7y+443yBnF/Wt+y+xepyqOfgk4bTPyfjGp4d9k2+6Kbx9k7rqS1ilFF3qjw8WAfNHNXkT7AeR4+XZhMDfkg9+Cc9ntLHrQu9HiVXxtj4YbgMgxbzJO84MYnmzjNhwIgzEYfuc1aCSUUtqPrNfsFb84dBLL9Ihzko+T3P/XQrAPHDf3EYLfHmdfKXCnPwlQtuX8MTkzmlDlOy9cAsAho4EOFm2IDkmragutEb8QM8yeM7Yl9rOJTa1Hbgh63DwJ8Vi/3cL0jmmaG1Cy8K9kCSj5L6naZ1VxDnzWFvpeOiF3zLhxdNz+emCuDQJfokHIWAYhhxiu0eqPgnhpelNZ7BcOlbR5z+c7dX8xlODLUPo9B5B9xx02Q4KeAqTwJzT1FjbxBoicKRvU2AZMNilh4xsVKkqogiwEyupfsXFHlIsGLZxGaxoQ1pgwHBSwh7BUqs1ytFj8IswnQQllqKA0TOj+VYwPyiOessWFsiuvQHFjACaopcyx2uMJHzPS1rNGz3TXXTB7mFyrZ08H3r97SFD8PIThccjpBsG/v1WI1rW+nJcDBkMzDA8kBvPFRui1u8Pf1rgqLnr791Z4EpnOf2Zw0qAxV79cjS5jIqmKUuzNy+6pNf7RR/qM1uibJSLhrVrnPDtZBdJT+NwbD8kze87HBX8bhxbXrN1swzBaKiH7NU/jHllk+QyIfq+HvcTbpnV00QHCwlUgkQfe/g180/45QBEiemV//0RoeO8uEZM6bsODFLxJVCH3etzhU3Z2C9imL/Gd7CkYjgh0iMFZ/ln6QGl0o0yHrJ1VKP/PlqIFQQt1dTOZJZ5r+YJghBi6xDfhpqFrK+YROnJxKOcIrgfLbyfjGscH0Vszjh4en94RlSD4qS+uIuuA0NCbgKDzvy+PU42j3yTZYYy8s/1J4zhKFmxUZ4XjyiNu7LeFoJ9cG1hF6eGacSR/pE0pCIOuqTXwE/DpIJBfsWktXCRAuCSH6xFAoaMTxAMkCUqECn3JQkdoZS7Mx57enr8bjy+puUsxuK2jfSS05S5hbqyuPa0Ay++KHRDGbHc43lnO5/nz5h6DtFvkbcnJI8Rgkkml5QJY/yG8XBpSpUJ+JLgawFKvU6Vu8JrpjUwHJ+0/ZYXHyRNQOmTWvuJTobcLiUYT/BhepeXL5YuuPtqz65q3Yjv0VKYGwojQYlSPWqYEx/cELy60Ez6P1m5XnhRze2raJHAit1ZlzxdbXKnyx876Jvdlrdm1P/XDrNtdwcV6P/yibtw+yPqy+trQxz7hlotnxixUo1xoK+JT2opUaFCaO7ggRRdNtsqh8r/BoYOa/uaV/egdlRUbdFsMFPOrnt3sAdwuOKC/uaaRzl7LRv+YFany15TfzAkL5LCW9nbHQ4k/Y5ZNUIPJzPWzIsrzt8eQokgBjxY8ts+lViQHQjXddPnZP1y47UcodwW0tYTnou8rcu6dD1+bqXrk7g+UubdTCvzFbxN90evD0Qbf2dyBdZ8UEfbpAF6WgwuV8wamQKO4Mx3wxXLY3Ack+M8JUhSNFWq+RUC0TcZGJfeKvdcsFerZBPZQ4BUYS0gAMSpDifVC4bCepHUiaKrh02W81j+eXVi2tpValMhirtpnmFdOkhfoluJYHH4rJAtYFe1lWfyBPOUeHB0GMJY+aWAtmLP/L85cWESS58FXjGPcqc5S3MlcotQ9ht7EH684vIxwq3hJyGK7wP9jE1gMVCWl4HvTw7tTp9bF3tYnEvcoC1okWKWm9mrcJCtS+bqSxpOHQ4VlNohn+kJ3p4tn547Rvpuo9q7IE3jZVeBlOBXfCAriBou+hewnrSzQCZFd6MNpUSW0oKrOTkIVshjDmnMA5943RhAF7E3Ds0XKobPwsOZqEd+o2vpIpvAcv2sqYgyCPsnJ/mDKAUoWPR1zWFEXBT1M9slrxR67hto4F8/D2NjkeJXvsVXQqXVE5YdHPzU2esMDVtFLvKhGRQQto9wK5SKypu38zGTQQMcztS33fdsrITsSLuTH4K7XGaztWnRJJQsIS9yN+rI7OyWyGZPUj6CovN+4HeSJ8CTmi+bto/CJ4aKB3DKpikuXht4UO6dtsqm0Ypj4kWcTVxvXnTUJjNhBKOonZxkFZMxseU+d+q3lRvvb/qPTxrDdQNFANIylAgt8Z90V693QMWNs7xn8FrbMe9QCxKBt4E9f3f2X8mXBKMbmAx5w6Lm04ce66sQN+e5oYTn0arcLc9PgZNOW8sk9sAnS3uszllPJxJEwGt4K2rkcyTyMh2knj1wGfgHuAlQRm5Lt7ViRL82CO4yDfqrI3lRO7tOB38uytG9IlWoDWpMYjRspGxy6Qqs7mhosXBcpS+1BL+U5uMWMYqKAULoClc15d3DORLfZxgUHYsjR7QOv9yRWeoJtMXCm/FrrJBmRNZ+ZTjg4e0BT9CaO1mbP9RrR0meMEiQZVdxxT3JisvoDgFWldYOEC+LDzOmWGPPmNXJ54WiOFl4hCYks8In7EiO06OEZJSnM6wQ1Ha+bAJ6wbyZetyuLJc8XnhOMxtr5APDBhDpHF4Bb38uI4Hyu35lEVpEqJqTeZdlip6328GIoqFSJSbTfojspsIm+3moFTCW2IBzHlzXLTOZcA+R5LfLki9w9E3LMDw+f0abVzSWXw+5RUUofr6ZfsiHanXrxjcPbQ6g4YAJdmvj0Myoe/J9h55AV9ggB3SxHb5CQuzHPsNnUwWwpE2UiffhxzccCGC/onMkWAq6+TxKBmvsnbF6dLnyRacoNubohCf43YAGSytkj7dsVIURlmz3GORIo40V32595K8I9TPGE/jC6xAqjJzDE5WblXcZ064TKyIrIrx62iQYMYF2+HsMig8YrNx/tXuJvw5jMr/CLx4WW6kbE9f1+z2Iyc/wOb341ddjf7MG7WsN14kckh3b8kH1JD3/q6V7yNXYcnTpB4oq4P51QmGa9XoPryp538dLsmXJRZNPckHuRvrt3bgNuldESWb+beeu34Hsw9vyMXlTZ+J9NtVP6qWmGrmz+zXs3/qsR6G5xERHr0goiGU1cU7YKcJyK6kX/KecmVpCUbC0sPZ3qCGSsuv3GhWxMwoEw6yDdJEzrmaqDW1lot5Qs8jbilVlFJY6W+KtTp5CDAX+RPGYUiaTRmVDyTJLu9gBlk5GM8PQXOp+4JYr2iazj47h7vugGuRmarFDw7A+6EdlI7jX2U5xrRpLZaQurnolHRAIGe7ON1GB/fQJOqr8vELOnaC41NPVAlDh6t6me+6FyXjTR0RxUjvp4sUL0UaSl629nV5ROld3hCO/PJPUMzWZ0vbmirKXQXJtOU63oObivubp4Fn2dLEojjjF4FS11Qewke2Qkjir8D5FnJriNXw2w8GeaxC3Beo06FrV59hprV+MFVlhNBHNnA5RVrocohzv4iDA4ImpxgJe8up7AaHRQuGY1akFZpj31bAwmYJpkAH2ts/7bBd8Y+IoGrX0she/oMuIjjCOgS+o2PLwaEFOkGN7eUpy/Alk27pZZTlmJ1oKTcCuY/tyKSFst+4+LVsTp14KtruxbLr1NJav4Vp0Jn2mj+CizxOSZXJhCeRDGexf8cCuiYHOnFwoyy+oezBA/6bovccyIUq3PMXLL0/Ein2V6ndcOyhBzmRdwCDTGCdWzNY2Mbot8gLuTP9LzExyE5E5Ig3ynamoWA8Op5iLTPGIdSpJsWCtwqALDaVmSfEhCTo7W9mC8zfsKZ2QOm627U5KpHTYSI/b3FRkvaNiXcC0BJlhLHqPVXXpRhNJ/7rjy/yVU+eobxpEPj1PU6h1scYwUEWPKim0JRdiKAXzvD1O9lFA2L8nklikRN1jXBWKcGpfHKPQpCfbRZ+XUvAmkt4+LLKkmhUTEujVrxhLhyYf9pAodJ4pmRbeINslI4IBhUnVSJOa9WOw5fbZDTHuW1mAhEJbhnfgLiX/H1c+e2pnv2uKwyN1HUizqXmQ3mrdL8doR1+LKuD8mjTXDwwbXBHluS7lj+kfqHgvHcsj6zTiF/EkZP4+jsWsReiBWXsFS+L08/AQZpNQRFlZaf1WFLSk83ZH09cB4IX65ePZoaAOMiLnJ+F6D5e88I39yhUMixGY6+l1qsBqEDwjxCEPrjmsKpbW2WWghk94zOgRl/8aKiISdD9daD4oc6N1NHtil+J4dwMuDJijIomNowwHAZl6lVayTbtMVOKvQrrpOyqH86YC/d3TJNW26H+WppakF9XGADzkH1Jc9QfM/KZmOiobjM65NmqZgJjMM0xQk0hv4eRUNoxGi2qNqwJl3OnX0BEv21HPop/EUss7LYZ7IMQJ9Zla7Iy+JtGKPGyih7rIOHs552FdaudFmSg2G6sFjc9fxscplIQGkQ54/8Yh2zBOyGwSfKfTxdMTNq0wGaqIFUFQtp1Pjb4+3VXQXdkaFW4Qm1fla+i52T6p7fDIZaAIIoiBjXTJGmSPKG6XiJIjYFuLagyjn8/EE9qRf3J9oYjZWYBH3MR+mOyXpbDi8gcpHolAQN2deItrD4PbQ0zwhlqt0Xs6enm/vV2+Tvuo1cBIRHfi2I7LtATM6dovIvpCYjnxogO+wq2Y110qj54Z5WUl8YIkC+1tDipoFIkMrs5awcDVjKtVPRNIhVnRs5TpFoz+shkh5aSLfNlq7knc3nwLr6Zac0lR6vOxDG1AzpCTa2fuMuSpNYKtCbpvwPalrOtJ9/OpiljUKnSQiukz2JQ5ULxzuWlOBQqB4xI02e/ckZtN7Dz/36+UgLMPeL2Wr9qoxWFfkJ5greM7aSrBRSOQyliQ+bszPkH70JaISmIilzV2Xmzba76VrBxsVnRldX/8pD98dAFRzLYt4m82NT2eMcwJfSmixP4r3MQVpehk8upmGUGlQoMGgnM5Qlyb8FU97inftETpr14o1+eNoTKrU6mcR579z5fTjfRHLAXDugcO0nb5wj/umqm5V0txj5O9kURJuFIjf2x3/dfSxLwM6C6jCMsHF/vnRVzRe2nZjEusQBjmIDnaQS9LAEvADUumIFoWWgwQJk0i7/mVVMJw/i0CcL8NVDTXyDOz4Mh9UVtPDr+H9Cclqf/nx6qa5g/iNIAV4BAQasvru0LnRdtYWsBqWWE3q7elAqdRj52LCQnTN5QxQ6fJdm4MPLO3L/e7YJ6iWn7Zj+oMSOhYAdc3NcizQSVr/hebWi8BMuSJ3Ksf1xS1RFeORbHrBIgvFmBJpUVv0MTjuPQuYf5SIbkEm+kCTYZJF3JvVVUPjS97oM89hTFd/C0e61/SzpyqRupxd1XoCCjnwu3/b/eZR5qmqc0AGSIRu8wKi4Qzq9LWLXDECcr5kvudCX+1quv3AdgEMdBEiBZkzGmHK7o4LB5NyWq1c61ARo2ulN4tZ71QM7APATeZTwtfUrVb0QBF1l5kCsKM5tCvl+yEYLzmqWtC0vid37eDU9ytGjx1Xq4jgu1t2WR9S3Js5Zp70BJnjvq5qsW4IYLZn96xPaxQpjxtSjV5hNuiqb7TXFrLdKFoCm4iE+pAVcLULQF48U8LaxSEsgZyz8ZJ76SxcIYRYvrwvPI4OgZVEojM7n7vVXqUzfeebWvSLbGERNFZ88BtQ2E3DakuA+paTOrYvOp+WYmmGgVCwrxuta7M1RPo6ucNV//78w4mgtqLI5sbKUQOCvFsifYYlV0ehZb6cvio0bnvhOpkWqOx+9IQtrjgrsZbyFNCYelQJh/e3spqIAihpA1UrpUtwwCczJo7r1wxFOUfL+g/hBYe3knFDQEcOKyLWJghjCFlWDtTlv3DEhGua2RBebQJw0m4RYKBCHlWcuOBla4FNZ/RKEd7Nj5OqndCwluKls8Ac90LGG5DwrWlwSPdW/jIwlAUP8Xq9hdeFMlj40fzODMir/bCRwD3Mma1Fi45okFp4zjVangWTY8nE06Xe1UOB7S7KAOaU7l8yPePpo60WGCymqGTrnccjSlEDBsQt80oliG3bGflz8w1rUwK/r+UG57SA7tUgOTykhSSZY0265jYyFadlG/kJ3ogSIqYu6CSZbgVErALFs6OfKZEEe4W5yLrfnIYSrYo3S7V7syTfUbRHDgBRUujd67t7tc54QYm7xXhlVJQecBjUB1zLQ+FNh/uz7ebDbIRtnEnEZ/W6TAiShoRRkbLnyLtMZfyEAJO6kz3eXV0rt5/Y+wvwA6IDgeWlpWEHWc2Zq94VI3onitHwsvGf69LKrzR/zHQl94u6pFNkyrmdpgfa+azIXDrb7k+mWR3oDv9xjkETMhXJvb+7gp6hE/bWq9Z4Ce1NgoOpBn035PECExRoO31UsTlxd12ipuW0QGP+jkA1Sizr+S1aWr1N+tPB2Ta3DSGYY3D+yYjczkN2lP/EWVGcolSzITyDQrr4IsnbGMontEbU9rMR2YAIRZIMr+2utle6HzvzVmyXMB0xSVG33qM8Sev5pOwtNyOAvZ3GFnnNVA3yAYstBTdHXIPN5VGAXI6WSKAinzCLC3w/A2V1mcYOiLphkSm9mVW6wY2DxxcBFvN5YKkNqLl16p9R+VtEJM6mzbrddbyP8Buiaxt9AvxeqlZPyAhniZpRsiwCfQXMMASzDAVrtC3NjfPx3Ue7XCHcJnEToJxTElNoOu81EnB1J6Xrtk1L18TD+/fQOVG3bUUOHFe+Z38exzcAmeIr3OUiqrs5jaBVdXbjTjrCAK1cog09kxAhbJncUH0h/wB81VSMHWImN1WArVbDxC8ZI2qZ0E/OFUSAWsE/1wvNJr7+j1c9tbw0mz81yyjy91X/grLo0xHdf/RL5Ii71xXksjOPmuwKJ1+AAqXMr7V/doNCNERT7JmnO75ttwXo68ypi/ZwuuFQ5Rhyum16l7eno58SHB5Cv+3/zKuWcnx38DfO/Xj8RfXfp1kCiXPKt4kGcaJd5IIwgOB3CL2rLF852M1JI1Dk9ZU4hOzIeIOzfxjkU26GM/ZAbm5bnc+ZFXGc7QMmbQuuMmRb9oqFR8Rj8YSqY77lj1AiEK7lWhRNVFNS594WDlJhfsw8up/QXFhG6A82ItTu/L4xuYNWyL2uOtdVz4Oc1UARCbHfSyEwio3IIqnO9pdv0pTodRtKuHZg/g7GIuQIw1d8b6rmgkn7uXv0k+VRGR9nP5XOIrAGCgBm4YwVl7zrN1efuT2Up3VIIswp8/Jk8vN+SIltFQG2WDj5R7Hvq7w01VSaPDod5UJrX4sZF3+ee28MLwBlwpzfEtIMc5oM5lcLFMY7OWGDKXRfYrWcgponmjY9Ibsa3a/AB3h8/Okq2MAS19AQNSiOLiG8GYj0UKun7Se8g3ZxsHUwYOT2kJCN7tnOOPI69Lrlw11SboO4v9BssQ6408l9t2JjY7BSTOXJgzArV0tt7aaD/q767aHMfV1Otqm3NJMyCUnXxyn61XsRxHcS+F+fKGuRMBOMyXbq6BWLzhIPwV8BD2NtwGC8Aw2k7JJvKVU+ZE5ttMtkXe5EiAS0nwQ9kV4QnQuhVYPrltmVP5980p2lOG1VnOE62a3e9lmRUCS9hfzm/L0zW5KW/JFo8kLfyMzmY9DvbkfzDVe/62ddAcYE0WjB7gcl3ipd2Uo2zEUG8EOn8Uj9h9PjHhEMYBVdVGOwfNbSrEDBSLWgMGyDWZCaz3w0E3jEwgqbiCCaYsw3qqpXtmKjrKfwbFusmfYgD459iKsly+86rwuMAn8ZEZupo3IImbMlPW1ZP2/vluw/2gSjD2Xeh6T13l15CEPP/ObpeC7KZxLhVBT2T+3fknC9ZewLt+AfcZNEBh0dZ4M2SXdpj3GifnT7gGPT89kFzLyBinpHsxtLpU9Av4AMWpCYNh3hTgIOFKrPOAaVGboT9CkYt21SHZRpV1SBGLITUeWt7xZEE2t1z+T1W4V/UI62SfaL3tvDi8fWiPAOn15iMiyJ+JYGxzeEdi2KdUjpmcvIGfP8jvya7WUCm8/REuiBjkGqtoslDlI2JNHyQoD2/5ic1x7XXU44BK8c2PT/lAeJgSnFF7z3g8NUMdPU2reQmtZeZ2HXqTNzuz5sDWkwjhlSX2pJ2V9Qkja5aKZDmPhGWlVmVqVkMznqrnVt00A0/BsQexB61Nyh+6ITkROkOBR0b5N0jqYaUrDEBczxEWRfzWFKtyzdlNa4wyYPcUn8ye4uRhNmEuax1j6oHXuVAMBkT2kvsfmhpf27fwT1c5EDVilAb8WhTRBMLtXVkC3wmjPbYWTtLpg9rR2boUlPI6as5j9FqgLKYsw3fI0gcFJ3Rg4IO8rvK+O10HsL64DORKowxr4kr2DoUEoN20sfA2mjJ9JReT3Sx0XrRJvzV9/DTZN4/or0OUF9VNEwLT3kFkr62q8YiKCrXV1V6KbTmJunx+SdD6Jl3ZnRZPI3XuD2hdXVgc0jGnqc/YmI2s1cB7BF9i4ZnNBcJkaezZiSEoXvMB/Vw231MVqipkEZObh+mcXyrNpW3irswMS6+jUR3FwIDBbLYbTbdjg6NnTvOa9/Ot20iipwDq4IJIm6fDFOO8WQSvje/G8IR1GcKVreWdowYJ1kKCX3vlOq86FLSyjZVMaU917V1K/xMb8wAvx2mQGAsDzq62ihQfPMWpr2+o4sDFI5FnXJesJSVp4CQbeasXgKQ22jrmPcyvqdh0AUidof130xWJ5PXcd/PqNsc1OYaD79JmTWjSj9tE0x4da7tNNDW8ub8Cf4D7Lwt9G07RPdC2U1S2freCssWjXG5etnICYBWp8Q00o0mDhhHgK2jjn/yGp5e80TQxAcfEpa2SKj8C5NontLUGJ29h8VJcyhkHGEY16wD21TEmTvwkKQ8RLT69IWmtakLHVMkGBrBmrojxjb7HCDkLe6CKm2+9DmjCHFLdXU19F6BgYNnNwjbJjUjygqu8JCKehlWEIRFoj9SXauQoPjMy2uHSxe3mOfba1tkNsjGq16+fLz//OXNYWFjSwW0665ZYgEigDcMf7JzmKd2VGzHDc9/Y/PQ2GWrizQeW65fNh1YIa8ILtyWGLTu3GoCVgQ4/jfFHp96sm9We3iJxgGi3vmilqbCHWNkm0Ee8X7J8+VgyRfERHJB/+IPHyUEr42ES9A9R5zw9ZnIqRPeKEglap/aeAEsucE+poSvni70oZs4D02JJFNqwRywjyNupUqnkJS2RM4IrWQavuPcf68ylv/PShZY4KyVmH1TBcIu0wOwP3NFDcNurSRqX0MJoX9XQYp6+FzT5AHXxe66FEeUmyqsv6sg3jgArPuRsCHdjY/4TjR3QHZcZUUgVu3DxTgFhmByGyGc+eJOAqvTKCq0J9IfcsbBUAMUiZr7trOI8S/1QbA7qHm6TCim6IW6t4HaqlnY2sPqMU6bqERdDX1Gz/582HWblp3AX2zmM2Nl0Co7GeX6Svs6LB+CA6mb4Z0UbbVD0cr0MH/4KjrZlTGJHL7nvVf7jhbcemtuDqcYm+AGk6IROa2Fjn1Ye1N+LckSh4H1v0c7RkpEnZGR7fal8rE/BLXVXwecHs2AvuVQEn/vLIbt6jViLROr2oJkP8EN6tfAyzzlMl74TRDbGX4Zu7IrmKUMLr3W6RtX3s7TIXQSlaTK2g7Yjvh+QZEX0fWQcjlZkzPyhcJSRwCz+bIJ2z99a0mGJQCDxipgg6vr5buMgRRXma2ecvVnNaoOCqo/xe5X6nQSRiW0xywk62DzQefTHzmVbcKVMQ4foNLUPusHdDg0iuaUzX6YZA/jm/FybiiTkivnY2CVAXKkYN48D2nNhvm22SLsvYVWrGyIJzr+DRfAjhGnwKPFfZ/yhFJnZQAEZIgG18syJprgjgHYuifaQsf+LWIkPWWIy7WNwRGQPLO6aGGULEwGL2M9pJmwSzZPCsbGJgIS5v9GuJ81vRyfoHM2F3yLOmrk4+Ny73N58HxOtlcVotWU1l8hxP3JCy3nkeqWBLowiwRNXRxjucGcfSpFQ3qoO/hF6am+F5SrWAbnUAuaMuZ9eARroUhPVp7FMNh3Mnd9P2NS2vPCTOpMebE4SIUO1TCYAH2rHsLRX0xHhG5x/RVpFkNkJR2947afQUp7q9nWn3Z7JRwA6HnJSGSCsmSn/gzd/fFLeS/hnoXP1gZLnd0TxjfMa0MGsNLZ+l2Xh3DuDgbWT8ysAH1ssQnfMO5dSda2+f6ven+TDPGl+o/ALpDm4/FGeEznkjxvEvnMkC4QdzPLMJAsL1YPxRCfrNMunon/E1pPQJpUuij1nsbdF+2CIKyNqTD8NoW389v66jed3K4ReDasJn0/2v1p+YOO8P1NR8ygnoaDuKcbrcJR38TS+/k3uk9FvrfiC1/4gCZdlwbu+m0Amu59+yP9SSTCY8TQknzOlmrcVpMp//x2MiqzvtKKhFk0Mmn/nRnmFABb0WjvcXJudtuXbGgnwymTqbGCMi2X0KcQK9yVSmwX48buTFejh2bc7VEBqC+8fBd3Ha2plOmDxjlXCO4mFmwef4LYh89iTdoNEKj8okjyzldHefvbVaWmq8dSZ8uYhp0Tk8kW82QvDRLVXvYB75ynwsBoaJHG8A1SnytfKRaoMDld2cY5dehVg5/IdWWQpIJ0vaPAWjRJ2z43iN19c+1Er2yMBsepxY2uYGYsXOy+lQLAiX/D79msLO1LvP3exm+cMLLsAqhgQCgJngYXhzvaCU02jmgRd+9DHf7zP7rS+OWOhxXLQcn56sJWPtx3ekXt0I52nXxhSCZGOvc1Tramrdtp9UL/sts9dVhRmqTevJP86LUj4MnxmmHDAENm02smVXfk72IE76NUNZHvAshlouITTXUJTbdXxt393yUxcPR1koPFSFkYctx0KiKUXcPn7Jwk7iUweTRft483nk0nsmg6F3IJbevHbCVD5q0+EsbvehrS6nALwYx9Tan7U1V1hTxt64ofgZAYVOWxPyeoNpBmse3qfR1cQEV8nnOGaOMSFqtxmbYAXvdBFqIc3+mS27FHs/Gor/loEElKSwMqBCWWUauEkjvkyAM66CzMg65Gn+hjjUrbTXK/q9y5c/COFob8sIq7VqlVn3bWb6ggtPXY/nLZxps0fk60pdHE8KBx1h1JvwrzW+sT1azSUJybZF2Lv41K4bPwZlPJ1N5YAlchv6fVgzsHn3VYzXMTVH1lFOKyj0tfYmnZepiif73QY7xb7W3bsqRvSk7z/ihQm3ARTWRu0euFaCXkeK0ZF9ggPh5CN5pUzjPoxnUQ02eE45H7fTah7AAB0g7DENLVzt5rtUdTUH/kZfLSUIChWJgorNbytqKj/+NBYJu18ALc9PEOc9bdNii8AppPUpmsl0Sxlo178vQQE8V9nwCRavDxuhjq2/4HAtIBQe41Fd3EnfjUpcHWwTyd9b6Qj+NGajTUr4KSu8nNulvZqKvXInFaT4J8mrwg0WEUk/+DIx92Al5lxMgyF/W/fMYIYChw9EWkJrYxmrJEkRCQSvYWnYCoPmnpAXITLi44/xqkoROhggw3fED72VljTJW0n57Na5uJYS+8ebWDid5qGRKixmvzAhIMBW0ep3TPhMBBzMy5J+xTi8l3LidSE95wABpuxxKHUnC5WQSlJCZ5onjfuNMG/ldabIb3pu+KSMi1BSn77ychqtqrhpM5RQCfVKCYOTjNcoH+nXHeIArf/UGjAiKmrsiPdanVPpnwcThqxZ6NNZnPqG01hSfwK5H5wkcMteAmgHoNUT+iWDEY/TscAVsn6KL0QG0tjSYiYky1BxNEla+cdzdmnjkWWEriisKgoH5YoTuwiQMMajd19r69Crwp3yhdYHs2KTaFRAHPIBFtNSn5vgn/Gd3zNe2VNw6FXgIHF2SR5jAxYBsY7GoxdSFRhxEX5b6j4NuYiCComYoELVEaH/s3iFZ77vtXhK/Q8yIr27U/COTSXtxxOzBaPbjLA3ZFD2S/OMBkfGbhvmMcpRtYuMJMO+rvcKpCCugUSwaPJtTZ2Z0PYVRnXBtKZ4hx3nQbXR6p9o17N6sZNMx4jXM06jV+PsLzS2LLinmJVCN+3wRavSAsbCISDvbXh4A1xGs4D3aDvSzk0jkGDt6+t7vRbkOeK/Mp347lQAqa5orN1Qj1WDJUuo6xEQ/MSu8gdOAETsHJVtRhBGQKmvtnhdQ5tZMA04FMXm7ceMMzbVDwfFcesmF0DwqQTiMZ9+cUmXbWwgs5OFGMs9bp1feMvG4EAEBQudDHPLhtGmDzpya/wBN2qXq5XdwtrtaW9Y0FQw47be+VDuWQpM5CepVpvouY4Y/bk7fVyUbnlWkKYmz49hBHxs+4zxVNbVBq1tH2QbpZfecDbK6rdT1n1vTevIe/D+V6jv/Z1eIDTQh0VhAZcgA+thUE8i0LVjPHyvm36N0At7DqboPcbBm1z/2d9cbOF72yKAFcHIybgaRergpubJXSbOxQU7zDEX/K66S76Bp91Jdu69+OYcyUCvATSEc5WdUTHftWV+HWDliOyOkMcjfqTNOBkT413jgtfmule6cMeNOLVe5HgWPjBf77Q342ew+d9X461NfMC1bJrNwJ6+NfIt5TvSd8B4WCvEoBtJy1QcUw1a/8897JV/l33jRwVPVjULM6KUNlMDgoVWAsPYXt6lcr1LaJS7EADfaxngysrj2MIfRES21/Sej298o2mkxjylAoSuNTA6C/5ITJwPxrGLcqrQ82WPjfKcL2/KCezoBjqUwMKxhFL5zZub5vln/NxJJHCMeQ1oD0Ral+WFGE+6OeRHRrtHNeJmvWmxUvT56PrJjh0qcEKEa5lJgNNINbIzaJ1YPtG9oy55v6cBKK7kfl8vQIl5ihxA7EJz84XOqaN1FXmqcG7aCcPDNVFvVffhacOUoLyNhvBUb8v3ADfMWpd3olXvTjsEnm23ECAEz1u0hyt5XI4GyATBiGaX1SMgd4Glbra92hvZL4aXxr1ekj8aWJNv9WGaycONQdraPn5SUqPOs/SRAV7ZP/9C/XeGP0U+iFrguGqygQgRPeCb91+tIa4OH4fqOtB9l7w+0dxMO3/GuZGYpqiorz9Nvv3VvFO/O17nUUlrTj947LkQ30ifGzd7/x5WYZBVB84fZl90sunnb3gHPDGsqCO6QcLJHySLJAZE1ZHEi7q1GSmM6nPrxSo2H0/NZMo2jz34tImLXZRXIS93tTF8IIOIbnE10fmvnvvt/4pJIVe7piVfv/prhSA6TNDygV1e+EVA9MuwNimYTF/BDg331MWoaht/pxMcHqjZ+D9hxRnKWI+2WBpYggBRqaG2nK4of1kFQQh0sghSFVrkgNXpdngirPQY1RyA8E30Em7ke2VzGWABLoLMFJT4GUehTjrIGFRRO8LN3ZuzamJfsT/IeMGyZgUPA5HSWIxX/xBsJfUM4SAB4KUNwpNr6CuJPkekBJjbVtki8TMf1uZ1ECI3SUvzr22LnRk9apXWlO2d+w5ReXoPq3UPlewT+l7y37LugrudR68wXqj6jjqOFNehRIYHpNBsW2Nosegm4buiBplHR5eOsoqvqAKO/OBa69b3lZf8qQXvmgoE95B6KbHc6nBDJ80hqZHjed0VTnNgqHdRV2Xd3nzzS3SmLVZG6fD33qUyGhnhin0w2usVDVaBLOzNdbyufPqaP/k/reqKu3oIQE9jw59zUbBSA57H1c5Rw3M5xAvI2YCW51Qa4pOXHtJcstm7DNHQHQlNtEvh4oSSP97PJAh5awXJGOOYFG8QJN9hE6h2y9zvf9xEzuUSblmZwwQqGCuRuW1ADTXxLmQ5wZbEkdmPfAnBIqvC0Ap9XgwVnatysEOX9yhXubGx64vcNslPTrgtRB4MqB7EQqUUXxVJcVN0bu0E69o6LNl8++I8+DYgP+JxwS+fiKO/lysYm52AHnlw06W/dMR37QMffUYn7KN+q6Tt1Zy/QrXlyr1wkHHlPwo0FTwLNt4XCAmDS5UevP3/TJPzt7mW2E4UJ44Q6WDqwVku1wglCzaE/zehEK7Wj62C3b3K2n5DwB44KgPmeR2p2UT/bjPEzHY+N8kpE4ZFR+vcKnvN0Y93DIb8IfvQAf+p0x3R5WjHdetmVF/I89l3ZubLaLzesljti5mHoNYBjKQWuh51GLJ0EPSsFVMY47u1yFb9xhcUPEJQj62ql9cvlxnKdi+x7zqFTUJJYDnSIc/htSB44O0n+R58YX2nMMinkPGL/DIYGJcsWljefsG2JsSmRgz0fHDXiDcQsYEoJm0inL4CSRUK4QEu+7RZ4CW+A0uwhRKPTqnwRC0dJHo+DfHiv2txAi0BZzqUJPG4KeCzcN74OPZVWKiBjGWoznqnD7oLSTrgGYKuQKpeOYbQG2UQo8epHW9yBasLNo+wTnn2XaX+WlfuaEgSkaaBoKlS2YUdA7MpIC40pIbpZ6Fhm01uV8oMBmuhuG7q7raY8rN4RzQ04oWfyDNrGZDrfaQzhPSnX0MS2S2/QaKQxc5r+UCmRNfQMPuQmekZ2heGM2ymaNe7mbilGIDIKNH2DdXc856+NRqZ4ZMhZ0y/aq0Yy+AZ0wK5s/luGAN/D6vPWir0qte4iNHsgjED2CdkWctlnLu/Na1uvJf2jnCrnaP35JNkuw7MLo37kl6Jifp8ME6JXEYSuEwXgQDPn1cB1eWuTY6rfZMi3oghq6VwrC+CcccEpXM6s4aK0b3hhKLUosjE3o/d8OKQi10SoB9OrgVsufsO6j4cndAJiGwIVhEboG5mQGxnCkyV4K7YK+NqCy7QDIC0ed70fMdYxQLQJk2Lrp9A2RPN1i9LQ8KRCwK+G2xrJet3V47aalYyCyEsPm2bt6i7KTn4GuqyICZgq/3dSrZVzHIyswBPwm8G2xaHXczjDHyIK3BmhYlgnbelDI0PKj4lWazdv4hGF4mKxHYeH6zhUrn4Fo8FUtBG1l3X0TiAk/rwCqkb5Jat8NYIpjBIvIz0U/PQ2czwkssbkAW9wEI5R+FK5rRd0CV0GmD/61DiEu+w3OvZRHjyOPl4Q1Pz0jus5df5n71BqTom7DQXRRawSWSr8+xckD77ujb/NFvVcb/zd12Y4+aqUUNvClxlrnSQ7/ixB3zgJCLRYysAbun4gksWbWLmXNfhPemrY/+VlIC8BNhdbwT1bcdTyLEkC9oDyVKOj1lfIwp0xFTPYUJq95unZxofq2Om/7a5ZSjIvDj0ttRb3CFvj/3CnwWi2VtUNdZxBLVDeBRmMxmrcDeq0UhZ1km11GjBPniAjtkazAGPaimCmzuy+kaUhdRGiH/dGMw27/dQQuEz/XqhzSQE5ql9tiqpGd1afZEvnaKKokmILI8vewqlpwT5jhA6r3fcH6JPG5XKEb//9JbmGx8NnvXwwTIOd7usimXnJUPq/ZzB2LqoTIR1RMsPx66MkoGiizrCGfgmsREj6mXJTflPdpbitWxat7eZZc+EbzXU3zDsSAsfP4DeO2OVepf5PZ9pVNTLvYt71UmmAWY8Hh5hy7nZdQBRuUuaYbcihButCTPssQt8ogWAdQAuX650xhNKWLxYrMSKyI1ADEilMGm4ultKsGE99JmyNoJ2LNktY1bh/iWABoTAmgJ8eB5sib6yZ0+ypFIOOgy1/CoJaPm2uMFCIAyeRNi2l677SU+4gluIRb0AA9/EhWmReeCbpbjF+mhECWIoWVsv/swu4o2RHtDon/zONPSQVzfVwDPA2bLJm7xGRHL7TwwouMU5cDmBtD8VSEEjkPTGieO+WzVHJRihKs033VZYcdDBww3/tx4u/4zhIzt/zo84p03OeHVF4ITuazIZYLgQ5Vmibc11DwkIJHgyRjFij8Rm10oJ+Kt4p/uRyGQUGV7TV7QcOSh8bcUyBTfF78iuNX4oJPJRhMCGsFKsDG023mTtoUFq1D0uCzDsQI69l7i+ltxTSrbPpFcMOP2BgRq8FAUv6Rh8VM45sHLVB753E28XCoC7zPmVt09ruZgijShbYzlN7RqVfgDUBLg/vGhfhblZFw33GlmlWpBIO4B52VwNlR8UBYBOUliPycLqjq251vDuIGtOg4bmKTtJM1lQHxLN9xl/gCR6r4rt0pX4DyldYCdcaPff5PJZiDEufRAlj3i/LA9xQHFYuqcnZKy8UU7P4H2cVvb5iCu0oGXWYO6lApAQ9P1BCNCGaOGuHfidQUgf0FJRocyebFgst+rjeL9JGgwYYZFLMbHKUsoLnqCM8s0DySqfaxxjZgQA2evPrECL9rV5XdjoEnhRUlkMsvswaNQ+c520vI0wh4bFhRfEi7qDGVtRLqCVNjz+eiMjB8MN0+6TbUPuKmiU+bAwtzCeHw9wM3x/NS8ARcBmgEICBwAL6otJeCDMTBY8c1W/VYujiSpP7FyPCGQC1wA+VBYtK7EW5SfxRthz/Tfcw3kD5Q5bRwBCqew+Hy3LYxxEqxj7H4hlo3rjl/m8K83sDadcHCxzS7RMj7OprGp/1eZcCbFn8g6Ny7lFzUpCaoma66cEas7NAX1KMrnD3o89Dw3Jr0gthUvVDHBX3YFnER2P52ORwyOIEtXnNJpUjJv8YM2zXhr81NthpiEGmBshTkwaubocvjuHY7Qx+ra/r68Dqxy9KIlSnzSceI8JRtOkXebsRORfwCfkk0Fsl1QcRIcmxUYvAYfn6rS3MFdR07Soescg+DHF6sDmyorE/e25XEJHWvrTI50k5Z/mLQHrYWQijMdXv45rNO4Ramyj6WJI5KMg3WLjuOiu6gAYliag3UR3oeRy80OkO5ObkbS304IBmXZACFHcST/usaJScnv2sLMTwTdGdS6Sc3die8H1Bf1qApd24TIECryXYgl0bmV41uKqEPzlz5lN3Vjnu46Fn4a+5P20LhOzdZm+/Unze7wnOzj48W2itAEld2FOgOjn6kY2hYQb/xSo0oPv/LrgOqctO0qBLQ413Q9az7wlMhvYn02tXq98+Jw2jTk/uT0NLGSb6VwUSkTGGkOYnKfNSDZ3BUAJZEQJQ+o5iMS/hXgbEdDhMxN2jku+CyMyOxNFFQiF8Cr69hYkfXRJLFu2Z9jLlYD47kP1cxj4ai787U/ezWcKZX+BhKaQn6pdf1crpKnuGoZZ0Uuh5J43SqCmZVcAlzBaFBMNveTK0M4jn27/fqiZ2IyiZeRj0nCxj6DAnK847qD9eeCgQ0HR9CbFzCu0iA6VS5PfXChgqtJBMzj3MdMmheNzmFv2aWh0RpdMv6eLFsIPhlDJGSRMSBE20c0X0I6sONZ+d+GGX/FuZS5ksDQ0zBQ6Jchxjb2/e7krJxL4BZ1icvY37QP0F4NAw2rJfYuIB+UzQTxHtKS6sQ1zjBlfr45zez5Mnwr0w58dwSgo3w2XcuC2BMYIGOArVFlnbqcMFhVf+1Vq3PTCcst2jteIymNGr0/2HoMEMUrLeWFByMKOrjsGPmwNbbliL5i++rJnoOUZUoJve/IOnPVQfqUxA1kTo4urzCpWeHwdhDbhlqwwbgYZZcXiIIK/ifjFuIW/4GImowuv02y8jLLgU7YthEA+PWhysPiSXuJTl17eEFrDc0jXMR5FmrIYRVudAM0UMLMWUtsVMkuNKtJeQ/F0rF3S9QCTSWkUgDAKln1mfy2R68WZyIwwshnDvu810nzd4Ys4o3hYNaSW1ReEjFgojHYBbw+GINh+pANHFzsi9ww0uZlJSh/Uj54rI8UxqRvL8NX20Q7PYwlwfXuKrMjx3QgWgfT8vRr5hhrz0b89tT05eT11mZxcnhWurAbIKLUgJGrc6x924Sz0XlyYd6rVO+GS5Y4AHrsD3kGC8p8AYDPhSfDzzbijk/tjEZvC8Nv5RGsRlbAvuPZ6k/alvOpCR1DlF8rTSRdVg43rtTHt8IIuvsfHCekabkDqpuoKxIBs2xMj4FFBLTZXo94Afm6mDZuqOnLlcr2H4q5zhwcERhdAM9PhIP37MSkoQbL4Fpo3R5jnUnwNgfFxN9HZhGzeUaQ4zISzG0ZM7XV2Nu9KG+Ai3Fv+umIMxKGb1qdImjpc5RKZdKLgpYzvANzY6WVLImoDSIvCOHjqtFxkPP0foJ4FUJXEVgZIM8f333BQSx12O0sAdWUhuLUcqZSBhIghTB+1KFggkY+EFfUAfUJSdFM7atGnvNL0PP4dKYsCW8KEROsAueJi/OO0F79cEyBLsMppjNCG706gMzWHsDcBbMXfm1FAr39+Hju2wgXUb+abMY1Y3gzw0qCKmRExIcD96og9eKVbrqqRBar/9OfaUaGs9qtzgBDQZmntG33XjOSBYoGtulZPzA5GJCp/bowzjTJNPz4ww9rVzricNhXU+LalVJyDksuqtNK/EP6/s4Aj2OPBun24p6S5F9iva2OpdzLzQ2613+qCvqc9JRFLIYjIkx94rWocdDpnxDEW9hGTvZPMSBQhi4BuGdxvcwze+PiWqFcuG0MIlrzAeVn/ivSW+YPGh/H/zgfZSoK1JeGWE0boauhRgzjfDRcF9CR6S7joOjbtRvAcIJX0J5s/FKQPKoRsunY8/mB1RPD8bmn+C5iYbQaXBU7EFCpJNvbRye6GDBgzTCIVwnFfZQTJBFFi2xec9dCjtBB9aT+8MI7+U9kMkTUYcs4ERqYYfo2IEkzeD/bFH1YkUqIq7IPByH/N2XtheTi0dZUP4KQLYHKKhemexwTeY1wRPtFV6HQtcroVJrghferKv4NA4oGoLCPo+ljyVRbSEDRb5aWkp+1YhQTbkrzbvlBKNSMj175IvOXezXkrq53fa1oN/+sw4BR4ZgDnDhNyQAmqT2wOcNG/gJuH/SCyYM/OjB/wEA6QlHHRXCmYp55yIeNMFYz1+zfSop9JGFh7Dl09jn1D+cEmopyzA+QEpxcBkvIFOnBb4WAURI1gQfhHMcNmGpfHCRlneWHS1Pb2yta65ON3STmR2ynZwnmqtSUoeZ/SOiMvBF45mu+CsmVdF6Q+jFaKCbsaTNGC+vdmfVdyM94VStyE80+xrjZ4gIWFnH+km4DXUSQDYLkTLloajfMMozU8VEcV/IY/GCCYk5mkn+fUHq9zUNLaFBVAay1j7KfAc0fLg/xpyWAHAMdiwq/bQZg6Q3dg/aDN6MbjojWbYV6o1yo2wmLUABr3cjdIMtmmyr+iKrxi0G9wuOEiFkfyX+v9pCZQ5w4ikdcx6L2Zx684HievEL5Rp1with0OO3hyzn7os87DOKinR7Kk4WQSok2uLAP3xOy3/DTR+y+Mxze4iGhgtL4bKMAANFuPxvwWFRIR0WIvSF14kSYKh4kHwC0SN2G1Dt0njhtdcuMpe8konHyIJtW1fAhidpbTNg9rUR72/I8DWTB3DbzXxR8tsx74+x0g7uk9cxhOOD3/jIbYTdV2TMY3vJjPkM6d4MOrq5dTRTDr+wWLTyE6OocGZzm3izdk50NQHT2hjpMusT8Yz9S5OdFKB5sjMGpzTeXzslhQhpPShVgHPk7eSeLB7RWEMFOu+dI7oyVlMYFCWs+8gvrN7H5W43zC8fSlBZkqioAfKObQbwMR2mrF52Jxr5qwuOy9nbZATKgoZ6KiHZNHyKwjco/kQ5wYeeLkwlE5zHMX3d49P/9TMkSEQbQBs9EsM+2zTdWZx3XhAT1KODZqoqTnNgJLUhmurcbJO/M2iBLUuUOoJsuAKfV02vSX7F2uQyYNIGCyXa/IA3M80faV5ixULnl7ythOqLZRZZe8U1rlTzAOOEEKQYKobee08qRhS/9yE2j9nFvz6fV8a37WNfuP3ojKDFHmdMpikga4PIBDbAj/e8H9JC05rg/c85L/hNXH0g3+5N443pm4Wguw6Rux3M11Gcbe3xqIqr7kYMUtwSdEiiZkf6zPOHYsl9H1BXtbJ/FjzqHyMh20BRuWhd+ncRjekAjYD+oN1IVwCAcgIHwtB2ZlYxVmtlS1CMO8psy5xVbA7GIIq1DupK9OMHUKkiogrhtQOvlasP6OdcNLz3hQTA30+05KF5Ucp1Ruz1ZYcOqPsKpDEftoHKrphO3n6ucEUJXtJnVj3wvrtFi/FGWJGNXQguvZx6x4UelAl43fli7OhDWw59T6g+Tqtv3FKIgqBDujGDRdygeWBrrWVcz+JrXRYzajNLiL9npKlXDa+2mKY0m5adetevGSgmkasQichT3rrL0rukNlXUzlGiCbushyZ2VW+Z19P0/7qGGIxd4Ne8qklXV38BLJEgK+EpranxIGPE+okDFlYlRg1xkmqfs16ypLK+2FBSsdTWvWHWFm/Hd3ZMeo/RTJL6m+BnDdyS5kiQxgodAJ2vs3QpCCmJjwG5DBJWwoPG3mcDhC8bowZNNYkPND5FucRNEd3wY3D9VOfALRNKkWT/5s5NGlE08/G8mjlv2+uKIkXXnPFQCgq8ujKqGKjyMOVbpkTLhtcIOk31vlitYq5TUvFUsWbbdfEGKMBpNdu9zO4OLVnW9MEK3kELZ2J3EKOidC6PNTK0/tTY4ET1iyglUTQ6RrR54ywEBnJbZ0799tp1FwGYSUaprxiKW4vLeo3X/UXNW0Xo+emf81PJOctnRyXqeQukvqgrbBMHMClZknHWOMgZgTQiMHd7h4MruAViGtpGjC4tTVi8gX2m3G2G+L/H5ZpvM6bazbxGXR9R+iMbQkpG+is3g4eKG1i8ogRn9kS4FlpVaVnjY/c/3brdvARXBlO760R6TWEvf9jGWuGQ39boaA+6GOLvVc2Ap8J4qykoUgOYZlH2G4fTTOgAyM86FJY8k5mVnvQbpDA0UnaFPScMt5EcNYMoZIxj326+4uVMA9vRmfhCsKNpKHIrMxoXw/avB+Cx03V1i0R+jMyWzn2eXt18hV8lf/M9J0xyFJJGtpDueZF5wFc6Blw4qx5asaftbda3NdCMAXqdGb0ehLcwCjZ/pZzhEzxEQ03bQFbucwkvSGl5ImVVTOaG6Fk3LiDnjL38d+jAkNP6kd8ZC9xWd1Z9t7Jm93iyM2ZjaPsMeWOLXfxURNeRAlO8Fe8B0EWX8mcu5Qc+cqMMD0axKZ5bXYupj9BdnALppcXahDSD7uJCIBa1sEmWarktRMa6ipR4Fq0oV7pUp5oDbxukkLtNugsZ5fU3+XK5zMp0ZwcF8wRoXXkArHUeetStpaYv9Wxm/i/WwYLKFu8xERwnZbkWYbwhqcyl3N6U57E4Y+kLjgqTmH8biMVyy1VvlTezy+Mo7CMYwWdofnGLyy8mCbwxehBds6Lg8zzewwvjE5k/DL9jUHCpWaFlT3bKtb5T1oBY/rO687HSUcu59e4YzEkcUwUbrJgxJVg/5yeQCYw2V44rM+BRFl117S9dGEflR6Pzbrl0q4+12M6K6hVFJUzjXFscriyFqt/WQkKChBaAMzKb8Lvl9gyrpa/DLZGQBkzwLwREjKlCtFdvVohTUzMLh+rjfBIIBFzvGh0gSKd84lDhjcG4AQq1a2WoF1I7ouSOoE+wWl4NRxbPPWEu1IFELEgF03VD/Q2yf3pfxmc/we1/A1BJbz3MhthYLFTBbMDW0jNlLUPFf0Z50Vt1Qu/u6y58fxjY0k++cijAKbvxsxtQ/TOakZufKFN7AmfMSuZkViW8+vxDCZC4RPwo8tBbFCGlK45S9VgB2mK/+G9T5FsB7ey+1L4SDx7oJL/x/JPbtCud0ArTjvqwDAKfKxLoKqkXyQCDvh2xD/zxA6LA/kfqHesDkTf195B+4O3maiHh/zFTyWs9hj9kFYX2I1lQ2uDLRU+mhh+nMZxhhsGwCLVA/zGUbCBv0YtTvvadHgyMS/Z+KQobDUsge3IeKfNO/7pMd2ywN1p6pdrm7+FWq7Z2YdXVN/0+TLe70qST1ZP3QwWLbYQSQqSlt84PXWGARe8ADIGcMldPj98dBZOo4kttmq1TXDVD2JXZFuzE0dentMVFRoNkbgOongw+jecayoSfvc58+XwjTS32FYwWAyJrQmDG/R3Pgcz9lqJUz+6jkuMT+1mgC4hG/utZCGoshTwEVo1b3Q9fUa/AV8/UF4g2Z8APEJ9XmCCEqKIoKtW6hwrbzpoEYBiuTPgO07gRXxlxR1ey/N6eALAbWe3+9CG7aZ1KQEGJSu4KCDfNqThIXykX6L3fV3hYyoBnRK+5FvS8Ep2Bw7L0XE0gbRJnCKBWaaKsUNU0rFq569eJh+0/q9f4DZk9LnM+lXRIP4mfBcHVlqf5U9wHWLPQGkd0jChMuRzuD3qKLizZ8Jy5Cd1NtdGtVQZ90j9JvoDOL6C6sBLH0W9u7isZ0oanDkzyX8DsOZ/E+6zSR9ojR8DEN+7m1qDTf7wi2JcOJvim64nd7X+3dcNzJ597jSI5HENhDw8PuyR1e4nNb8jNuMv0QEAz6FWi91Za2qngeKbStSq+WVMSOvMCmH6BlaM4Xwo5JiSnrPGI1ABbjlju3epbFAJsMhutVCtpIPN4CQrTrtUFgs0vbc/3OfKLMpHtQYZDLedaq5qm8YnwB6xax+36IQ2t8SAh7gNNIFpBSWU+QLx0eSOm8Cdrxqys+XxlwAX7mNzmg4Ns+YSfl/Y3dqVZUESFQfjnBvbqIYXhny75qBTFIyJVSJGr9mJMLtRvbM2UlEG3DFeTjfYwXcaFvQg7k9iWkD80fmBwK2OvYw8qASvbjwjMSdHKQ8eXYa3ag2+kkeL4Aer+Iz/FGyu7+rKL1OF+geFvy4gUC7VSDPyKk0H61fH+VrtNQqCB0DVnO7Eo1dJeDTFiAmgbI0klbXCNOfgwXAzQe6G6uXQ5eYRMi4HN18MJvHnXjvRWBoejTdX77XT77pJXSrjSQW49Lk5KFPFR167TsDKFvyiwemVxRBgD66bH8ZpeBnYWUWntweu7tJjroOClVXYtd0OFe28GoUnaRU/6u2co21455yG9cUELr2aXbtAwGFxbigY8gTWzZAlj3elJu1muuVKJhvj05MG7Xw0r18wCxuRCCfW5CVY4qQqjSbqKs558q5J3HosSGdhnAEQaYuIYAvpX9yXlxLV2mSHo9nGSshMdC4gBAoDR2T/70cVdtyaLjae6N6+ruL/GqZztfY3l6fCPrpDa6qhDxeQTuCQLPeutBkqztb4T0hF8sTrkUTuL6BbTN9om6C8mjTnEeEQtFOwZ0pkKNq5cKbTIzgAtlMSVqOP6ZAgKjfhovUcFMX2YHmmAlMqbFst0lVwBwv4InCBDjzH4B72NvyLs4UBLTNlnn70bHs3ViKJYytDkIHZHjAjk2eML6FbJQY/HfI0Xbzo5geOj48yVLTtR9mKJjlDVYUapLqJ3od6D3hZHv7ZMCiZi5arEpYWEZ576JYEvDGmgwDSalwV7f4eRLSIXb15x5lRG08jB4sFtId09p/uaKFX6jj06DQmuNXseRxIkI5W8kszOkTtDMFGBcIoMg5MgP8qr/flPciXx4ybyJ13oIUEaN1BucHRaDn6JmWAgMPka4lJQFDQYwvmN+TpnwuHa6FJbGAm4cCTI1lj3E2LZ63uYX4UIojK59WLuGf+d22Yxhbrqx1dGZ4tnr+scuFT88WTb7ZualqfWZi6jGqiKXoRKyXF9/Yh8N24Tqx34XXesbY04SMu83nw7f++Ek/TFr0/vjNz+hETTPm8sPsX7S38ECBcJtxJLmyQIrycL/JtuQvJ+ElzGVMsvfna+qzpwch5yFNaHBjXELDnyb6Gmurofa+OM31KOJXO8n3lAu6OTZfzoUYkRVsDBOfFdn4FEWFL4II2EK5KQMdFR55e5B3Ol/0Y+Ln96/Y1LG2d1u6xHZmDvSXTL4XosMOPpLY9kVnbGj2wXaJLdwa8MTRPbGqSvpCf3ldM/W18eKFv6cxHuZy78xT2z028HikrEscTspNVQ6M0E36MG82iGKz0z9htwuyxNIjGB4Tyi4FoO1/+EO1UmUqQk8enh0C2p1iEQ10X1tjMuqmOwDVQ9qyfrnNDYAarByyc04QLKTDgVhQVLjWzr/moGRX8cvPoYettihEyUaewLMWvdJmpai10AgSGG7jJ7uaHcWeQM3LIZa8WATuWmL+m8VqchV4f/s5r//scq7MWcWi3y3YX90e/gtRlLzQL86INrPi+822u5cOmMH8JGTOUW8PXJrAtgtQamiEzVSmP+3piMCrLbMPiMuCFyJqTetaQe9OQdquWIeDf+z85k03705FaEwxJoeA6RYSKCBp0ghksUbZMNXvgGr0ue2BX+v3mPv+wKPA2lD9i3QM6FJj8Ju0MKPg3BPXlvlEmPorfVxH2HIupg/XjocEo6JlHXSmMfCUnf7pZaE8X0arllYY01o7ZVJOqPfJXwiJY+AehXaSlcIuHhNaUVP4c9a7hA34/okK3fs6k73EuoMquEc8Th5QavDeJIqlHyhvGeMLtpmfNIeH2V5pudqvyTug3GDoEaoin0zLPq904e/KdjeWSI81uqJXmHOqoQoUbWJhar40pHoUsDgLgKkmeyyt9JxPsxRVa3eM0E9E7bYIVAU7awOjJhW3ObxbVsQpUfdBjL1T83F1JEH/p/+30PPf2rDpT+RwuF/KkxROO21pUHwRADV1SGiE5lyf8IyMEPpUK99ZVb0bx5AVDMr7X6nIzy84sWNVGSbro/HWIAy2uRZqglF+G38N1TbSx8H1KXH/xcakJJhTyaqO2KJRoQGf2o9qBwTh2fmrpGrjy9CRaszKv2UBnamb2AeQT7jc4O4fq1L2mSkC3j9Hss1/rXWcsDf1AYpLmhfaMjNYHdlfLTElRqsoDPi6PEgQ3WcFuPNexkxLG0pQoL1xquyK3AC+TRw/MQGpeB/ocARII18njD03Yqv6yDGuI+lZQ5qDKMUMSBtLSUvpwagn4461iRyLyNjNvIKNAi/rbIHsTn3ZM/RU9SW7RxwDRgMB3rf1T/ky0rZWI/xgSG6OmQqHHFdY7UxZUjApLvGDGCexrwqrWyr0lEhwNkSyERIAFx5NS6pg+AyKFukgw4NVmcwUM44n4QScPCz7jmu3BOmZQBKEDEBOcqU5qHh9q961RAfhft6JUyhirFehSFYE85Oif2N9F7yEszScXc/wVpdReuY3PirpQKP3ypiD8LABsTnsINeRqii9Gfr5b3RRu9ZVhJWiugWXZAHE+r8JJqNhBLF02UIJvT5G5AXGdJhNONyGfI9Tb2rrGjMN2AxnU86Q8EloUtTNWgss94duRwabfBIt2l9UzqlLA7mYyLxHe+XZrHQHIajQ/8ihYESe4H6E98v3oZAGgEZPuAsvltijkFB0ssOtrtZVgXkT5289cFrr7DEGLg99MNvCn5/y4qlFPd8OM+LHdKAi2m1mun6NgzjlHpo47I/tUiPzWkLmT/vBe34mBLAp3qgjKIiNT6OMgEe0qRToKhNMjTkaUtR5u1hbkDH9o+WIJWi4DXfRkumO6oVVo4VxT+uFbmrYx593IYvHivMBkEj8RE801PmdXdiU+ggFbRWt9qV7q6lK8FW4XYw1q0tR2VfJkG7HxSqnaj5jkkFILS/HaVY/O+jNoM8gi/UoLxwDjS/+1s9mJ0m20NvHEDY/EratFkVAkjmtA1kdUBSbfEeVEtR/JrAO8Jv9PSwXv7+36tLSWZA+7YM8MLN0CFBhhrFdg0e1sFkBnhzAiqOp630ZdvBmKSRR4NW0XcYUGmnF+QS452K+65RiFdyq8jdOchF844BSg8FSIogMO6DUQnxttjtpP6TUOG2eMP3YHYqSRtdLOp4XbnOcGRqDBvVfk6N0kzgdl4vXovg2diogj713KqcAemT0QBU9kI3+37WEg62bmYlZOv29c0uRsMCuCq9EYT6ZbDUQdXztRUuaBuQ8s3KtvSRT6ljVbW9mW0ezwScY+eKwLrxkN55kYIjz/oDNMEsF8NLO+cdU9Y4Li7XgWwlwyfDPMeb9agf5I24tshAH3MuezKun9h9X7wcqcjjqr0EzeT8d9j7SvJvd/QXsX0x7Rb9EDUC4x7AmrbB99b+g+wU8einHB6ZwEmbXwPOMe4TWmhKNmFTOvWzkZdj5IkHRf4sBCPyrz0RNZl6SxG/7WdnH1vwAxCzRKt0MRSoqLrY6n5jm9NNraJ3xxA3E6NnsysM1IsUdSqpY5pqJaU64dImJhm4MzSqflQ5w3+0IsA/n6NIvTzq1ryeTO5c/UsXUYGETBoqHDW/1RQP9E3cyILe6sZYnv6v5PxrlH9Co1vanaKZBU9op+4TpHEpnYjYUOJTyZL8EVS1wJhjF1DtSTC5sRnXywhJYBSLh+6iEHbCDqzXwT1cbJM8rINT1MPnLke4nNC5wu1fHVVr5jU3KEcEZCrbUIokHBdSX1zH3HjdYqtLxQXBEDSpPu++HZLo/0Q/5uQZAAsRqP4UJvP8Q9FMvxE6TBe6hplv30kfOYUYiB3j9mwJZmR2L9W+uxfh5iOC0Xop2sgbptmD4eLMFQOSYl0IkcpxH2ITlTMIABakjyZjLBRRHD+9r6vYIy1cVKYwh4NkTpbFUqXNNmmctCfFXlY3sDhSOltIpv0IVwlyzNmUDqKxNZIWvG/REeCSmP+Vw+bZm+dyFaXk1ZqOSr8YQlxVPtcN9f8zIxdaBLKDu+sQIQRZLh35HquMcmWNm/zfnH7IJfQk9OkSREqW6XrsVCqSWOogdOf2nOyqA+RSs6rWgxCCX8kTt+6wDefXnVSPzQVp8/vkN7uKfn63cMTHf/4e6sRFXKk4nuhTJDgPXPdPJ+PfsJrZqV3oR061IdUuIM+5aIm8j4GlRMbE+1rVGQMeljDkRuRh41/rHzsM/L0tnGXxR9cO6t+L1S9faH5CAY5Pfwqx+WY9IBn0D659LoGGKUkY9TVA0z+Y/adLMWVdaEpm9jGEQ8D9OSWZFpvlwBm9sn3ay9tbPa0ACCrdM5E9386GSVo3zzATOiZsvK/VLjCDJJFGffdThkCslsApNnHYtjFPcm/Wcpm0iY6y3LCXO9r5Kvyvx8ZNBgwCwHXNfYnDnF7ujhcPNfjeH4PCinMeSp0SeuiH+yCt3p2EdnTb7zToKlyssRMSOoU/2nH5H4JyAQo6oTSpH4ZzbjNOTQsyst6N/JX1n6obg6oVJvWYkZM1xx8ZVdqxVvHNrTvqZoBmYDl6tGqZd+kZplMd/BpjnskivFYZfupD9dnquUW4Ih4z1uOvCfYJc/kP0HmZaO2Tms+cxL3ebptNG5UaUWSQ43uyf0rlNS/NaLgv1QoT78mLaMj6AlzCWgSmPy5M5VBanOTiPHugW9pkg6sFJgSebfJxIrLFYKjfKNWjwGGWpXtp0km7p8XwU/zZ3ZQx1U9fgdnvMPNzE018shQnYBitv8dU5mfZ6iRBzOmw/ci6DRsWyvNlT4SV0wL7EG+gkg60bUzX7MdYr388llvHDYy/f2s7TJsqP8CEQSVh7U4AfvRnAXvl7ymHBSp2cojGgQ/NQDbbOk/2lkk5jnLNBueIzI+mbPEJqflOnzYmK5nsBdxjfp/D/SG3ToTlTci+gCVEgp/bq5iTwBe12qnpBh8hd5rpHfUELA155ukwgtc/rwB/xtOOWYuybayA4COL5CGCIIjpFKOw5bjHBgGchEl11tMi0aP9OIxMwFOtwalkEQ4uowJu3CWCBzXafQ2VgteQUcOlvDU9GPy+jZXS3+FOoH2XS6iXE8q1uW+k5NPM2ggXNvvSVz9vjYyXX12L6wxztmBN6N7OenXdzJrrm8+GYNo+uQyQE5yEAUCrSHR6mP+yhIa+Oz0mkn0PVkI8Ya5BLRxKF4TXJOKFCEUFYuC2Hf2QHDTbDEptyvP+ZZpUpHVE4gItreMMh8MqGkNRi0zZO2+p5hNgLJrJnWvpgjqIeRpqBkH59OE3lvx6RrINjqKRs6DdC8OAMQUjr0pdxiww6Wewfcd+PTy+RcQDSBgmDB00qKaf9ckB6v0ODx0I7OYoF5H97zCfv45EF273BLNGZH8kJiKJDmPFzMwVTxR3xO/ZQGrRKbW5y8WyZTVVBbvcPM3rbgALCx86RZkiQ7Hpv8stmA3bsiwTLUVvMcij7bY4RFXxeLf9GPZbXzZ9N+HOhRAIYyTi+0XgHy6K4HGmj/Gjz0PHXsMA7BlvVC930iMrtWccfrEhTTKwExd7QQ8v0zxQH9Cg3VgKbL7l22Ch4+zn1OK9WQPlxr7rpbcFF/ecZQIHNxcCHudVu7V2u+o/9+kZgVxIln1MShgPxv6gKpIMEDR21TSAQ1v7kttT30dgPeZAu6XxfjoruKQQxa9yqVJsPmEDSHyXN2PJaxFpZlbHIDZUvHBD1Y/sMQ1hrIgMF8j2/7cFHD01JuYCTZb9h1MlxF3dUP2WRRo+RCBIrG50EqIYq0jmWhWJd29X+4LGg+S3osFa6ZejNmGr1KWuAja8ov9vxIJP7JiJmHTJAU9Ludf5JdqQyRTx8VVa9qaswrmMMMrg0l0HdRFeiT3ttCGa5qW5+M2sc5iZumkwTRJzXHZzznJttWYqAWo9NBl3xLZ/Fmjj9xsQeaWaqtZia0aruS5CGtvdYW+49GPhzsblJzj0ypc01AjqprkkZOxQynrd9E+TamT3fXg5Q8XsePWkeg1TbUfto8LJRmfBfTeCij175aqiXxip96MzfuVUBB0YugET5twcIqH5C6quB+l29Esi1pKn3hq9DeviWUfdZ6WUoKQf+HoHOUUNC/txwa2ekH/Tcxo9IUIlqyCh9If9zzFiOFm5rf356nN/RM7jqfwdqSry8cGRn7aUgyy3gsmJ99llbIE6+qg/s7ZhIhmK9fHjPF6zgv2NUfKQN+TpIIreQNZuxavU2t8pmsB/xE5kIigs3dDediEXDWd/eyPnw4fEwCsm8rf/VyWrWvD3voQj1Nq6pMjxrIWcjdt7UR8yhl4t7Lft4JM4Aa8Cpia0KGRZm2fUZwESxXjWJSgMDsEhDlLT3ksSRsYh/UdJ5Vgx4COuyYWHQIJAIwowE7/atF4dtKJiXoHUGJFafxOJH4+zbqFbsoollHS3BsQYBCQZTihcHDrBkKUYF93BFDsZVuvmqxURZ+bss9KM0ionme5Jccq5jfzx9xzyb42Z7ATc2ct1yjUcaOH9s401VxIJpHbsXaQC2+4qHbTGWSGSqot2THgHC+PF7uaQV7RoVqI2WEQIUVjYGtWOVND4XT7f5huPpVmPyOuV3++w/Wa8zD7k37vhqLoQPCvrYt48ajcVrUqJpQPUpM87w6r8u3TiIt3rvl9hOabNiERhUKnBRv+0ZeJX8qljvd+i+0YNvUBVfE43c0xm8OrXWDLIzyfYEUl3OH5MQtiiyZYRaI5wy5MI8qwD7vSoiDszylkLzKgDrTLFGXBLxi8lIyV15BYZiOMHfLTmP9XmcVW54BaDdOiIPhz0xAwzpQW4H257zWXHCQnozFlJ9GQDEdqbIAeKOQ5hO3p8TJI+LCWbOHVOtg8LbuEd5/6KzXPA8wdt8JI9UZjdDcHBw1BooGehAer6hHFb2iCO0xGqmGD0FjAXWrQt4Epid3k/XfcCglYgOFWoK2K94a4hcamAKvPpWj7iXxflMSun9n6ZP3NxKP336VMI8CvGvYcprYK9h7xylu+MurLleSFtfgSczwyv902VmG+2N3uAiQWF2I/sjyFq1uoAgqiiQ6Q7GIZczCCr6mv8+eYDKel44Vx+ffP3DZnokFF38nLrsBtYS2lv4nxgg6heDAYTNG1rVyLt53pQx1cj6AyF47gCQ6fhqMfwamZaGvL/BnJApvbzqtcBKZVy84FHbiAkZlpFebzkzBM0dlum1ei7kQj00cWYD97yCreWLWUBB+zGcGNl8HR+R9DvfJ//u/8Z9h7L6fAuAymvWZPMs1SchxZdJEyRL+By/uM6dU4MsxiofqbgJYkKnZT5vqjtBLTRxdVI9mnzrpHR5uCnHNxlDRn0S8dHMSOO0yHPSqggy3r5wpUZ2FLXu3zIGF3QqvV41mmR+N1e4tM35EtlP3DKqlkNT5A0coq5ELOhcv/z+VpsZqe73VJcGMhc/PqVSfkM3RMv6vP8vyrmXbECjWXa1hFdfJdtYPtNpcjLJM97hnLfD0/P/3ght1ErWQoaSOGUzlq1UVvSYIFweC6muIcNmFKJ3f7FMy0sBW870lNryW41Ry9hgHRWScCWk02XkqFzRzGpAMwQdDYpWGTyW0LiImTy3zLlVD8vnSuE+Di0Uz30MSjG5A3MdKiaAThy97Hj0n109Es48p6jIbOZb0/dKJ1gqckSRqkIpxPGKVJCs99DLoISyDd473iX0ljpEMu1CfBJ6OgCdFz21/t1v3LtJVt9A39oD3/yT9xPd+a0aGmcR+wJbko4b2YHGSocX+afvJG+UphthcPgjn6qHsut26Kw4O19ZicCVElXUBJkhZYG4hi/I7hSPF3lwFQUSsY9THsPftE6t59Jv0gMb0FBJLEIXEdBSuB10xGRe0UyzQEY+qSmmmVcSmd7tpzN8OCuhccJfBa6/WlyLufqUPYVZqZUKhXR/1m2sbISO5CdNHZXSTIN9/6l/Fu/3XfFhuhWY6L4AjimOS8fmNJ8SeAqle0YBA1wD1TnPdGbABzgp1UGsRjcEAVznZMsbX5v8A92KCHjZ5kbybFsZ92Gm3wEJgvx9e5i000U4krTOA7/M3wE/F6Wj7G50+mc2RnTHKmqe37eM94WJ3W+3Kn/7HVzBZrCQ7waQ5vyynlt0fC7KBk0OhVYpVhipNrw0dnpcGldHZww35xWLsipeNJFnCDB/jIEv93Vhbic3lDhlgjfnjH2uauIPt5zgBSGV5NjdWqIWhW/0E5JT+kL3GHCucfar+S/dcHsq7yvRNndF9JxILIFXdDxRL7V9NSqGlPjVF9J/UsyEjktwR5V6BlUJftA/2WNuUAHZdRLssWBUGDeU+JZeY0U4aD/c4XEuivnOqK5tZN60PSMZXrKyxk9yoMWS5x7M+pX+NXjSWVt6HcYeM22vNReyBNgTbNPHKeb2dHTIOkDqucZtSS8bXioQ9oQ/ON48L/yvidTAJ+oISrE3EHskekZpPPgMsComwL9PpKISIpmFbJ5wtebLUjlitvKBno8xnWV/3asKXERm9b7z1KkFLHoYi5fJbtwcZ5emKgCorDW5C2DyrUhc/h5nWRos/4ykP07Derl4FCLkzNJCI77ol/QgX0/ZvHGTov3DiQX2JiuZvcKd2rQ4rhx0ErS7qEWHHxmZWncBAcSxR0Ptg6D5nfNNjOmJT/EFnffSBrSd+x9HIR4HuxvRJzc+M3RqclX5fU8RS43Iz7u6cqpUDsxqx8CNbFxeaKydlGqrPHb01IKgy0b8fcNeZ9PyC6COKyIwAs7FcAlJ3S39ZbMXO/r4l/H8Zl1uWfTyqi2vnv6XFvfOOx5ZitkW3pcr0jgjW5bdbvUPj9OXi1NQ7llybZ05A40dyR1P/bwIP19FXZiMo/eMYWVt9Sw0FYPqnfb7aJZinMdC9sU82DoJsKhFKaiePNtq9omzdNXJ92Uy0uNVDGJRpsQKRKvVc7eXlnv38CrcfuJtOnqiwSfXB+rMPQf+KtyE9bGBgy7oP9WMSV9l6mA6OzhH0P3tbKUihIyhl73hPqpEYya6yTAQZxpn12rbf00OIAMOltI9uKzd3ZcRGOEfTmvvTIMfdbkHz6kw/f6nZgYW62nw9xGjEitcTfd+NP7kHFshYkxb+kdiiD27/J62EsZWpQECeiJ3KQ6Vam4/bFhpBfMwlLRwAs0le1mWHoAPaHJ4FavjFxJ79HjoQ5rOtX0e1UHYagVOmnK9s15I26j1XXIoJD5+Ly6xKrn5X/eb8Ztm+zAMV57U1It4rkIxwJfaOgKIYa9sEJenuGFozU2umtdG71xYj1cc7GGtaSon8D8W1oVhPpbEQQJOjrwdNe7WAlnPLNwssFL70GaoA6bRlESqnVbSKf4/qC8Ns8K3nvwAJSxj8uDb1m7xnnyaRKW22h5RX1d5HRN0mu6YrRhaCcd261kSm8tF8WXj1OKel4ntls190ozdDclITF1SDK9nsNS6CFXaofkAyUKQgya76RVXg4eYY3jaj874k9I4RULJCvF+kqoY+3VqxcvRQ69ZpwplJ6lAk0HFJ25mYwQZAikiEUHetv/8gr72bPnftt5rYX4QzEmar/QVOtr7ioLnPOs5E7EFBDQ+hzGUxBryS1s+kcVlyw45MhKoAr7Mkrjr5fSbrJtFr97kw6eqlhP6+aVzhOD7bJN7nNA5TmglHmts35lPIqBuISWhk8PfemCJiF/q1G+09h/V107SMtfGrPPM4Lb08Wqid3T3njg/E2aqr94PUhFzMOW71XtFYOMPNrFrCGHZU0Rw1W4RKhbYTLOsBuC6MwzsQktdos383sS+Ce1Q7GG2gaLQnIJpdqAwQ+X2l4aCLc2SghkgIWQaF9dw1ob/0Sqw5MNGsy1HhGs3xHAK43JhZxMfj22ZI6xRsYzmqSsTMW4srUSeqQTe7CrYpu2SoCWI1gEbJr2rTn1NKatPQ8Zj+psu7VxmgldF/xhfdhz5tFmWe4Tqpiv+SI93OEqNS3WSpA+jvwfGsU/jbbEKZqJJJoKdywt+YRWG9WzoUlrakgFraH+NRP2+i9v4QHHhGBq25eMKCDQIS9p364ODM9coaSlWkZxwz6e2SAzssymoVLB4q60IPblt/eOn1iujaHLNpmXUS+/WxHdQjgRiRyeeeewh6NOXsqcqSh9nVgvocAfs5yhU22uVHBNP9Iapv41JwX0rmJEJW0J0HwoORKdaEPfgoULUbykY0LSKML7hrAhaNYCkre3zeSO02XYsxahnoXbw7MynXeVDpio9JxpLsmq7td/p/ySUy0pGW2xT7VSESGWAZWEfhHLF2CeFh5yFqQ6byE7ZlyalgIFb9EWxiexuyFc3EWz30jz9vIFzV9niWP+Fn8fTknQrnPCKUfcMUFY2/XF4dgwqdQ8EzPRn1Xw/hM+ks6+igTqcEJiD0yNstLm7bBzuwBFtu4Hw7gc4LBOGBo351ZJDe/DhgIQlHw74lqHg6evUJCuR1aKLIFZiyU6olRIlXe6uPUsjCHTekPsBDsZD4T9wAUbh9v5qut1xSVkEP62J6PzTKsFdnOty4fZTOpmFla5MaFieZYcbttKBOkoSX7eV8vH4l1LPlEGrWKmZqJGyIiQenfZkO9Xak8khkJbTuocu5iTTM5KS1xGRJaohispEXW7MC7eJ/N2qQiBeMshPD7dc8/KbGcfEHyEnCRjcECiggFEGxbihlEODFLYqTFJHNadPfFbxFRruuZa4wZk6mQ+/21fDOU/IOE3GEMJ0Tb7SLmRYDi4UYhUqLGU9AohAPCPIlkJhwr7hpvf4oI9LMC9R+gqb6oYFWH3j0j9LcRjvVL+NFl4RBWvwKG1lqIs3Wo8MusFhh40cO7ciDQp9n7gaEeT49ByL21Ega6QMchmvvRXLvIOccBn+cxC9JqDhmQ5fmck37lvfzVzifhB/hXk9FJk64B+Sa2mzhiKlEF5bVFuZNIbGts7EiNtMW4iEuCDhITqYJVmvnesW56YabkiGgQfZYMKMp5KKmgpzS4nxuzsGFXxDOF1Y1QiSJ1A1u0mfzSt5qVPQ67LodDbF8NnLJkzx0FTPFHVDL2jfZjopyVyqp6rFwkbjHceBwfdweWKt1N+ab9QxcLb1m6TT4D9HebP5M3WXiDxeuoyfi3iBwRwllsgK9RE6XkKrZDNmNmhS1iq+Wrp2HI1CwBgUsi9YCOr8LjR8i6ydh19pwnEQ22Co51FZL3L9hRMCgKgx0iFc6GrfwRPifylvUOTRWd6v3Ydg3pAQzSpDI/QBSFBqhnsTyB3KIFk1lqgbjirKOfcBdX35LFvPt1B65EIGLAsxE5eK4lSYKjR5i/lI1VGsV7cyf3Kx5t2tIJCoxM3vyyjAVLTvcnqyQjC6R+DuhHS3D7s8LQ7e1yRYuV/X+FygHps4Qab4CTFGDzunzhfMZBNHiGE3gvV0q8z9utDe5tFp8sB6K9ePqr7KDThUFs8I9Z1JFshurAfos5rMOIT/qYSLHDNxktZn5KWI9zXMT1INg9t/IopVCI+1eLf9w6Id2g6hoA/j9E7Sae4PopVvrjhO8fKUWJHZEk36MdZwsF1RgFsaEFahhbRiR/KnDxdwhW+oFEpwXL6hpsHt/huHnH58TNVFORJDa/19DXne6Yyc36w1XkpgHvNtV3YXyXuZCxq8dMOpUE9+60ujSoGL7dutMKeKqdLqCumoIoZBaVQ4s3XdMvOXvPQp1Pegg/bP32ce5uq6XfkXthWHnIEpBv29n3xjJwLGvHS1G2h7sjuBpJntIHOxW41OGc+SEPa6RiDAH4bEE+2bfxP2Yg3dQUByfbnobNsXO0B9CnNNTYMTXIGjS4AxGurWm+6rsSoFD3kZEkktgmQLu4mLRmkh8R1KMxHHYCGrDt5arbW2KlICWrJZrcC/51iDPetuMBPgcSACLrKhe7Zp+BRkAIRgu35oICLrlmeMrpoUw2hdXfDjSB786AvRQpu+eKuCEEGC69FUJbbAD2MxRk0wWPrtRzuJzReGCwrb+kxumilJJWzE6DIIDS7XlahaD0w9XlMQOoftg/26d/sULmXEYVKATK8AgRDl3Res6QySUoJvC9BfgpdAt8mgKFk8T/wUqReDXNtOYfvx7oakqLuOcCZF7cZm26+oIR+46thHKNYwxEZ5pfeVAzEO/0sDhXXiB+GJGGZ6vD+N06wfwELq0LDjDgKLikF+vtEOacRg482jAwmifHBYAno805GkO5JwkPzrBZIn5PmYyZBBT8ravfPSp832nDj/tWplOmHxPn7hve8gTTPc/5myC1LWeYayAJ0OVlcWJ0e2VDtC1xRJyDqrdTxnzT8BTLDT3pjzw11q3OOJtiTR7MWxUf+Y0O37aDSWDoDxu/FbGTjf34rYEYE7ZxTG7Bq9YqV4MjkWFGPzP6rz9EqDMjFWQuE1wJ92LTdw8e7hdjR4CDhV2JBI3BfcL6tsXld4RiYP0zgyVZxv47Iiw6wpOY0Qgk/ZGomH4AvUophfCSEyTZcGTDk/FeJVL9swG2AZIDotnCZfpOqg79auLrHGM7CP4EOmKGYW/DQvNew4MOLd99KJ2wa9NVgOT6Z90FliF+JsTw7QysQY9apGCWURMJuPIHtsJhzO0UsHp95myRUeQpqkkhk1k1HZ3nwY2FRzJ0qB2gTHfA+pySMyAJsy9PpWcZH61dFtVmbmAvS81u4dcBmJX5o1uNO71OX46yla63ZlXa3NTJr27yoXoLVIXp6TrlzRftsQlcSelMExBsf4NOEmenfCgk6UQUG0tK97kpCX9GPGbGXZwHmeWM+j0rIAfCDf6gtaQiMa38Q2vTAy8w9uHIFU4eSLBaa4fYojz9ZRpBH4SAJIXfyaC6V08f7UwEuV0HzA2rxBFmZ8yn80EPY6uuwBeDgrlFf28zVgKAYcZJAu9zTOfiwXiuxYdGExmoWWOnIAY/GntZxCQkpIkl9BYMpIdC1cjSunTQ1ML1V4q6Yh/9QBuLhWwgyo4Z5Fr8w0o434/rTB+OpOHs7IDJDToV9jiRY0OiwyEDW+zIeCUYeCvO1dH5kDSRNjZyl7r0yHcbA20WdMV1fiO1zPLYIdNSAKzalDOZueMKHB7geGQt+Yz/rXf9hpMsHEUbRgaRqLzG0Ojw4t1Vd9q8TujrD0XKXYsBUh86+v8GGAEXT0CR8frgRpDDHi5BXM/MHCfwsQX3yQDaR157eZGdI0DnKbM4XuETR5a+QTqJAq/CkodnU3Lgjbo8M/qSbpP2MKlgto/ERzbnu32JQxkX3WzCCB9HYTZ4l/tOQB5x2Uf5Qrzs0ygLQJDkBo+SDrW0SebgbMsIyi1NhDIK9NlNGgzr9/T22FXLgHKHh08PzutwNIWVgTKSJy1B93CIbi6HfucNbAJyVTAWq/fGH+7wkc8gTqM0vrloq4wySOmq0bl5+KE/v52LE6G+zZMQWbIbXWkcsrLfSVN9jPaSU9Tt7C6ysTBrkD9xaM/k/6ql/1hWEl3rpu6KGgwImrxIKqdl7PFzgZMtn3DBxXL2a2ibwRLlJehqDrASKORuYPLwVSBOAE8rNxEYIB8Xkp5AFRC9OdJjZhqCyqy+NkxgLd3lMfGE6+xHXoUaW5s43xkHg4VUjc5wbkAhewr0tjiO+KQJMMP4JZyhWf9EoHOcmJFluozgGSYhhHtpBPJTFaC43Et//imQAdmiHzjPdu77Y1oZzPCXb1qqBmMpBeSwRWPiVPNXbsgIAsiBGYkoaqnViyyZ6QqvgsjP2suooDxzUnHjxv4G9pxLUaqpkw/RD0pZTi41J3ND+AWYwPDjqdQh6V2+2B0/LTTFDPtDOSLkWxcZNDvcYg+SQmZkYdQS3I9spIL8JAJZLKVZPs3IEMwT20Xa05zst/42Rb5ZfaNuhlbiN1oZbFyYN1tHzFKeELizwJfGqpDSQiHhs9w72r2c/rWp7JQbF4vxxHezXWktJCk1fvOEFFbcjpVp2GlMlan6HnJGvOAzv/Xr7uClphqLVJBfEUXHlnbyFHk37RSIoz6HEXqdW124QcxVWnuNreAZ7UitKzOw+HU75WgG2ZBYBomLAOAwM9BNWmVD276IMXEbA+2juLHnbsQ/HwGkS8zgVqgdur4Pp4yRgYAiYJ0G2dTtvRY9zVtIgFz5BGot5sLSQmKD9HjpClDkBAcmS/EI8z53RfExYEk+fREMcaIlcyoHrsSl0FD+euu+Os0qMNop0i2a+72hQsEc97/IrCruz+UtTv6qSexwIyTaeD6JUArCPTCazAyn/MRtxcVw7mKqdTczhPc3qwe5MrN9bEIl1AohKWEs3YsbJcC3GE5gv4sdILdo67yVjdr0KkcdiNX1ljV/OLOYnqD4KWaqYSk2UtAff0thr/F4cyC8h8NWnAy5FIEszmMC57icdEwqlrZpGCdr//11udpdiS9jWPbXEMRUrhWTTdwMri13wnHg1vvnHpao/E0VEN82EKQdQYuCiN8au+KxRTtcaQmSd9DDNWQKTCyu4240XQRK2zn29FXP345UrBtKkGaWodQueuKr+9CCaV4gSjz7PcpbJcA89czGhAsIJz6MtxhgyeFLU1NPJOvf0tGFFrrwL/ZUXeiSYC2Ifoc9+SQdL5hWe2+uUCiDwkGCMZ1q0UncNC2JAj9nikIrOGkpkFjdDf8b5evh/myLM/8JQO0VYj+1hVtCyQTESm7wG1FgPMPlKGIPiDmdyAA58HMUY3nIBncFwp0brX6Ov5SCqf7O/3QdSb3MsNaYiuvaezUQqGusqT+N4dwsqf1mEPhHAdu3ZWx3tJsMkWQuWC8TPsNSa6yXoMwlSUcMZhf8dln5IgtceIvz32R9i+7RIGR5fcLZUyz4Lw7K5mokyJUcoyZqnE6RSc6UTHi3txtJsOs2F+CT8MaHQ4w15y1tIuk6Vzf+cEAJKoCX8DPmm1+Ji7TZGH9bPcn2DY1MTNZ/W2pSduv1wteJjzotWNPfHYMQAcO3+8yCZj7MtVcpCBBj6VVRewUQsxNczwKNWvZ64UsLt1RKDiw1Uk6t7yt8WUGgieuTjQYX5ryKRNVVGLdkpqJR+zKDft7ItCUmZtdnDi+N46laLCPDP+IMGzZbSQ+8qojLKuN3vhRmJfCkRPNt5Cb9cCI7WcaPejSycN0vmvsT2HGTCwvktYBSnoY7NrBBM8JNuE+jAturE3HluAwiL8a5PDy3oFm5hSiKp8waJLeHvpu69QoiyJtfsYOPo7HPj+L7CIFOxjF/2P/VGeSc4C92WIh5xxz9z4/nHt/5mzymzT0HXtSqzc39Eef6XTQtzBqbMbvO5xmiQCeBGRCv7qBUZ2Xly7EGmaAoTXTJMfCd0E1KStuRTdgAq6aSGCHO48cgvNwJ0kBxyGMk4iRgnkfjVoBo3VECoRzUOam37qNuzH+0YkegPOkzQ62boy1RZLv8NJ4Onyz4ncz1F3NGdyBSKCJhjkx1SxmezxRcxaBCpLglcbRW7/xY/WCuOvymHriPiuK8icjAAE83C5e9Ci5NI8tmig7GZKhfX4mB8nDa8EjMtjJoDjEC1w8sxbPkbdtto79KKEBz9IiTlK+j0760Jvb6/90w9Mnos2BAVqGWlXmOajubAB8bpf2iFnuPCHi7JJcdDmotK2SWdSyIZGyiuGho8Ci+2mw6wBQz+U9oVbC51vWjS3UwPainbZ2fxaB7Kv9GdFAhbFI3/FdFtRaDO6myfKvpaLnrJbPBTxyZVeyfKpNNTWE22IQpML1YqXrDGTkWb2ON6QjwEZxjX0KGc2U3uOj3vLd04tM2hmprgxQ/aY+Eq6ZdT7WoYHbDQrp/gIyc844QDSht1n6SAekfc5V8yWBdDbnWV1CAFbb8e4dwuEtIGh9FVrP5jwbq7aLnVcvkhLFtBKNYkM5+SC6nbEItvXZ1SyLfN9lpSXNi9AEeQvxwuDjpAWxHN1/2s2d4H8RiCOdcacSorZ9/ojax4y5JQKYr1QyjrO8pSLYwB1kDizcqWxPiShZO1Bs4w/qSgKBSY/xdGvCnva/74SthRJlDgxgrVwHXNbrQSfxPU8zZwdNd2DOi26AWETxROutAvoTPQFB9bav51LV3pqzFGqeAJzeJx+llt+dphuki4vKkymlDGSto1q0AAVq46Oy1TtCypHojAeMVYQoBB6Sc4v+5cfOd01ez7AQMuGVG7hHfNHbdgcqAprQdyZOmoiwQwx8p5KR168ZZ4Dc9qk6SerRRc4u8HqH7Guh73G0rDurKnzvXP1FMa9oDcu8PUpNlJf+gU7PYx4KX2yz+acXLHmxSF9tM8PnU7iD+fhi2JF8lx6ukRWM8/iDNVINQVMyLiuAeeHSi5m8X7MMS3eqWbrHmGwU4ppzhjLk+AjfG2Dro1LTbvDCdiMcXk65OVzrwdypkhQovCEs1dPK1SJEkLcnLtaJb1mGVcLrO+7wROJdR0QQrfOzZxc6Bl/Hs3ESyONUFP8yboLaJHy/M8sU31zgKeTuqa5sdUo0N6qNJqSIIRm7KgBRxbh1sQxYYG2E7yhVkuICguqWk1lpClmZwUkenAPymj2M93nTXfH6Y9VcgELP99Ti1jMMQBdRvB1YBMg2pn13cNifzt4cEVmGCARO9BHA7ZovV0YqTE/uZ9nkKrECS9gisxUisjhbEz9x9lRl5mxHJ8yhc7PRE9XwmBA7fVpjxjutd7nkjVQvStqVXU8Eu6QEKL57kIUcVC1WcwnYraLb25nPFgm2ay0kMPF5TWA9wroRdp/URsPlV2W21pUMUBIZyrETn2u4Tk+oOe5bIoUD+wUgrfPyX82gsSes+GTaCf0P8bbaG2eFhMRAeHHaJllPD32ixqd1p8QOW/0HmTTz1j3Iu6YSRkOBnMTtv1hmcNSZ6F5IItYjoQOe8L+hsQSeFfPGqG0FOogWHiPJWjc3gEMdZa9JXQYmYLQh2y4dt6FuDkvCaJjfzLfrqaI/dzeMVKEYaKGemOOIvHWQD83vm765pkoocSVeB7J3VQfTpSExTb/3aJ5Qx7H69NOCAh6uuxKNfITu6PwIaGKbmWp8FenQcHGg7TX6MDhR7aSzeF0h8JriUOb6DG7Nfh/wDNV1I3tN/NbEttJ8h+BxhP14lmpmJrXr6R3sez4vscSV+ATFyS2v/uWQ+t6rzoRp0RCYwGy2DlUu6n2T3vv6fdZFAUNyC3xx4YpgPdsRe+12Znsn5ics5gUmzwrlX383RmX5XJlqxjdCTZdqIvHxt+pNPy5UIwVu9epDeviaF1dmX/pc53riQsUdZ8DEAOq9blpDcOwduw5s6r3aMBkcI6Gt+7XHKzNko0DYsgIzvLKJbAp9gR4YVWZ86jwytv7RLo62IQhz/sgYNQOjdYuJw52GNW6WPhrcuk0bLiiHlIZcAOkTm5/ecwkKBbhgTiBpZn3+Qbd7lb2hAwg2k0Qzg1HVKn3ziGFK8irrF9vtJWIFuL+mE37E9y0Owai6jTTVcqukyQ9zLG/lxL5aMtVsERJHqzmMw5tFv/BrGsnPbqOTGCKwG+ekGTGngAMYCEQaeCYUBt7nvfN8rYNrfejIgoVIdV76mh7AsADSU3C5+mAiGThz9/Y16lDOA3OFFo1biNlVfbt8O6oGUz6cxTKemjTKOcGvuKlp+kHCXf232VhSMQNqC5Z79DPXKX5v083Pc1ARW4aD2kFQ2hsaiBLAlvDH65wMVGOWqQGv7qR7x79VCR1B/h4Yo+nUYcKiEnuJRGaThE84Huny2QTxP0IoZpW0brALqRTLLYzdz6wOc11yoNN1Om76HZkjVoX5EgvImxQxF2t6PBDe/f9mkYcNFE1b7YJ9d5YyOhh8ggXFZRZ+VDbIVmghzFjfIG5GvXdZrSq4z2wQshcVtOHEFnbQdS8xYodKnl59oKVCa9L9psnbsSRvom9dVlXcLpWG0NARpE66qEGMfcKK7M5dw9JK+fqnGXgDNaGVZlmPmFkNrBan5LrGRMkOSLYnwz+mTasKwwwfyolj8TUb9PNM3WPoorj3UtEwLoh+7nZtB4NZ2IMllmTsyDc7I60/DSNkkBWtiYRR2OAb0CKK9vem+WEJqOtqQZXs04iiYpvwfOnUPKZD1hGEabKXVmWCH6JowsdYHkU7VrG3AfWA8gUkyTGZRpTH6rxN7HERE7BHJOMmXXUW/H7dwhIZSZf5U1XCG+re2Z1b2CoyOSWA8p5W1ddjMP1KoixqF30L9LtTYoNKEiAdMF83ibLQwJsfhmp5BykSKtu+p2UsOH5Sk3WMQNPX6nml/pPkZECAe41RtAf2hcOxzBpGU4+JZBVlIK1aIhnW8CMEidp/7mIMVXuFIRbA2axebUXXyF5+NGrISQLADzBjn3OFKuvC94K2Ps1aj2cGVeWwV/3SRhaAOsSGXcfWKgsykSqeWzuA5P36mO6Ak6QCEcBC3+GPDAOfw0PnRMKGzmDAFqRAjWbEQT3sj/vD7k0rddkoiO4Oj5qpXgZwvz/Ir+r2yATUN9VdrtV9N12ntcvFIv0WiomnbyWdnoEXcAMzSNBvWnLSxghu7wC1/ZO483jKYXljmo4OGvuMLfzEJxf1wACXuGh+YQ6Cd16URLn7SBc6Oydo4HPnu3yOp7mTik9G/pxGs1h9ZyN6hb4Nh02BZX1+eoCKsuVdLYFjyZ2SK5wYVpPQI2PrwJqcH9a/RvH6/Ez9jqVhqeoHigB9qGi4unkkZrjdfJWPl7/8uI9f3JeYpQodRI/tgkD21Bb+nrXpnlaTUZSqmocPpIT98dRsdJ6bpqajNvPe3FSSVmwyjM0tUkuOMzuYiUlvSwvMdRFSwF2YvTTNUjunc7b7m9AK9GRgscpaQJ4h4eaQr8eW+vIC7I0gR08MKaWLF3+oDdMRyRPfpTB6znuAkfmRyKVokLmNSeDeTMUuRqHZ2Qbakgz4Y2H2nv57LTGU6mvQfCGY6HXsFKICLoepIFhkzq3oxPZ1ezmdD/iEH8+NOjFs0rqLVemTb/jY2t1LFhuAyls3ZLoWfFvEf5W+V/167zvbfDyIxzQtv+/5d+OjnrMnwmPDfuRfvgdNMYXUfBxKlGiZhB0n9TYSkBpnm/5PV/aITt44hU0ogVYAGGC4i8vTlkL6S1c5zLEfgd7O3n9fsKSLndv7qlcYxyKyq2uvlyCtmvi/dyZoz5ADZFpKYUTLVtYUZsCqt4TA7Ju/dKVEPkw5h/VP+8v3zzDraqBugud7Div1bfzj+V37Q0o31FbJIAe5uSHUII1CdlWwCn37SohrOBh45fZntKzXjLbK2tKS2mWSgPm2i96TDQ8Os15RzMbIbFpyilq0nqln1ORxdr7u9VFQzCpFxF6fZCohyh8Nmp6pT/p14x6pPrHo+XNfSEzkdVXsuPOspCj0SsMa2yIk7uAX/ZGuXKQf4gq+HtPbwytSezG4VGyBVYyIFOTmDoEHvd2hPu8Y5RACXj5tg8HA/JX3MOvsLsFVxTSTqkJPumvGRqjjGLrOyQoudGaJil+vUor+VCCy+QBR1jcoXTm3qkESDcLAYwMR2yuqxGTe45xGMA8dqPcG/xoSS5PtmKq8srTXCFs5mQFD1WPJdTYxJo3BYpyujzN10oZW0oyBTbs0haJ9NsSMrs+4m8KmTYK5o0LwsgJvnR7S3no8253wrtDu68Eudr+ctySeQmqgwZ26v37KXrvqjZMn+/NG9uzkrjDHdRlLH62PQlEZjMlZ+jrq7BFQXlOM7X9IiGB15L5AITl53pbnrCIHhG76uS/WJ/DYGxoZInlzyFgWz9y8dSHjr924/mTyPlw1tX2vcQS6YwgunSPN4dEj7DGRn8P/k6MzHWir8vJSFPIqlMRRLtJ/d/LJwg9MEuxuYDUQmeSybjoVDDCPUOxhkMYQNroq4OW3bB7KmwBGBEN2nglTrlgV2OLnyCCXoisBCZdY6nY9QV1owsYWoiAodaqx7VD6A9TEJNwJ6284Z9jlQzuCAMetQ/G+oR5zXjZnBWXWG6BcDptzY3JPxKJu9eFTPGnLT7qAGu/5SUPvV/gNH4mMETRNwi6s12UCdPEphAlcxb/pHQrVMPNd7RVvbvPFcbuVxlie+UodZhZexaqjrD6DDZDBXHMn4hkvHRsvnXtJFaxhKrhYjRCStLKSKXwQaq1Bw2e+T+BidMeRPCpHZdAgZTO8STgN1Z/0KhR8XClZoF3h1E5pETg5PZYr17BpPFbXi+D7f1l27wNJqLxnnaFYd4z/3o6InkyBcm9iC/81Y5ruX+scOxzVoQpkpZYYndGmViSIKu/u+142oK9BzqeUweT9RYsforCCPnTt/Vjjj+veaojGRsPXgC327DV+NziY0M1uTY5+2zY/yt0to9RaepMYr4EWAZErbYBYzgPWHrv3ww/ZeqKLtjG8t2x7RoPZahnsqpzy+QA6G1DQZEknERzG7rv3yEWBb7USCbXiF1ulcfGWjNGVp1eqwC6zsz8dDMkKQv0mYOxvJR37MYG4ajvchisjT5oLqdB1xV5cdI0p32uhwkxGzbjWD4fpabzOP30ZSCEJgEQHgATELVpbORAYsf68VbFdI6XbYwarxCTbMMYsdtSYbSLWmvfsI+j0pGY7gTZhZrGyA/Z5ijR93lVt+331rEK5eE3TDOfYwPUjST73ewwa7K5X2lU8nKU1rQtNjvzaK2BfZgI42H9K9W8R8c5gV4jsIIerIUu3nbXuGtxUnWdEB+AhGPUMILvUc8AJNPMDXeYxAPiHYw+Q7xw+vT6dLaSzMUlWa5NApjTTklinZOsmn0R+OMmePkBJxSgZJuZ+FFWc/TcZwHqPAFT3+celVEtvqXG/OPcCUe1FQlVvccDKirmbLVSaJz10ZIO19rFKSt18gq2ZrAcKl+2CgP2vi+nZ8szuPYXMANY88X2Of72RSicCO1rrGjTG9aWo6UBbDbBKHZVJBdmbm6Vfzvs+3fotTjueqFH6AlrMbkDC6Rp3PaLhA/Zr/JY7pJdwIGjysHauZcPKaK/xjuKP87cI0k79RCxNnvdECd6HhyzzeZt4LcPw7xzc7fQ+XnJzWq3yrb3+PxOmN0EBqmerHF1hBY9sjyqkxO+h7ZMfy34pOO6Xa6gYhwCXf555kZHmOE0u4VZ9DC7WxSnAZS/ElYwpDK1dtrB611lwcLr3WLp1fuLRw0UuH5QUksv/frj/MXRLICyUirmBHBFlD+/W76zEJkEmWW1GPUB/mZz1Hr01xA4s+ZVPPOSKypimiE4w/VOjfst36W6d6PcWjrTPPUEQ53Ym5EVsynDGK2nHT6xMhPl5K4ipU8uNL4gbfi+15NMYG80pe2p9euEyydItljuqWprA+b+Oll15qIgA75NqqqTkcETd3sJrqQ05PEiBbyoi2QN49wb+hmC9XK34XZbOXuX+aBri2cA2GZLWYVwOG5UYiVt5f7HResviQdF3TP30rr/3SbLVXcyVmBJ+jNg0EtmHD13vVF0qe/hV0MNcJK7qoJcugCtgE3yOg57NwMCI0ua+sdlaL4qC9t251svh67y8NjBdTmwIUKeRqTU0dFwLJdjbmE+RSHThH9+V/7mLcVjiPOEYv3JDT9Mymw2AWYC5m6nokjUMKZKnVZmESQn7CkTi4GtrT6XoRmYHLriUHfnf4iKvmzmy9hf1pAgnSgdlLo+1P5xnWkNKxsVvMPKovKBX0FJf83VrT6RMAysGKgPtxd6WjE3UQokXH9BK151NZkNcbsjQeRcpgXxUriGZ1AFge5lyOOE9WGmiQgaxObmaYXU6+TZqR9njfeo82QdrNPpUZ6xuQWC4kFtzJO4QqUxIHrh3wAkH9ZQL9w6X2nRaDHcI5uxEX0Dzhtv8uaXkSfnR3lDgaxSRDlkwU6J9Rr6UqIH3tb31obIUK8qQ6PI1VG1/OgjLvCdMjgfcdwvSZH+0wWrT69ENMcbRCMqtPUksnMdoiMGJJ55yz/JV/Qhov5c/VnwwRjdYVxwZq/i+lVTQsk9oBU1hGRGIgz9mDKci3LQBifSUb+O9RPX0l0vAQUOIr3W2JdgScXkl3cMgx+zvuX67/wYY9ALgiRWdT3R53ySMoNQUAsKNp3vtDtNRAphI2YBFYQuiAsxBIL2eT3S4+cLyFjSEfXc5iJlWOm6Acbg5JC6SRMddpsTTKX7aXHsECT8BXezhm7Ak+PTe85a2N0q/Q8z625WP+su9LayhuH1wEhVSNcouEvInua+kr20T3oYX9C+COS+Q2+60R4zwFbO2a5M8GlrIFf9zIjtdd47Gin3XVBO6iovJynia5QknQuz9zNW1jqC4JXdVLOn90+4HbSr9MpVnxwtf8Bbb2md30nf6VxGwBKv+BkpI7mMpAGpi2T3ewpNqFk1x3kabIcgMoGqpgKCKItCgLWt6WI7lkAT7JcqOOg80C179uvA/XznhGG9LeLjv8DxuLkRKz6ngaFYcjvDHUsrj3vrXM0fjkA5Ms7ako+rnPB6ZsdgVE/0muH3+hlKZ5N32KtgEhNNFtf/6fuc1unwhol4Xt5Zltj3nHQfbihzlV7TRu9omRUW3o1/2lR4Q2rpcJhuO8E3V+YA8bUyNqMXoG8erzM/M3F6becrvSfHrW/du/0fHtxnsKUz5VZYLGdr3tx+4Clpb8Oq1PIaYC9O/zPBQod6494zOMKjN3SvMeczebUGwsFrI+85im3wPyjuIHWOoSaYdf1JVChixmW+nWYz4sOuM8QD9uQ4QEFrWKmSQlvUoYWVkJ+J3VHfb/4J8VSjRB6QOp5V5gMyzq26eF2uaq1y5TYzuadQjuQZGzsHoCw5P3QGedIpoPddqBdXYPGPcHtmSbBfawL7QIa4JGmR/hhFa6iTZz3dvZrpv2M7FOd+UvhwLnvbFPBRjYN85MT8QuO3AG+DAHxQt1wKTMMA8Dq9QKGJTcKAYpH8GVh9xwOYOdBpqnWSEd1JgMYdcOqnDZcM+wL4D/jGUZt5JfFHLPFXZGz9FVab/5KabqkT5Vir0ToIgexmqtX1R6WezeGQKSj82h4EFJAVkwoG8z6utCHvK/9lOPo/srVy3bXbgFOUdD2PpZ9udXxTuRi4ODXBs3Iqb8XAyYhWo4HQOsbsvbH3N6rRfClbiMGyf/SVG04j8Q6ruKxalITEMDNG7Jh6H8nw0MlGt4AbHzVH2MRU91nH+bzLYB6w6mNvNkwMyUNsDiZxn2TNdYposY3jmxW4oyLEIpMsYQ2LPSgvX00gvs+vW10osiLRhQcDGO4uX3UUPX+if+V5mmMufZSKyT7m/Ia8JK5XmCWqXMDgOMV57P0JMiMiaUpeZ0R9XCEPl2BYlJ9SXk4AE1EqhdqlsPnYNvw6xbcEnoFG/lowxHIdR2yHgPE9BhwPvDyptwL8LqN7dKgPSzEEaYnoxEESRUsT8u3alH8wKpkpNS/gKtZb3UoIjIED21g+WBTkmS/7Zo0KodS+4i4CFSbYl/kQoSEpN70GQbGVCSTNB5lfXQqgcZv4VleSPGo3O2zyfVbdGbp84khkIqRaywnOFNXZf4z8UFD9zFeDl+vMgCmBz3piSRs6/ewsieIapc+tzAD9PlxSA8uakxpVuJpPAnVNbjgSS6psmgt3ivYXR4LN99mPxj6XmrLo7WPpGx/MqxfF8xFDi3NVgYVEjItmDCeAAyeimdjubCeAViH9hAptKVttW7F19PuNYuhObTlUe5EBK7Ugqv3EcFC2SCFIDKPLMmyAewQ77GtG5naIzoxjbXLnjUuu8rvjzSHg7Uo/egc8ypyOcGhQLapgSgSbOEo9XEXSyAUQHroHULhxX7O8BHqLiJ416kYbnMtlI+IM9CDiiqoabiEmKZz3B8WyPwryPCm/nAjr3WGrJf5M34+11ByFHxlEfBdsQolR7xhKR+NuiWSkM4MLH4l1O1+MLG6/S6d2r7g1FC+Tq1hx7NdYWeoxLk91raTVdVdMJDjWko6TtOx8PlAtGJvrpx4TuoqOsk4K3fO3IIjSrwt9RSct0inySLRNb05fSKD7MuptXWPH5L4aD0K8W7bpD26NYtePfc1XrUg8XVLeqtO3U1vHSmZ7IpIulLeM+mdQ5oQQ1Iz4xa0tdWMXZ77bgtKrYHjTDB8M6KSdM/5vEHT9SLs/p31ZkCfN+Q0+WH1LEKKxw/kC6rQ4Syn0iRjNPOW1li+njd6gRhsZ58fa+hIPtCB3ttjNEKPE7s6B6SfIBy+Q3C10U0oX33z3S8eIsyR4PigEQQjmtFkw8d1K/vEBnqd7DzCIUcdNU8BkndoCa5BUOcUsjTOJLETWKy8pqh1dzm5JkRZV5iyjxeALbw1m6CepVd632nOyz0uY/fSqqUsKddx+xJiN1m9X/2WJdv3COQeuOlkJSZsGHIyUsHb6UBtpIIkQ0KzNjRoZfDGC7PL6XU815jVPYmQltPxer5KSRWmQH/ZMPaRw+IMkXkCHhZ/FgkOrxi0vVDQcgnv1cnDFrcQzyGEVQ1svcWYRDYHvbayF+zXAJ5OCxZYR+Q5ex2/kYAYIoJXHuSNs5b+CtIZpiRXbhnfOG3aASV7yX9Q4hA0MwlOdWmPlxHLVxGlsF2Ef3isRSzbKIT8UJZzzdm0nmbLBy7YxyEtBt2uSKPKAkBgKTPfExVjIT0HTB5v8tY/xl9poUtZ8a82cun3xZGlPWJPXEj7Gv79/WXSvPTGwNeCsu2EY+BqTnqFILoklZAxl9pjqbwGcjbbY2ncLAOtcle9zqbpBVso0pHO21oGRpJAkl+hM0kPeEduD/bfq2RPKMVshHpUy3Qw6sXrSb32jq+lWRgEvTd5nikt4joiD7kzVtFcwkCdQwhc25NFHth4VdOg3nHTf0wo8+GbQB+8rqPkaZ2RKnuhRGRpBZek3RIkd4gxyDIAxYyuPALGfsb2yx5qtP149bmqAJVHMyUU50Ka133kXDuTPyuwb958dluk8xp8ovIe1FNfkobnZHILjhJFjnFFmFf7Toa/10Damtg5uHebY2t0dQjPIlCZs+9rPNBrB994pr7S0JwD7Ye7KvD1DUpKS2uO8o3cvAX1gGgHKdc59QR7shUcM/ETWfYb2mthjDfaTvRK+3PUvIx+fAbt9EzkQLHS7DpYgnDmBTpAbsh3IKGeouMDUhd5sJucqEI4c5KmHt+5IupNYVvEf1WUuhTzu9WFLWhRvQp4YB8MivlQKnZzH90nYpBbPt4pV5C/yB0lXEJtSjzzzUkm5l0Hoecrm6etaMFgwAylWotv6MJRBc14TQKGCViOidxn1fnWq0xYakTRo0wmoYjq7OLPbY6ImHQC97D52xYtZdX7Qw00nDOgxgmy1d3NUP592HnY5ZBqFqYygBrichvMgzL/13vBJdMUYL2AYlLkbHOZOdBU+lC8F/vbvHdn6cczg+m5oG2LWO4Xs7u0oN7HpCGTP0150Thy7FHlICXH4tRJjB036pV/UYr7Am0sWLTEWlLwMXaA6PwGKmZKtWg/r0ZvSMcFWgcDpqJWoiHbzqiAzbWt7jvkVOXTRpTV15aFGIQsdPgLH2AM3kYBxMTIX+SxbgxOaz5iQaTNLvqogwpmygFTraUYcsXGjZR3FRYuppWa3HGj7uc++oytxEmYBdjHGJAhKP7tA6cCGYyrmMooZt0oYEytMKKFWtKspG4ZvK7JHP/xXOKTXyHEvgNOvp4Fs93NIMdIqBErmsSxpE49GUo3yeIS3ayt/27KGYxw9cptf/b1IbM2RAURz3qhDUxlk7lY1Qv6cm45phHsjdJEoRQvPE4elJk0ddg0Y4CIeiCkks5+6AiUismhPkWnpbwUV7kCxflV6+HZvsqjfEZwVj7KI67uHRdlXpWyRXEbNBhyGEp0UoUt7GsdGABu1S4sB98U8Qmyg/8BaiKOo91XnO3jar42dAK0fbdzGeSvMf8Byzlznn2pbBcjW57bA2PA5ZjklNAs+8wk6r1q5UYiXupwsydosToQEWkPuwqQip26jZCd0PgDDpu6BYtNbjCFE2Op34Wu8iJIVcVqiQYk7YVoBcn9Te00nXiVgMlgn1tnINrp6rXiAwZlsbYnz/NR08n3Sd7++t+jx7hDa72f/WNK76dM/lzrrQJCHuZqFFY6YUF5Q1rieXwnMN17xwgtZT+WKIvKxvOGYNY6EB4UfiTnysCVhozRRaC41Klzzofnt634cK5ihcbRs/w9p+CDh20rB3W77vxiGqLAsf1/ozbhlYZLKoC77erjvXXh22gGmcRZW9ikPHSH8EUrTFFm8qBdn4t1XwFeQVnOSPtWKoFQYDo8lifaxdD/io1jZrwp1uc23gPKjlsMoxzy/7evPXDmtMDbG6zlRCcrS14y2XATp4d2rihU3jKNIs+7ThEk4C/o1JKj/mEzCaZ9k6lPlanlsX1ReJHE9bR4M8fILV6p5IofbWPJZIXh0MmoSelEbwblKeBs0Xqde6iiS/C6oP53lN4xGY3s9Ct6BCoiVy7fEoknku1u9dkXELV+GOlrElgcutcvzE8eGwu3eQK5Vbtk9ciWcipp+dd5W/DVzQzq87TulrqAfvbVKliLIUJrUbQWKHJj9La/ppZax9EClsspv2+9zIwLjFGLMqpK9B/aV4chWQ282hQCT3hGxpc68gCUo/2C1tKu7rAf4eEMeZy6vuiS560WARAD1yRXXvqXRCBUEVjOOu4vlTnMvbIjyctCuokTIvGHRm40jx19HrqJZH+cSw5AI7PIuWSzfthTE+jzx0DWAK+dW8+oVgdMQ0fO4k9lng6OPCrDVYg3UWXHkXieWULsH7hx6uP0oEtlCTB8YeRnMuV+MOaXOy5o03zkRlnOK++N+36RGKC68X0SYfpqhoOLMMQP9ybs+v5qY8tCCPJ3QV/Tiw5fcVskCeQljZOzAhsxAwKLtV96+w2xXizIjQuTOPD6PeF8ftPM+ZmLqBKKaMfueRBxVCJLRYpq6EP8ATYd0pCENkgoiTE+rSIiWLQ0tK9Mskshk7BTZPZ6ktjBvpDYvCyjTLA/zB+a0SrFuAhnjl5Vr/e+XjMfna/q6f3J15p0guZZE3s6v2IMXe3WDXuIC1zPEohwC5Dfz3DeGu2N0oqUolmaF8xOa3ZU0LG24xoKwPbDMHx0VbL91QuURCoYWqMiF5+ZzqrSPbcatSgAPULfPaEg7duDve/azJPqdcq0qtqvhFxeLNwDaF81hp/L7NgTdQFqsByssrVf12V2wj+Fyn2bqOw6z4vaMwYHctEkLss37NIDC+cnokw9t1SBDZchbr+wfKDjerZWUhgN17Dd0rTJncc+CYf3gzjrIAkd3CsiGXqdl3qakrUrIFAHGZSv+M0Hm2y2wzK0qllIFClkmSz+pH2UcDXEJSc5RemaHc8o39r/RmQszThLQXfOZMKxcjfG9vFODHvlEnSS9vWpfY6mrzHMHEXnE1AEfNWptEQRCmAT5NrkisJdkTRBAmovbcdVnlwPat11EZpTw3IqSk/xi2PsVNyGA4uAIQHMNBfQptFbuuXRmRO/Y7G8MQJ9S26uTl1pMXqcp0jCD21i0dhkwzXPypbylxghQQwp6X2ojCegEuHWaQ6fXf9T+NSevmcKFlPxE8znoQWGy3pmuXzBtIS+Yj3Uczl1JqHLBqLMWf6/iLFYK9VfL0MtXNtaepmrl75z4e7JPNgAmch7jCe9YJM0OD3QgfS8VsZCbEWZ54Vkvp9BDQrPqIXVPvZc9hGjUCbF3z8q0efG/QsmERt0gAI9ISuTDzy5d1+sPmAX0MDShZgUwp1yiHJQe5NhJZ6Iz0vkC80YY0/Qq/07LvJaax5bsDHKNVZG7J8SqJNQVyyUk2HVpQKqMYfM6L/b/FMMiJhqNaAaq4MsCNw11nz5b/K/zo2UMRijPjg89w6QHv7QelWvgegv3+uE9gkzDB/etuHBZJ8TLfJ4QfPrPal0M7gev4hznFHvTqgBqnXWDPjUeAX+fhDhKYeaxKYzXV4acTaZ87EQDMQ/HUMPWNalCcVQNt/NM4HjTPnyfxJO1MwdcfcXnP3DLLhBTXvkgQ6luT3aoblMCT9vFK18s8u+OrrnFXeC248L5xGqdqRUJz8nXP12WefTEzU6Q+ZGGgxWmPS0B+mikf/jlKQEI/aL6bMMnGkBWGKv6soljrIKR7XmQ5RY+ZbxKo5fDXowewLtqZFeH9QyQmk7itaRILZYNivQ+/khebLnxGnqQnRnZtdVq3TaxHB+Vsi+CbE8TKqRaYeCh0YVnXobu7hvsQ7uyaV+IE8nTyB+grTcXPVCJ0yCOdYFb1O3IhrsheEuB14IlLip/kn2mjVdwoUAA52Xyp1ThCPy9bkNtfeBv7anXy0DxHjw+G/6BDTbwPPQvWEGLufV75DEGRD0NZ0oyav0pX/felyroosodhV06kJ9LIrMSXUF5sjOXU2c4n6JxXpE1oGPxJINEEdLPGxsvXu7R8w0hkQMG4e7ulIUlQeTGiYPo/qbO/5OOe+mxeN8UHb1Zhg7tweb6ToE1OVZdHTLwGBHmEMOnD2eesoe+/TANXZ49AwmJiEsG2a1G8ieehRa0mEIyWYhNoLGSMsAwqIk7vwivNpbae133kpug99vF/Hny4NJ5dGrOMTLiJ7BexslICYpbhcoVWarGvgWbuphtJRl8HzTgTD5wNYF71eYxAnzpOWMQ6C5o3hpd178DIZd+GvlXXlqHRC9mmNqvJ60tC4hUQvQ+CuoQgYwl/w0+viZjzyo5bfrL6BeYPnLE9gF5Itcotq2FOQF2NPT901wMOB58Rljh0ghFGOBn1xpuBdoWjnfG7o7kt6cvC/5DOHS83hLLUeDOouulxg+7+y/0opo5i6FNqD82WLADjjcF6QhXnsfUY/Ryri5ExcdLiY4emZkwD/wQQAnoawasi6p6qah5jNmwkqOi1KhKyipepbaLushY6LUJbUYCTsdQ7z/bEzTTeJl0j6+bopvfvL0tcDsNntpYCi5qUm9j3IZYUVCw5qSnMinAulmRlkUHnscwSId1RF9wdFU5ryWCMv4I8ekCMdqDbcRdh5hM6F7yrfcboEGZ8rgkNtsigxthDyht74DhdcJAdhDOEt9ZTuilOQFMSWEVXVqDA6T3wNDzd+cqZLOZncuilwqEAXt3VuiftXRzAyuaZYq4VNnyGwZednBk7oznwWx5lbdp2WT2943vBxpjsNhRKj6wY3YGAoAGazo2eurz3e0ADlO/mc6zZBrh5gUzP7QjdSCHTAJurecB9SF+23gTZeMyq2YXa3BTsjiNf29KRheDm9J0loBW+ovsbQIPykV7vWuo9fOqYFQy2zF6wywr3NpV7I1H9AWYMCRd+Q3J+iWIvkmwesHEtv2zfMIFH6JgdhlJLgDVWKwyIBqxN19B12ed6zc98xFQ+1UZrwjMSdszc9osy8ByBz5ygF97x4x8aTvGOX8jUthtjz9/moibiJ+i258dD5ofeecAlZGglWntGuLa1kJixVg5puO91AQ4pOBZz4KuvDiRtoRElBRD96PEuEpLtYb/v9VMZyOoo8LyPumO1qYdfko3Fdtl/5p/VNR6ZQ83f3dVNdM8s7scAxCuxogv1THcyngxbZDkFxUsWDbvy81WJYWYVnHWj51MW/6oDkQMlArSBr0JYz2SdFApvFrQ7z7seHMkc9PxPLAcN6lOMLx6tmc1Xfp+Mk9pKKwFern8u6IiZ371MwE+4zhhY14bqa8Llcx/IihukVYdC0I6YO1DqcElX4fyXOC00ZKeZGkKTbEaPHD/Ha3Vajk7bfMMH5VR96ghJytIfNLktqcI86jLVauj2Ehxmo32PP80fZu2vEfGajBox8aYJtnMdatjb/e6g65JxjgYtkihf/u6NQ0XHizdS0v4zCmILXmGwixeMqAGgGNHgrRVyLBiHf4oH4jqMd61YVBnWDNyNhAvMNDzgO50XJYPJ1OnFfauFV8tnPVgvlgZQFQEj2HsEvEcvORUvVUIWNGmwusBlAkGX5bp1g3Fri2zN1LAL4fiVRiGrNaC/f0jvYDqxWU+maV5z1/0YR8RZKWhEHTeysyohd4tgLV/ujQHYWiR7AjX2d1ElbC6dBLFyWoqLUPNABRN4qNFqKUJTD25ozF69lnmAnn7HPF8GwBWEI6R8ug6XSfsH9/DPZp7YEe55t1gP7mqrK3QA98xVFVuOAOVHhP7W0IpRHjz3fDcN9GdQb2qr00duzqNQ4H3qGYEtTGME7efpi9D1NabAscdsosexD4lzTjlY2huJbNpC/MjbbmToT78oF6+JU92fmHoEvz2ivt3iktBTvFhJpCz97/ZUhyOcsvFbcCmuPn8eXPDGIfFsVNL58HbaG+hAZ7EP3ZIxGmYRfO2v8VdCMu1aVEgZ7jXkGjiJAg1qbeFTAqYUuCJWdJAl/nnZ2SF9s24j8TNDZTyOlLJLYfMb1nlmjvB4k3b1cPGs3T/p865+ZWnMCXYVTvL9cXgXQZ45WcdP8wZuTLH7LTYzfzezmv78z1ClcNyZaeGD093rbcSla9E2HmWMhniB8z21XC0mPRnmz8dGKEXSGIPLszKzAmvb6AA6tQOVPerXnozLtUle4n9/PRCejd012eQk7uYBMDsLcHpvDt3lYWeuduPu3zKEBTJTNiZ6W0ioyFcJLAgjVEa4toBF8JHK7ed0ZesPF+Da54o/9H6QedqKzeadQN8n7uP9HGsCBIAnmD/bkzKclkuyNdtBf9mABGheLq10HvC5KPy0jHFYyyAxB1QEKUpXwUXSuNXLzR5/XkyWz7g/2WkQSaOPME+j789ymMETJPYoTz6O7eN5BkLmL2fSZ9ee46sA4opW9lRpwVJcakBR9MUeOnQzpERk/MZ13H+gV1BLlH4fw/ue9gFaSm7YQVxxpGPBYY041nsEWhs8N0LZgtJCDe/MB+vbNoo0/G1g1st3i0hRtMYfoaFawj/o+WwXMRcKHWf8FMzGDuRwvBjOap8bxX11zb9DLdmZLtdnVAU1ddeWx9c2seIlHRU1GUa/At+CBv5MHJMaf6tOmIhmGoRFM681ZPvrC996PLLhkcjdSb+bpLKR5rR7HriXp0SbqngCXaGorSvH+A8q6NzDvYx5CJB0zcHki1+0VbkBX/Agt6wOrU5axUz1Wirg6BvnO5kGlgXhAZfHsbcpJW/iFQKhLXp9MSthKYKvHwCWrbvQsUHwrzodd9CZCc1SHADqGAY0J5qHbbpVyoBwjeVxO663b/DqTDcTLWtksTKmo9WfG/x4klcvxLqgzmcd/j7TqMLG0I+Ukir0b5upXdjJspIt6VtkPu+/NlTao4bpsF497z65TF677dLdOmtv9Y+d7WEqVzbIKZwWEVqfsZmx0PH3aYRv49XZtDec9AAttG2ZWFMekfhwWBwhgw06Zi5x5n04+kqMnHC70XVjQ1IG9asKLCkCSF1fimigwlYQGV/lkzNhYuvt+UHISMzn93bDgl//Kt1IMEp3X25bdNdrX0D14+lcFZrWXLCbpA9Dup6UHnfhHZsBkdeUvcSYjCA2KU5lVXRTvSkdYeVhUoLzpagMrp+HstAaLT5FXko2BFsG6LkDeJEI3SYgCaS+bWBNjIuFvtSHUGUBgVoCkf3QKGHNa3OARp7UO5tX7ot4fSEPIsccdwN+eBG6+b6XiEoI9qcgpATKysyeqwhsQzEX6MM0a4zAVBCriOWDKoN3on/47rQkZUpbn+LiOJXCoUDFLpwmRm1PTnV4d+rWjRCi+CD/36fxH9/XCh7J5w9y4U7rxqJt0Ctm+dlQcuqoq65QkMzN9TQosVwmiubuLeAY96FGQjPZr7t+EQPtMMQy+SOA4Nm45X+Mp2ltrQHhKyVDBOaK9JWM16mAVhBYDTK4ukaiBoFwVrrP9m/bbObE7f5Pnbafr/R1d2PFmJyfoRj3dhiEGAgK/iyea4AmhrQ0QE2zpvmy5yRIoYnApVnGkaVVRcNde/g04FVPa+8M9LYvEvpciQKyljsUNRU+YMEQh2kIWj5o9W1/8q6CSGWZ9HUJZe/WMEkWL/xze4tun6qGfG/3ZhLvnzPhjJS6nrjTwG7zfYxIANpYuVg9KwfNzy2fPXH3g5CIB666D3O5IfbnTjp3yZdPHz1D4NxHtzr61wPNvEMQSFWMSmdERa+u2qZGVnKd1Qw8XG9TjB0bmOtmL+UCzTOvZmNnJSLYI5GdeQ+mHKpWgLJtpGsqF8HoqFE3ovfnTixeFTl7dYDjthcGpYOrSgJg7tZEL6IvvgzTXzOzipsnRS34urGkmeOEAaW7pcpEqm5MadqM0M59SdZSRfKgUf0xDyDKZpfR9y9oF52rXoXJRecXKMasMguWtskrZ1pPxPLixDCcKZ2O1ugw8dMfk11p7X1F/vTmSp5V6vCexCy7sGeMhzbi9Igzc7VeqvB/wGyaa7N+FKhjA6cf3LKCHvP3rvraZpkPWlrfmVc1I6zTgo14bgViX2eZyQZyzl43Yz3YbPHnO2VRH4DFMVIx5aBNibuugf3PSc1ctHPdYMSN1wfN5jMTqXXokZhn1X8WNbsV3yMPQDmYHMQFr3d0XsJXRdKIcKurt7cN2ixxMieoqSybvkdFcqWsROTfL2kNRr5EsW5Mde7W+JbmWGURZirA+NMwKFTuq1RL/EuS9M8ZhPJhMkTHovjCjVH33W+We3ZcAbDZvZkn7v0MnpnEBkOMcKHdNct1TzbLNWblUttW4y4TXkQqKaBKgAochTJHVjl4Olkh1R7ZpiVPV/2KskvqvmN6YuYAls3aTowihM+zCG4tN7F7f4NTPbuz9xfmG3trnl4df0g+TF7SmEv697eeLEwIC8ySwmzfQrYkyDZVP8J4dvREW6NYaxJuhgepl0aGmTmdmq18EQFQA+Hl3gmL+Bj7veJdgTKxB5K4BgG4o/L3FCsVBGQGacvzdDPDnx60f5Mw/XEQWoleOL9/lkYKNE2kjGoMnzdT/9KA8zFTQt4lot3T4luhZOPqc8AI0OLmggujBvlUIPQ2/YP1eexKHTd81FLZs/NRX3dhzMyI9TKCbLLAVbED+vuKja34/BEjslzmE2nxnpETrnE5+q4YvuG7skjQ6snpUgrvPBTSsbSe7O1txoQT8e73PLuDkxI2YdFjolXSjuTtjNzwa373oCgicp+A51qh+nhR+FrYh2BQ9NZgvDhWgqI5hWRf9kW6EmyNgFDKJnggC19gOI5Cg7XuLqfxZ8e2XoS7Or8i6es2RBe5MlkZ53mG81SQsx6KVcPcqgv/kGLB5QoMgXjEUFSb0nc+M/fTzrrU8F50oRPb22/znb4QWifMjecztOZ9YglnvAoVAmTZrOkIEo407Teu1CiYwWaw/DL6jiQAscdVQ4jnD1WLAvUxousP9968I2TMkn4dWCkNxKSmX2FhVTg9OiB1VMXjYWyLc6oYSNYv2zWgJEd7BJAH+VD7CCUwc6w+HcYZWjKevJjoz2WBQVkkhVBS4enk+FhzElBoRbNNvILS2gZw0mZT6C7B5uNmJY6ff0i8WUjhuN44y2YsHPlP+dIJOI6r0nz2gshlZJylmLY5oLfFwnmovqJm2Q1WyBV+2R2sVS4PuJS/YzGaPyN/sJ+VoY3rhSsoUTuSe6OWKLMPCy6MdMeTsljGga5VMDijv4m7c+idU7+nFCBkXhOX66F0TdkBjth1xNRt/hkmmMK6IaJE16OfrcvbqA/hOBpkE2dzKrCTuo5leg/xLCoeh8QZyEfg/7W5ZeBJnJefqx6zDgT/9Xe0ABxnX90OMs6dj4OjajnYj7h286Vep293z/G937GnjeT3ZZ6QCExOO9tUWzpUpf1VjJZp7D4wDzphv+ukWjrwovpoBvkBSzU5JWVTBfkyRhxFOJlAq4zq3figFLLEzWFzWAj9H9wAMh1K8D40OU4lquSCKdzs/8hsoMkKqqnw6054i3EP8hY7EaJsRh41iqmmaWebAqgS3qkF8FNdZSHEDeJKlyhTlWJBqOokkAp6Lm0LlS+oYc/ZtzzyKEN4WE7/C1T9xjWrs11qXe+A+OX7wmgk9aTHJv5vK28CVMg8iZ1DjvLGkTcVGMFPmZOoVmg/7Jo4Bce75CXPF4tjvHAprjR1dcEhIv+grZSWHmt3GqURtVfGqupuvuyY68K5FFJReE9TL5osxHJbJ1Yj4T43cFUEDZq4jMLerQJ0/xzq3WH4ylc1lWZFVENfxGiew4W1PKfk1STb3CovPUcrIWBoABO1BauzaK7gD4N2CDB6E8nkma3LTRKiduGW43DJXwTRuAksZFRUXrjlOxbuLj9vx1Tx4t8iwqw4ZSE6zccw9KD54YEfVsWMjZm/LPGcAq/KxCgwPEsy70ouEhQ57//YN2KacU2wR/EK/0b81dJdOBq3Pq46MYwLr+102BBVxjbLY6yCmHt2VC/xD8YDR4AIgFytoe1mQZgVBMGMFSjRuZmPNr0jDPzG11Yuw1RTYpD57zY75YYG3A1f7mqzNM3u4Z++2k6OpZLk9Wwh/V1p3BAN8Tljlo49YWxu2j+iFFRlFEweu2dFAI+rJBnU7qdWRadt/56kiQxMa8yN8/XvDBdZZk0nTWcN3XjeWPsRvGxy16c1kpQebif1zH13mRx/9HgTBf0r/X0hQ/lwQTo97nBTkCCiv5TMPJYnkrErrvc8Jr7cJvUZOu1gba40rxVQZM+MT1iJjEOvwpOjJIfpnA1xIlDkPcUNyusNxdRRlV2HJqMyBCdTlIXM7HH/+PTN9Gu8hrfIfZlT/kxcmSDgxBssA9xxSQU1qYyl3z9Oj44kKUdI5rsMdRs5ZlS++rv7EIHaWkkLIjiDxDmClnhTL038yG2ahVVZWMohUMm0UG5DjvWnJ+LBPhVSU3GGgw3JVl1ICCN5Hc6ef3kJ+5h81q87rwoarnpbRW9dnGbZVBwVEke7260qJfxWMhTtb6AOz5KRM5JACTDmmiXYQ3IHiTP85Yz38PeHOgnjE1peVKa0PkfHoJAKEfrzPevM5kDIPoiE6A2aTqHi0Tra+9UrKEjtKzzvyQGDatCm4zcdQUhZkEMeBZUvaAGYaIDgo+NOxdSjRq6U40phAspB/DqPeGtHsuyWdB6MapLf6Cr2iAzPY1CJNdc5JlxUSN9/ex/mlxBhjAUApYU3WpEEmo0gm958AYQuSRNzO8AGCg5gtUwuSUut1ZdAb5+xMypYvjS2PDciR8Mcd3pG1jZdIkSM/GvmWo2h9xekXMnmShAZezPq/H67oHlaRiZCFvUh6ITvkSKC3ZSuuBypP1G6HZWanynnLpe1zHTByO6FWCyT2eSuN4Pg+VBuL/3Y3wQu80hxg8zjOOOYOyIfjTvNkbdS/YQAMCWwjzaE8HG6JfNVB1AmEIWrJzFg5swibF1OB/CJftSytO4E/EIoEZirXAKz9oH+BJUbeN6sUzs2mhSQ8etDgDVGPiBU6c0XQu7feFrUta41CETKPZ9zqwlNDmCRAWFRhBMcYkQLGRywdmKv3930d/hU5oweCyUMcseiruIUNjikYAUSzc15Y6HW1kLJQtBIZ98nF8y5ggg0nIbReGfN/Uh2aLUCMBrLH94LW2xu8Dj7bicIpaKUjXz9QHtl5NAVkdTKnbDlcBRjqSWqWvZ/+/OkIUtPW60Q5kipcVrFbHTlIqUnXdHjWYRzrrVtw4LEYeQMvO5wDmAJAU1wnyLdcL6zCRet3C9R6mJ0RIg6u3PZ5lwgzkwGorNEqbgW45WqWhbcwT3LX8midjmRf8HK6gXbwlbeQcmEg982LxxCm7rKDICqTgAbTPyXcZvgFxjIHRQaiFRBxpo34/QLBuVZv2QJfVfJdw1SHUTGG+rubXVnqEMMwZVMtZb1xKKRiDCTJEicl/POXh46jn7FzBAVqtBXy7oKwoheaqUx6xw+zaURUzA1e/D/ufVTcFN/GlwoOhj5Q8avrr7Ig5i5LiPnFeuWG+wJtUIComqbcEFGHpo995iF0UYXLOg/Tz2nhW1egxnLRFaZIg+RTEtg81ydOlhje/oW/4tA8L9qrDv2VigO0FbfWtlnQNr9bBGyggivx6zVVcmrUxcw2fGbi4GOqLnDRyvHweWVsnvqd6r1Ub08QvT5kcoEGyl5v24HbHt6j3O1VUQiPO59TGM9WxxJGo/AmNe+8y6nSCWDo4QULzaGAsv3WSIH6S6Rfi++Q05yfb8GkiLV6ZlKWsOHGJ97uJTYgfcJYcC5Kn0KwgUpqPUfQr40lpWUEr3NcvPw1U24hoogE0S76uibYofMhP0Q8HiN3aaTKbNwgeruAGcdTpNDRcM7CVQnIjlzjAlZucx9jK1mQRKYSLbHAwst8mw8JNqmoBadr2bwkY8eRxx3BA9+Rx9OTT7Zatlr6ZXTAAiYayyVzAXLw/QfOQSDsWHPkX14CjD5thPgKlaCfPitrLU/1ODI5EqMXYsFO+yo0p33V1m253FNyjSQZMYYrllsTn2aaaJxDJ3NhqOdhR940mfEs2pPHwzWYVw94osAcEcEPLFjtrDU/JN8Vs0K3PvfmwABCru/JfDvLVLqvoe0sINdMIftO1lOqhtnV1tXL1132v76txiIM7akqCoXBYE2isT3Nipe1XpTsdTMW4/KPwDahQpHGnwuru4Lm88o7k90mF2lChMfvqUdw/Wme82NZGMO8xDkiWibLPKLvqHSfVBkiOEvYLLqHlc+mn1Mdf0hH/HlqPoOMma6aazi1Xj+ZHQqJQthA3sxs4bBvz1fA9dot/XjqQZlvhAy04YKPQxLKNsZWrS94NpzdTvtHR2frvl1aftNotYszrdp3Lxmls0QwQ8OgKjYpDJ9EYxiGOS8ToBTMuu7ZC6EZS65Htw+5XccvQAATNTCeOSAyfgPFHpI24uDTDm/0Lsq0SBDWRtdJzd8lhe6aXcE+vjxIKhcT/EfZtDpFghpA+hjvrF8N4NfZoVEa/Kof0kNlbyS43RXzBhNVHNhHkD20mnS9EehvciqRIIlrjUvK0JCV+cS5acjKtxr2DL8w+Uh8Dtl8hg1cj+/keKHupQbEujp0IAM6mJ6yD/KXBroYWeM4EMv5MYy9pXbExC0b4Ay1AMro3aU3dsK9Bvnqq4hEuKMlXPL5czq2AC3sgtVnF3N6mGGHJ3RCaws8AvhgIZB/tdWGSh/xMsU+sJNw8W4nrtNudVbjD8KzeVrcPTHEjYVtJ/ApdxuPePUqdcaZoC2pqHTVLQdGLoc4QOVcTUZLCc5pH5yzlVeZRyEJQvTxywy0blioayKsN5FsPwYSlB/yjjH0DFbG3eui3l/jDtuad7U/QWSe+KlpvGjzFAVpRdVB4PwlBznhGXhc7xN0EbpZSbVT6tbjE/ZC6E+sIVF98D/yLLmXhBkcJt0JtGG8W1JYl/4uLXZ4V9oks/bqePCtI52sPHQdeOI6gZWu5UXkeGBkn7JlcveYKHsIuRgtBPh2rU4HI/pw/hPav3akXStAs93JmdjwjAPmXdeWlgdGzyLJ4cHMVkuB2P/2ZwejSDeY5CROuwBpYSr4l1SVEBi7IIefrRd7WiHQKXT/FC6WNw35oR9sSPIhlYOAwKkGHSWBmV90A7YlxUeQqXbKp+Vcoki8/mvbTXtiDkPiNjRNXr7Yof1pscBmLsI3Uu6kzvvhF/mpgaO/re4/UaE06zhKj5/KQYcIT8xYL7FNEUOKzlOGM28CCKY0UsXsbMLCSDHu2KxWc85N9bT5Wmsf0zdPfOcjSoxpjpv1WEd5PLDvTo9b/PV0K/UA0/JvDMas9Ar5DLIBZafYepj375W6ZFKSURmwrvqs3xTzfhf1DZN/KtCMpJOxkektM0/0MNaCoa4BA9+GMSamx3OMLwzyngM9S2atnahmbE51eFI57T91Hv1NCltmsJmW5H1ULbu+ORmWh9tNrllgwXE/0+xVh1xL6pDbKm17s+zFiUJ8gK4GvAxL8i18iuhfG6k+bSQdkGGXvxmCPcRwCsxaWffLtAFrfJC5jK3iZeOW56nD/YfTJAFFNipIlHu5g51UgQA7dMH/iJoTOn+DUqmvx8XAxiJLZ8+yHReie+s4+di4DmC8YZcj2gauyZA5zbgxbbwJbZBtBv/yRfZ1H3AZAgOjwZ1Jq25sOYAlpaU9CiXPMsoTpB3nOeLSw9xw+oT6qHSu+/7CbiQFArRiTf7DOOglmOrpbdnrk3fMXjB5WzwklZNSkEhQdMGvTCTvvnWvOXO90F4KgQLk+yGH8BRsC4YGH+IWnrl4lAXTmc0oRlVHcCG9HUS1SA5zPrsJ8b+DSubNoDR4+0/XG2VXq0gWydlzeAyRn6UxQywGBvqFMW8btA/VHJCuidQ7y/u3CpuFgbnvy3jEx5xx4lLWiEq+q0qp8fSGO36yElJ51p3L2boJvhdRgDTNx6E9+vQtm86o9GQOSNSgGexEDiacsT46eTiuFJrqq/fTv1gnktDjlukk8I+KUyAce8AxNxzb9NE3N6Pi0zUsgtArhIuhEpSTH+xGSTHWVn9euYUpVxizm7K54mnwzGJPFe78Q5pPeatkAWxebxyeTsaJAK/CsIQCNOH+X7GgqgGDiuLQFyFoyx/H29XHNChgC78QV64RnxwEcz4gt9yh2/XD3YVVTmZm0h0QdDIziio4dKKKVaCPOJa/YGe5oH5Kp1GitL9nzBrrVGAzD64PV0nzf5klpFiFCoDrIvqkR/ULifWNVSBhjnBwTda8VnIAU+tfPNhyasv+wYZfYeOUMnW54EAMjTJgH36MEu8xD2ETHkR5gRLBC2hMIq/KQAhz/o0gN1MFg/kZx/ybimQSVJa78YgfHu/ODdQLDRDfnZOR9oLOvCSiGGGOeYqDrH72jLUGjq39JEAwC8B041w3UVmU4wC3L2SBSQ7Q+9tLu6Lrj9zrQ71qYa9WSGZeZ0uw+mU+PTQ8cWUd4xZjO8Dp5t1+2QLc8PuU04OwlyfpsKRsTz84Y4kuB3hSU2iUFSouf1ZsgikrmZcO5bMAcJi9yjNiH9Hqhog2tXorkk/n2YACGZn86Shl5vsyHiMPyQaiGFJ9KGZ2qcEWJq3lD0f1Nz7Pr3B4lrdFCJoF9adavadELQfgNwuTfNEESwgZPvaqFqZHnvCCwUfeFj+1C4WXLKlHEgVC8GrH5qPBYccBVojEvjJwI5YGSzs7s3WwkPj1+PiIEmF1E/+grYqbhZ60+ew2qI+akOC1fayWbggVn4+gEKd1GKt8rdJPUEXhexYNX+3hsuWbVNwP/n0f9xPaju+f0paxq7/Bo9xJP+b8o7r/cFnyULGKQy7mwjeT4BXSyQx223+9e4WTN9tIGL+mxHTnKB2WhcecixsYPLfYDneOEkN8i2S4DkKEU+u3XZETJii04A7By74ftXYIO7/aw+zYx4B3p2EzaKPOV+NDEwmI0EHQ6/k68IRdkSU3C/2mFk8KBvncssZsJ4xHVIyl0c2yF+JMacZlmMSx8PtDG68WPjYq/5QgC9MTkuYeMQV0u3BTH8EGOXEVyAbVEZ1FqfNQCHWvVLVdtJfHl/q0+1wtKIBJXtDgZBR+hxeF55bNxqgr8QjKTU+ezP+c+QOv1Bt4SNdBk5Z/yQrOn07fMiE3qUBPR0F8xZS2DSNeAN4c1l7P3KS37HMsasPrPXNW3yMdvp9i4AIGDp+NS9GSnEFrMRW9Mr1pY9QR6KI9nnSnQJdrNMVLXkuntMEjIR5DbNjmmsZYGO5lq97n1dxm2DnTD+/UhH6b7gYmQOPQ9ANU13mluu5OJKc8ELPpxZqBNoEcnUMEppQg1M+Q+kZWS4VaDkB0Ugd8PI0NN9J1eyOoc+P7KEIl1BJBwDoIKm4tizYl17D0TqctflqX9zDzv/3/VpW+JiAqvvDuygtNiR1my+MihihkGgP49ggkofuhPiSQhfGeZ6epLIXuUcRGN98q8AAOgz3RSuxLRnhzUPjBGk+8AIFcogdQJBZy4L8WxEEPUaESAXfKTF6x/LonJT3Q0alZBxanMlADMz+EpjqFHR6WKhxtHdFYitgfmxTPvC8c31Pbh4+PZlQzENjJROKZiAiTFKflopXBpXwXBG/8DjeX6D6D0yauQx04b3cH1/OtZCvxqYfYji4WgbUm8nyEq1ptRIm2kh7a4exWvxZ3q+g1n5+QZtIvmTuI2aROO4CEB4ZxUg9osr4zkuuBLQLjW3BXujYH8Id4uiv2wDsC/4UkfzsoxQrWANSeuozJs0IqjpCeKa9hNdOuonS+JwmtmvyxrRKt++GhNUIcceMdlxHiMTbJvZCN+SePhCxHVR1cgFP1huItUFbzeiQkRTY4EiKbykMvcQ8krx/WmXmzlrPrrNwNArO/sUoLL3EnRWxyqGXPIENNSNoGUQC2vP9Iyw54jgvzCtRtlMW2MtXfNhjHsF+yu03vIqvtlspxVg8yOyHoS9MDtx4nifDENQsLsRQ8UmavkKeRueu1Zs1i4GwXcn29H+TYlchsCDlfuzTS7UK2d1G5PIdXqyIQZXax9tXFNkLLTwIZudQTcuSYu2tZSHrWkbyRdPQiiJ6U2X4a0wN1DJ1cnkq8on+Y6lon3qM3kqHu2aLaJbTqgJu0J29iyyrIe31N9kH8wNOsRz2HHj/EDHMSH2NAVyhPYXbOU81vg/eA7wINcFfJ5eRF1/DhI39Nvgn303GMyQl9L8YmYuboFURErjMohnjST18YmbTiAn+w+Yvx9ijgQiHmD89/mjPOscYA6S9KlsewYbZSZiYITAbArvMLL9rNNO3qnWfLJh5SViMXd+fTu0m0YsvxcnGdBusl2WGT5MNQUS5UgYix7+vETXEVa1p+u5VRBe3pZXP+qSwYOiI0qopAnranVLrYGyVgiKY23awqEQ31XHqxXjInj1BNiVMnGkC+ToSzVPhe1fL2RHwZTtPIlG+NZGKkD3mzC0thkRFaBBg5aPOypuAT8ilqtFmU05ioG78J93J8blixnl9Nr7OYutk7QNXgnPKTxb9X4QvlvmMG+5glt1rcU+HGSOzpzXBEwhoTbfDGFhy9KvqM45GUNMwiI6LAf2Z+EMIvDW/3j3u9LKggCyJfTfswGxa9ABDyOtErKcVcyCiNk/lOaWV2AQw/eevgAErIF3BiDkfnw/TmcDwl107sNTkZtmYZX9UjQRc5917hYeIeN2YGhaKV1ZF5tcj9SE+pm6xwePzSuj7cIEnCa8/Awg9/Zk1sLiohpgwRWugh2g7izTSDNJEAMSfow7JsmHTVJxju+mtF2Xz2+c/fYIOoIWfQKVBD0lufWAgD/gYGn9BDA12Mw6REBMiOodtxQ7McnMk+zJRmKHXhM4s2iOH5+lcPHndQa2iAveUO31NCRpqwZNloMan851s5Eg4Q+JadAQfRD1bkPK2/khM1RCsRkoYMKeCgtEHAyn7ojFkGkWXulaK9x0cR3O2WoOCNT6tqPPBDVuOfZxpt12/S2eklA2m5VvX3MqpRKuxFOca3yS2UcKNmtZifm46SBZOKwSZff1+X7QhsXbWo0O4gDmYfsK28ioxFDIXZkARP249yvzwTBdBvmLbqFGifNLqjlniwGOG6UIp6WFzfspyjbjyEztinwuwX3MDoA988RiWs3eA2V8A2GODsv2Mld4M0o6PLI134IbLD0+DqLcw80N1lpRLl9viVhDENc1/L5VCTmJ+18n4+Z/oUk52+I1UNY5aYaBFGk4e399f4Sm/aRPCZ4WLYWrbNR3xvYKVcAhKKB8IlBI5nB/io7hOzRmbdldxS20cLrYyoDrkYHEOMj+FODgUz+swTH6Dr9Ofg/89GkZyPaiQYfN6qVUERXsELS6ShORVoAIyCO/Gdr28mYweNqvWRCKFkUOjuuJaIrq7JZpXp6S6OFssa0mcD0mLN+O9gqJpiqZilBWTzEWbWZYYCvlnjEb8892RYhq4+2oE5sZ0i3mAKVw9LRyfMkoyXAbGflRje7gzXGZ5WixWFDZ7oO36P8v3izDpTTKjnFKdzN64j4jlUWGhdd0IjA5jiSreLMIhKNfCUSoIb6oNKbn78JIkrXKdhfFTCj9A4VAxXAaguOxkMkh3K5gmV6EpVwH4ndiZn8S5q6r3ToPExXam9iYB3WB3C8GWKhipAe1mfo/rBU6pLDd/tIzbR6ws2fH74Ko6wYyXElZHLJgFYKWC5pDkaRdybF3uj9nouBXgMSdhTXNkN2u1YWi0Wc6EeiqdCt66wTzI9oMs8gEGxX1CsIJP9c/zjatb8p+F4sb4JfcZoDhQzs3XQC1PVUoAizJFQBQSkyq2JEqJSnPyH5Vs5A5SA9coz7+1s31FpvrdwIx+rzP1V8Qe3ME40TMWJ22SWg/nIilUuq9Dr1KSU5iOm2jbW14hNviPWx6XuzN8YlLHevDJzgwOiCSgr8zbbYDsLLhfEA3oRYbqdrjAjqkIm+jTA2PFgJOa1iCOl+OWDrwDLYq6dpAbE4GLo+9QJpVf0JI2+S4slGp9RhSNiUMJ1wQ+hdtpfk7pCxIcNru/LyCkRodWWxR5bml1vkPSwwCMOzAi6JmzFGRKrN19cFLSNWeNZCmko4gbzwydUbL/jj51EQSbXjDOp80b4iglFXE9ILesgkGYh3KYaLK7CSqo0AGnO95YOzV8yC1bmu9MHbPl1I6l9t+ncOECqCKQlwkON8YDNgTnNZw3/SMiazNimpM7UfwgSDufRi1TLj5t9glkJwSSv7+phiXUCIzch/OVzSgaxOKLGzgIj6ZekkaDR/u/LCihxwov7HLmfYpjng/cq719IyoEoJW6grTEUSg0NtcBE1oeI4XIWEM6kIjjebU+/HPi8SGbhBgoorKXvZJ9yNKxJ7ccCi1PYIMZVso1QLBG6jcsrCCszesfMuILrrvUCOn0OhJ08x/RwXlFMaONC6x73OCYYqEWDR3EdH5i6LUD5DOgSL18epzJrnvAxsJzZlXBLLQ4pp0z533VAJ4qtPK06EKnYm/9cJbpXYCkDa4EefWRUwb9Ff5fPpGEQgmS2rEczW+LWxUwDGTeffKRTE+3ROnj71imYVeO8iKsirUWj5+9tkSkHyS74iz5zYLRRXGVicPzddZzVKyUMHKYhOSJzleixgxLqN9o5JlQWTJpC8qxQEqMGnZuyz7cCFXIEUNe1C59qk0uOCHWkVQDSoHFIymQFruOxnr+ub1T1jbEqhis8ZRjJy2TSsYEfsJBRwRnivsZ+uU9DGRgndtUQJaGdf6YMBKnjPRSTC4TXKjXVbhlA+uqFdxjYGj9WOS7YCObYYlRZ3SX9YkPxajihjxcHnBV5WyL22i3bCdzy5cHxJm8+C5Dxtd9nSxDOFmxdh3p3LqGmukWR1SpaXMBDmkU/y57NZ4lPrbojlXBrqBPE1H0d3hqEYS2T5asz9F4+t9U8dJHiUMqfiSkph1uzB+kJVfnrnX8a3m0haRIzHpB5P7WFVY84OvkHOm6W3sDBandMOoylpAhzHOOW4jqYdx1rfsduxF4VLh2x6g97zmFoMTjErhqULmPwGLTCMQKrwOAjWIRD5acOjfGIHhJFkGJE+RKB5MISY3+jxI+5h3q24U8gxyFFKadf1V9kGgCdoyTbxcqQWzs9AAmazlvBNMNyg8FNfrBwaIsQN/HfW/ls36N9JjoV2H1Z755wEUw5/zIKqu1DFmdX7jHnt8Cpc6hnNxN0Vo3tNQ5AxQXXfy3LEjVZBLt+bGDxtukeuARdLoLiZYdB5B2oE3X8If7Z8a0q0v1ZJ/wIDF00x7NQ8WLJytCupckv4dYl2ugEBaqi2SZxU2HL+AQ9iAA49NRez4AOezAifgGE7A88BdU+/6MFQR12tpOzSIJQ2Qx4gE6Xk6n5f8qHU9WfaQV/DDsp8gtfn33lBRE1PlBEQsnK3ZKzrJ1NhKIlzF9slctz8M0mTAQKKVNNuppy0LLRpIfqMC4BO5+YhJZuuCFXIp2wUFBaglRcwqDCzc8CO8ZiaA+sG4Cw27DomUuKX/INSlL8eyV6FQfLfsnW18iOkw4htTsIwyur3IYZSQWi2Gy2nlZjml4bebjIy7dwrQSlsXt45W0c4tLkWPZEVYw8YTSmlc/LZ+e0IaT79bVOJ89GBqSqU7UhKr4RBqbyNeop+vrjd5RFy4u6a1zJu9u6+Vc0IKubQmzjewGbwU8g/xVB42FSiphWNwrhTq0Eh5q8YChntlOir4RKHJsuQ08UXdna7kEuBHvBU5KGOAoMDyAqyjls0aIvH/FjHG9WEhNh4mO/vH57dcYorU5rTH183cOWHmiZtUUFjkyfcYOJ/LmjVFVUADwRCCne3cxf9Bb9qx58BvVHYNUTJsJMlTZaZOnUY9o3KkW1D9/W+EUU2vPM2AnpkBBcuK5uptR6A/tlg1hA1qN1IpB/NU8hl4kwurARoBTTTgiEUfKKz/iaEbxFEbRb3cUA0MqzCUuaPfj3fl5WX8FTkRePrAvweR7zBkhsw+kCsM4etWjg8ZJ+nixzL39DFMzpLYquW/HPp7jirwbcevWzpfwjtLSEXqSquoFApOkScK64dUtYfdFHlZqk0bOH0wMMiqZn5l+RUKUSjmjFSlEVrzaYLpMIYJLRyQME3gj+4if5WsD8Tv4eFY63dwWDX6MTwwUtLx8u9CogTqgMImH9MWnXuADoWKgwsYtMGupIPnmayFreNK5ZMETPwPSASHvgxCry400GbqFO9aGWceWUvLKjpDFG/NUtjJsGbs3KxPAjL/ltN/ctMU4koJeOs56dfyRcumKBeLpq3FaBiRYbhuu8qvvjb2KB6KQXL3kpLMpwloqFpkEmizJIMI7Yc8LUCiYO1AnKHSkFHgxUwFbhwgL77EVgOGgUuatYLTrIFnVU4xIp3tZ27PG9luR+b/z+UAo1GBCNbyQEfiVmYOkMW3wTsItcdKyROd2k3Fo1er6qUw7XF+XMqu3Og+CPtEDSvIlW59mZrola4LkG80DYwx7EOEulKmsQr7U5OC5IazrCp0ha8EUiJK6YSf9SSyUOI2xAtK5aDvbdcyVZflWL5DTAoBtVaecwJU8Ed4KAM2frv1bDbEHAc7vt+4372yInghj04MrkOZCYBozbLQ467UbT2QFJ1z5WCs8Y9hWATCZ2eHUdJo7y3mRm8Sw7mY41vQZI3sgrTvwu9T/+OSiybnAN4bYYi3dYVAY9SrRFIUpdxacpQFb+FpaBPPDiOhYUGSkIzkXgRcyeAEIGFRAThCqZREBNITP54CjYi/ayQFFVHQROsyojRbAkbbvQtHp3+5VJ9V9Zh3DQC+P9azOQ5jYV5/ifkNecHxZbQN0pqS+m/XtJGTLahyJQzmmumueD4tcC9zSBGc95XVFJ7R9NA69Jzl6kqSbk7VYjsc/yjY8ShkVbiDh4sAjXCLnoGSh4UFoEphaX3SpRyHrchKQkuXKsKrWJ9ftMXeh5uivXEo3u03NYY9KVIAT5XA5aowbgu0zcPwpreFv5SgFdCTax1SHKUbA8hn/7fwjOG/p06AFKoXqOC+vaBP1IhtVqv8ckJU4ZL7GgM94gk6Z0uPFoBZiVABo9w+I6dSaY6eZBGwHyJDZo+YCRNduBF7C4+nyEofVRwzxLut2WXPKpVUBeMloBLH4aW33uzU6CRRa3HZ98JoxWXudb+JCS5677Ws4Or/48qLS8VI/smINWwr31qwxgkGhNYCbvcF7SRrONjf8Dht2LM9cKQhk8swx/9QsA28rWVhe4/DZXUjwLWNpUzqBSxdLAKcXPXmiSRy3OFvLbGuw5maLmVap/u8Tn3hYL/9M+yA8ICJOckdrVv4srIIywwm49hoiao0bEArd+RklTxIXUCbRZzNJ4KyMXvD/BzHSpAD/+MbERAmNf3hbiwvkyg4fvBmPpeWHLmBXXxdRtptcsn6WyJLE6xU7zI4EGueifiCnM2A0hctkCFgjABoBK3Gre8GpJaIQR7jAo3ZWX49nJ+sM6dXKxxcNMaJso8KcGW0T3TFs0+FMGV8QU1VAg8mwQGnZv9k2BUGZv9VpR4K+E2Zzejtbct/Mr8JaZdZdGnKtDMY0CiSycYy94Y5CX8a17f8D3cAPDMZ2VuyiNpkT5chw77MXWMOBLXS5DlG8FLhlD5KCfU0qZg2AqzjBSC5RysNodSveNsrH2DR79Z4IvjGwzdHQwsWZn0oPbarXYQ+v+ygbWEGr7hkKhfUjt05HHNxgKErf6EYOgul+9zePF+cSSep6E7QYlSUuMNHaDa4qanscdFBFiaEMatUNWvS5vN8mJygcUVT7I+IxBffnJsxfl26b1o4Aze70UadB6RLdF/Wkvv7QwOzT5U5VyAsJpebLo0S0pNy05evJ/lE/tel8EKSlk2+STGPSHiG0+ZHsfJV8ZBsKQps6o2YSPQM//7YbekdmuWvSPEiywPPZgR+WhPF0fo+wsBsOICBddRt7EMzvKur6YQHWa85XXtqmwNB63ZNAF3iV23najc1E/vB4znEM82Le2dAjmKQwNlcXTG7scgI9NimUQNI9hoctWkYkbUOGSbsx32jyGRn82+hCwrtVZnqiZfTEhK7pww1J4slLhZShDCTtf3Tn6T8dVvmBn58/qz66dx+ZPG7ky3qn7nBsybR8IbIPEKzo9R0RE9HTkmyhl5C66mPxgOVjrrvbxUcVtobyNXb23PjCKMLMNtES1HZVREXrajGqdXBvZLtfREEEIZ3O4jI31BX3eVVdohD81yG6dzsCT5qT4twjXSpcE9RrWIJoj1WPe9cfNX6BW0NufXK3lGa8f2QpMKew1o+jMEa13ntmZHa9vZ8AcCBq61fRjyHdrz3YQ3BlyxAOEs3gzV97+XXDs+dopuZENGRWpiykYZ0CdqkgqXDGQS6uw3SVh2FZW4jB3vDl7dJR+RyIYZ5fTJXndhWz2oSX+eJgYymcLb2saHrpLmg7G1rXFBSY1XJVUnpbBRiZGvJ2oF9OA+wMfb38C6ysb5kyff/qj4LdDMyytqa04vIyxWCZ/QB/DR6s2SqDFAMBtkqQ5OxbbKHgfRdRsP78Bd2tEo1ZAGn9qLbraK6qqYtcdcNp6Wq+qFdguhxAMTje8LVyvIqMAkC1M76MT+ow8D+CEdMUyJwkf312ZzbN7hWgaN4ECPlipShVZdVPGKcvJNDkJ0xFU40/vHkXehgTXxSqqMTjOXDa1DPPfhhK6YyroympMCe7izfoA5+KGeXnRw+B1/MgCE4lqUkRYZDp/N1NMK80FfakUPi46UYidAALMazN2Y1ZSybtoiG0MqZ0lQaPSxuq1iEIjKo7SXBtVGo+5n5W7QnoPxQb8Ju2jFsNkk5tsO7vh1CFXJF9uheJeRED7nXdEcbbJH/9mN1MCCwJWO7iMR3IHT3YkvIcO7aB9CTTvoOGQMvJcLakiOZKA0/oKh2tDCE1ye2tRfoCPYirbzizSOYfpt+9jqB2piuuQkxLhrbmcxr4K2C211cvVqWuJFNLirdrXNb0cXsl2Vj5/Mb4xsLejPZO8mG+FdF0nlppx3QkALaVd2sSoWAFfdKo2LMKN2U0Hm77Iqq98p1eG0xJ4l2X3uIOc0PhkX9bJrhrB28ttzvVLFraOqxzKc+QUb4ckmRqKcjIUleTsria9/RZ5GtNhJpqDKkCIZuQ45PHUq8SELrVmRqTdZ1C3MrBicMj+AwoiMSQR2fT9Zk2PR04xyCn5B6sQ6BvXAOVZZebWeR+WuZfijjk2X0QqjrJL3b80Ik13ePE5Vb3tddgWRiGmDl5BPK37qy5tGDIA2Aw0Jc4c6Z3I9KAjd5zgoRkDOJ7mCllRrdynfsCli/caaUAAWhNj8wll0NgJ/ShDRG2wZytfu25aVp6mmAm3q9ZpoSZOm0X2Yq9MvGhTRn6yEdJsKGvTuHm5LD/zZ2u7Uuz7aa6De50Vna+hb7fC0OCNZci1hBPX5ckzkcA/HTbRdUZxi4/B0/odYX4HMEhIjvm8ahvtvW37+6SHQzcKpmeLXgRf9wLavKWkm1AxSP5l7rlnuy5xHjOHVfcZ4Jk7NoP7kAqWMj/zl8B1kK0dkLsCniDlq/1RcevHWPJ+R84OATQRYRWElwdOj0h1pLos2Zdj9CKSJt0e0qHwPvIhPQ3t2bI9d7A/CEIAHoGPDf3uBe7kbekdG9jqWlB2SgWlqSDS15XgWFn2NmWKb2HIFDd7weZeF+Xl6fS+JppM5NSQ0i97vXgaWgowiVJw8sxYnD1be8HP4lkHlHPQAQjpgpe+SE1PTh1nlzs92edWGdbeGuvJDIb2G1in/KeKd+MWTWFvHMzTaR5k3g+E9JkWgtHA1jyR5fNESUUXdDOau5/w1cKcdSF42g2AexqNWCIYcq+IN/oHyuWwQBBmEmOx7VvdyPTdWBg0aFaOPsF5zjv7ET7eROL8Gxqx75fXuw3nzEnnty5soyemNwuyK7iAYTCEQDoZ19aYSopEZtSCSjvRasz6tECaK8itjIZvXGnuuk/8DkGDA8ICOz+JfTKhU3VDQP/qzt0CsHQMenOgJ+w6d+u7noKQTY1/y+SeViBvYSdzNURTVnE50A5fQ6k6lKZbjC0x708SPcELKZV1pHSycMRkcGfeRScIsjGT5YM8tpqGRE7CvbJRw872uYASlEotLLiT9e1NrabvWRHfJTcunyoNIpie8YR4Q9vRdDSLalrmtYhHbE/SY/jAhrpncpkJPgUek+TTAgfxo8yQuw2Ck5CkIdzoeIZb1s+lmkoEDTHJrT7LfWOv9IMfqwTAdOAObtYs3Q5OgXFBYr47gKaWfB7ZijseC7G9Z63uKARED6wkMyjihVExGcG/hjgbVvpMFz7fAGs58ELgIoEJSXII9IddZ92twQwZBrdwStbDfDAnpGS4O7XJq7qQgZFbWBZ2EZYeIP5OQYePQ2hecam9ufa7lj7WaYaTz8sD6mE0KeFz9jydt00YM48o35TF89iK8HMj0xzbxi5gLs8N2sFEQBepOC+8dKaNV9NCFVNALKoGjnBzpb984Xh6GMaimfKhmCCZJAD9X8HA/CrGGpNdcc1RtSU3nFTyniTqiNKE8GBfrTmov0oiy90WzKEB9FtdkuErR5zjtPydfXmXAL6u/b5u6pPspiSV6ZpIorYA98lS22teMFS11kSerfN62zsVvBKLYa/92RwgurZDl1I7lo19kolcfHrhDi/tTlZfopOkGXWTOW/bNlblgCSs3Hoz80FFVPuY4DeoWAGXNEQrE4lJK9sz+RCzmw1RxjSP6lkgRaUomRQW+Us/4IAoRHr24/LbRJ1CzF1Pt7q2LGg0evn3AZABwZL0cZgx6a30ERYtTzoDmUjbecm3ABlPxE7EGoDZ+HLRGKjg0Xp1q9xcSgH/HwCon78S0LaqiCs+89UmzXUuq8fb4CvMwJIv9+0xyrA9RBK9kbN1G/nOtbqkr3w3oxrbXUdqjAA0BcCLnl0Fozh2zaA6LKW4HJPV8EnOJ2lRa7IMmI4ixFVyyVEap+CinWhecP+nk3yr5JoRlh9RsvC2Ode/r8D6gtsLxkDdcbtzQu5CjEkKoR2nrDXNdoux8ByxhUrD70EPrd2AM4Aq4XoC6e5NXsVDJ8Bq1mim73sy7n2xUki8M6U2qJs4I6td/ryeIbs9N9pI0UaOMYw11ZnJJMncTqiDfakg4AKUFoqnj7nTJRH4q4qxaoViiYxW9TZBx8O+gO5fM1r7q1iDUgnUlux7/8zxgzLoofntimXUOMpLKdptebolISRiYIZkK4ZDjaHIG+aQJVELTkspWl74xgS+vCqtf0yw5O4jV/Mx8iN5el6d16psAUi4unT90PKmV6HNZsRRedfCtMBKilI08NZif0E0xGkYBcUFOR9614VHUf7CVNGkQYgfTTu8qIULL8xVv+tgc+9pZXX8koYcNs7hasIG3ggDTbRDX3NUuCMiGt5Ua3F8KPA9Yz8d+YtqyyUUQfy1X47yqBMOdR60mjJLZYPycB9ds70IiAhAJu5Nc6h4EsEcP1higotTIfwmrLENWLYFRMlbBtYbbT16xWSRJaf6LPzHdDi9WNv8QxBNp3EeRrrPJCAL4SDS4tP3dx5ODDsZZHQp1S+psE0uOpCz55q6kN1LllbKIdPfNdUlx9TeQGUcGm5zs9wdLGFMY+wZ1gZhVsmMtug6UjiOl2KLos8Se1/jVg0VAelQwHLvrJl052kpFVt/jaz/xPJUR0LnHLv317UKR84U6BMe6A0Y2G8NG3ksRntIEUPihaBRLshJNpiZamdz/NgpEgu807qZUawmfsjS20CEzuXl5BVmn0obKhg+t0DOuFfH92VzLBOcB1y+wPijhz61YexmzIJlKLe1XVyXK3ReHS3hNC7PnoJxljwqH8L+G30AUjX9SDQRmhP0QQnL+j3j40iCJGfjmN3WK6GiHTuehlZgpDNp6TdOTVQjvMwC0RZKMjYPWc6/ChN1t/lwCeM6wUmtkxPvmdfRcHmRs07DYDVhxLgcJHW8dPDuzWyqW2O0qsT0nNz/6dIBfRjXwXM3ZwO6XRVYbTzUgr1cSxP1X1yXEjp7vIt0nXEnkhMv5E3bt6L4zqH6UR1LTywdqBYRWHLvI8prWwcqUiSFKQbLQvuwktGrlB4zu2ICAXlMKmuBl+ERF5+42RMDnvfG8PnhUXlDR7lV0dUiLK5PqbQu7A3+AbVtOlE9DwJbHYHso7GXoikcHhRqGhF8E0OuKvUJh8hLXgJ2He39ljryTLpTVMQggP+eHyZoi7QWb66qBREL6XfMABTppl17wyDMU7lxlt5OahB69mgzApGvuAlxJRLFFXNX/ZKXKGt3c3t6n5lsTZH0HYM/GQ/3UcVcXHtnDfCBUMN61RkuIPf7rX/0xLlom9dJRCW4vVLy/ZMwa7jRee94/WA+bxGXU3qU1bxz6ACxzQgOmgfUK+x1GpUqs9RPvST2w0isqTgQC/ixIAGtIotJX3EFYvQpqhSZcoYGNPy9TzLyiuRbGVUwCzZFVmVMvHew4Qe0FTT/LYIeHFgl+OXuef5ijnBeDkxLLb0+qGj1o5JzxQb6uWOHadLr0AlzbJbSbT6CL+3H1n+l6I2ZHh4SM/8rirV3kaGaS1i18ttUtbnVrAGUZS/IL3835+VMuN/WEmiQUshYBfwbO2PHfUef/Mq/GJUl1Dy+dUUcuMFaZCNkFH1ggUAvC5O4FQ3O0mxtlfs2rr6m9qHbS7Js8GpAGY7asgZ6Xy/PqW4W6IkBqlqvJbDui7NWlNm1C9lG2hGqQqcH3WYb+YMiw61AyyGCOhLj3/1DE6mPoMM4rRIpUL85YswdUkRxBRQAQMigPVR4Ji1YCtMe0sVX1bSm70M7a1JZNfEHtL26uWJrxxX06dIrN4Jxe3g4xofthwwVx3cXW0SxXe4SNdPaAYY8Rp324j/UZJNtTyg1f+zpl/PoufTn+D0oTbe1wsL6NjeYPhiHzh+AC3zF7FFvmUCd0rTSk6ZocGwULbSEB1wI7JGngn/mmOClLTfkgPY2Jpts0INjMc7W1pUMcpfT/b0UFfr+QvN4ZpTpQOfBA2laKzn3Q+P34W3Oajdng3fc/ufiIQWvi6ld7D22/tiH/a6WTBlZlkHOMxwgl2KuOxvISR4yT6yJgqUO9PplWnTA/KjQ6KiP5Gmn1Cl/eX6elqcsq7mmnrvBcxvU2gv8tuen5FUxCO8PnW+SmN+xWCRvpTkHcAEsnMNL2+kWlZ9HK2pYWAjDwXK5KQJpNpIpgh/T0tWq9oVhsWV72tdvJ5cJNgZkvU6yCV38KElA2Dr/EP3VguMFxZJqBPvdPPBxI211ANmu/t8RmSLC4bVvG8B8xQnUwcmz6L32KolWaPZI6MEx3SaF5ZwTxxncycj2SNkneii/7WY+RGwi25VCQjWIhkYKm69VyPUrgKO8cPje8xX3MyAF6j5vQMemaUE1kM/gsRaUBkm2KymzxKlwoTJPmok5Ah0n5Tiu+RZ5TxDi0agnxkyLWZeQ+GE4x3AtT67YW6SPajbgIy5BBkdOfNgZjMUF3EorPR4FJ/KCDorhcEEaH4CdJhTXrVSQIF//s8EVL3ZfSPatPHKNAooQ0529qq1uhq+mX1RBFu9k36odneJjvic17KEbc7UYF05e1QeHgpZBoQeaC8JQWMo4vc167it0f4UTAYlsNju5Ke5w5sOyw/oRLMim2Yd+Z8ilkOobrXoPPXu31EartZpBAN14gFdCVCjMRhBWL12ckuZ0lGzhYOhRc3l9rlkOzF0hav/2sTrsckHe2TZsgvRH1LYHe7i0eCO23PJWlc/AyqIgRASNgVeAr3fjsTml07E+zYJF8/UL6Jq10bsWgIeKVBKa968fTCRoc/oVqOPxsi+Rihbt+m3sfqZiBNyQ9poBvD0ty3rlpmXkO4g3Wv0TDzzg0WvuSNEF63CTubnEPG6/JlGIZZsHsNFhTIDRz6mdQepexEGWNxu+ug/kyf3lfHpbVWX57DL9h3nZz7TTfMicGlk2rY85Bz0QPMrCDQoln/uQeZj9PDO5Q7ULi31nEVMPGSkqzunXgF5QzOTEsVvVGHpWLIdEMFlGxDz1LhbkJMxhjz3mNZYZttONCZ+9v+n6wlMcUps82eI/gAl8/JLZVnQsN7GXscea9+3etCin1iyLF1ZPorZScSbQPlqfJZDnQsl5hFX7H8cdeIWWX6wYBHofEzD4kkziQExp2SmVVSu4QDBBq2YQtq1sA0B+Fq9tWsvdMd/lVdATE7suZSuHQID6rSl9DZ9oeKLpJ+wWw/2VbCSMZHTFpOJjpgWZmn2ScsbAw+qdYh3+6+lJWKrPaVThI2Wc/FgEicrOJ0vgRwogCC+TlJhKYMlGyr1n5Fu0gTD4Bq+hGr7OmliGzQtWt39NuRCgUmq0ltapANSaDrjUTP8gCI9E/I79xJY7eZ2EzqtH//cAHoinooIz/IJlYYjzfUvA6OAUu/3FHEjAa5uFsMc/14zldq2BVJFYZ+KQL8OE4Pm1ItpLhjz/BDqUXIUjYVKK1Oa0p9/tgshL+uLtdWuAuCWJA+HnZMdFBEuV2IMdWpXd/3ejqfjvtTyXjUngnioNxX6NWbt+EJk5gh/vJvrOqYaB7Pjw/jDfm0/U/vGjtzrq0k+j3BMWJZHfnClFCoP6c0lxhzaUlAiBE9347QwGFfEbfV6RP/fjX7d29EgqbUNwRp56nOWOaomz0nq6Zh7FFcUq+UyorBknGchbeILBeYql7aTLsiYaBJcUVe4bBnOAKw1EfKpcDfEybv98kD/VjB0gqEi5+Pu65QjgsxFIWBpgReFjX6v+n/WMmEYnCeMiC4XNSP66UtmDYqCk0K2whR8sO4mXM9ljzjq7yQD4UcEeKS0zEllZEbDdZivCNX5Lz/fe3nUnSXTgIFqAF2z6mmHQp+rfzlxD24m73vH+FDTUFsKG7G0hObb03eiH7RNCNGqddbzNspd/c5B7Kqh6FZTJQCrtnX3aRJYvRteyp9KtWqoqQx7ZrcViEQ3oiILlZ56y3VUTbsZ+aoMRYhXVG6ZErTGRoDWJIQIW5PKTflEs++Yi3/wdgra9ZOKePUUUh5b+SXs2BQ5KKnJDxmoS5DFiL93gFRnrEHcU80cqIWi0AnVKaXdMNvDFDcBDiuZxifkYM1EAVb5R9c4ALrVb+l0+tMCQ/5s4bq5YwSFrCEXSFsHO1dKs1KUYP09PURTcgC5cpbKL1WcgkXQ70ixdex+2yw4J8rjD29uOzWmqCZCV8PigYqFbDqUqKWZBbKcNvXTdRi8bfbWQ6j1geZ6ZUfZvY5iLkNevepSC1wt5vJnN/a1o6oQcloxBODq/Pady1fYJQd5/ee98YESOMPxrsHCniAYRCJduWrknVVbIv7ZcNtLqvM1/oxox4rpCZSCrBD6bvdhPVC/pprGzGLqoC6g8AFkc7Vky4PwUeAg6fnbuJhZj2R0WcJpLAEZZR6/fNzV6FARtKd+v/i8IbQ8qmgTb4/KEofiM9UiiIR9wEkhXnb+WhvnsOTgJq3CTZTsXg6OCN+7IjBrOQIdYoHZ9NtEuxSaONkKkwZitVnA5iL7mXZ714xMfBp2Zv9byjutsIDNpT5ewIi1gOciFIXmXObkFu65xVVz8ugMghCjTTm3u0Hy3iqB0xielKTmFcIebprOgSKwp6qd9sPhwiKPnKa4jfBaEnC8EGYnFZY6fKTGVYQ+0C2uyK0wTwwUs2QvgnlPMW84LcsdpSu1hRi/Mjoi1jyMAH4t8tMAHQ2UBFgr+zxfM6iTtRNNFHCGYGSQ1iGj4UmJtMr4VPDS+2rJcIKMFAyc83UxxVNtg2nAe3j91UEVaQTNcBwrOCmhsdJkfYRa26V1CCSsJmNC6WMO9kqLbqGGFll6aRMvlDkpL5cLMfhEFuwjPf0yrzQHz4JQI2UlCY/u4pcqo61O/Ief0XYCXO1+q2WkbDshO0g0PpcMA6VW/muZShkBSHABmDUda9QmG0eDTtHLgX4NbBaQtdhniymiOzWxq4ddPotoA2VOIZ/TY8jI/T2Jnmco91u0wVvo4Fdx9111KB+2M38u38W7yCYQjFBt6N8icnkQZ/imL/Y8wozfdH1SgupsBHlwo9G7pq/iRsWFx8HQrY+haBYfB55MrltapstzqCobOnbiJ+JdBJ0Ts19nhZgjVF8LY7cSDS73n9+vbhYjBEOkRNlkzXvSjVqou4U2sI34X7FkmIH1iPaNCp1Ej5koOrjrwyqX3gH18sJ7FU4KelMEioyKuBFZ4TfyHqZE1FAq+sLuadSnmepQLyhNyJd4Vr3Y/SD1J/XpF4NX53yNooAlMe1QcrznlbipfuQpO8tF+X0WXUf4/OPnX4iNxCePpWTAMECewM72LtOnBgHFngFv6xFCXjt2RneEoch+rVckCtWg9GC5ktPdeEeyzpatnTKlm2Kp6TWRcx8IYR8dKJtyiJ5ty8K2ThOmFI8UpLCBFiIUhXhM5IWnGkS1UxsgfxouIV5zC6CzBh6T8ndOn5fpfduWgLpEXzwwE97urD3r0Nz2thIlsLNFl/zjHluiSlUFcRX7CbmXyKmGMEoXGbe4r8Vb1297UN/NOueCfTXej+gbHnXBf3QcC7A2SSd6yDcnLWi5uTMoER70UlkrQ7DCSfY5upgukpVkflxcK+UBebXOAYkX3qnJb751e9//jisDE6JHXzVQRH8qpTLufy6E2/HbnXLsmngAmA+Pk3pNE5jLPhyvOyUVvqKCLIel9ZI1SBPu+uxtQ2bCQpOmP2JzRF2Xu+pkKVCCQPJz7v3JYN6KN3uZx/XSLle1XHEFzfquUAtDR/+KN5gvj58AEjOFdYgqEIKn5WstHqsHXqD6AmThn9GpAgjWOgqrRsVT/v4f1mneoM+R7R0d+vprkhTofIBc7fpfML+01jJ0PHCyj64iQCZhGm58I9X3IM2LYzO3jXeVrDxEYK3YhikPV+a3hkwbA7k45RsilK7LY1Gru6yODtPb+GMq8MapwQOqiYJT+GSAn1+LvVXKkchVeca3NPIhYoor3rAx5z8LQIBXVvKAmJkMQv46vnvIoF9pUGIoJm0gfYd/DfkYF6mj5GXOAEmdI3Z6eXjk1/rZjeWk9O1vQzt3wqkPIuaPXVvMoWvkwbEUOPiAbqqzZ6NyQuew79sjryHBIMEWSSD6ApsnnvbAcuMuej/8OKwM3HEJr9fETUWLstNhdoc/nqiQBBdlgQ2dOmSjv4AThP7klkRKduRGAAOaJK6sz6vGfn1WJw1+GiHdI6AYfnIeqUSWk4gJYIU3xTJAHn7ND9XYLQgSLEQ4mtBA6sF9c3hAT6rifNKrBDxyi1sn+9gmHQovzZZuEJQrTIaF1K5wIPBugAKz+0iQ9rbgVmdcljEHEybZIJAgs9dHRfi+Xro8VFAktBGx4eHs+uHHh+jAGSOB3t5uslqGRrU1IvCB0eb10bcGU7bpMt5LU7YrwHvnTiqatD0/+jLxitzf3AqSxahDSHROwNHWtcpJ+QO8+QybSdDKA58SDiYiXBtkzQEF8UC8P49pTli0eodFLs0qrZTccsIYdebTgO5bWPjcfR+Tdna1YQXMunI0BK1PqMUiOXxdzyZ7545iA2hbV+VXzCcOJPx85bVlHc23FLbYDnyi8VbneqzzKIkfF1zwbsmJEKXQJBx0FnLQNathW6ieukETpD/hFLjp7pXIl3tqji5hYcJw4xgsdZyXaMaZ7ylR6NgADFApRd+p586IXGwh64MtQTzv1GvAfG6AoNd0RNqET9XCbH+qTNCvqbYuIuQVIvv4iI0jTl1lU9prsaEZcRozmu7dut6atkcg3TuForii3WNZRNPpjcbTDp7jkWbTSf2ETMNZ4e3pKql+CKpULe9WIIoIehvQunNOf3y2JVG/JUfMKu6FjwT1ZTJgrrXNabs/GoyVI/tCMycfHHBjMCd210oepeE5NGx4MG+S4/54l1VW1jG50uX6R3hiHOdUDr/vzM6JYH1pAURJlUeCaii+cmPwJkoxMdF74ZHUk7GFwEPItJRGI7SyCj4NqCg/reuGhLtvmKGOxsMgtvUCaymxqB8NAk9J0sCsAO+t55MmFmNj8JsVpUc+KZ5WLa7PByApQ8vcRGqwsd3sO9cYRhMFFnDjA9kH0XFMmy5opXzG9I6rG3yicfYUa2bPY2tIEg5qmRQQhJobP/mYP9/yBTe642QpMTkp27pLrjwevoPTfyS8XGZJYKo/mG6zG2JRWlFwM483cX83HxReoObygKD3erifoEzgRpridBLhlVHMA3M06/6ZQK2bwMMDmVogWvGJNc7BVzEf0Izg8mr76lc+/S7aFpk+KIaetQmIybu1FGnHVKA4vByr4M2iy4X2Jpbw/e4ezSnc9ro8z1+Px8zY57QL2UtKQH9ZlbYB/iUku1aLXghhKQGA6/9b8+z6VLF4VWty9e86qM0fKhgyIc275Bp524D5A7W2VDAPADEmt7Ch95IHzSTX0FoJQ6wzPQnp59oPSlQ7ruSc7W+wsdCK38b2WC+OV2YF51mkCfYzR6DG2mCQCHFDmVfu3y1oJF8oqGjZVTqSOXy9/Y9U1xW1c9XFacjknBqjp7Kfm/BbkiI6Hq+X3XRHQApvakEWcQerptWH2b2CNyYH973368IVyEisOwxgbC+7y/vQnpP+n0AUIDAlbq0AJRay4HgqnkibbbgSvpy/ZsKYhBu9J1m3Zn2p+Nqy4ZjJO1A7DIlrXz1RoyVr3mjSaziJLiifnCX09qbqXwKBlxGqaf/ucSWHWX+zWDQrEAIrxf5KScp0bOThfeB3nPIsKW6a7bwZgdZUXQW7Et+O4khG54WQ97O/KaYr0uF/Mx0+UNYQTGAXZ8hdzqdOs5um8L4aYnWY1RAYVtMgJOlju1Sm+Nl2oz7RAnNsUcw45Oq1hNBI5q/jJIrwksR9CIpsBHPOkH//yp2KVr4HOYScxxPu18sLYmdpaHjnNx/m5w9DPSNq9W7Xugq9LNxb3dXpgys6zgnl3jgCOTAU2Is3WyX2OzOf1U7Da+Qjz52MeAAcQwrrhdKx8w/PI1rxs57/QG/TPHQW1ma8w00r4N2kHSjb7Z2cWaXZJfhjW4HF4dG91DGuELIAAbC7z/VpG4/4xcuVaOcDko0obw8uuueSIWPDYQjMCnL2aneqSTm3/bnAd1ZFikI868IlEsLkTT5rfZ+UaIHZfTyALfRlky7//QUcqfhBLMhYF61KgfnLheltPpWuPHSh5yJ/z9ozBEYHTF1AmC5d5h/5eBJw7aQvr0dC4UTDfG6VlasYsl8z5jp5OomHZkrxi5SZRH2agAXsYO1AF3IjTqjdrXBDdc8b4XcBQmpjaR0J5Z52GTnCT376MIet9uw2FfeL51nToPp6oFk78ACKSuyKinCaB0+OwxOygNMyAI3Ltv4RWihQ6YiiJ0lTBGxwjSijSvAzBwiEjzqfawMBQU827pxyCnfDI/uE0vChyX6vdqk9CyeqlhjjgL+wO7xJxDVPIUPtMJtK+chW5qf+Qb0rw8eBEakNWeCpD8aOHJADlyndKHofU1UROnKBTU10p3Wwg1pGnMMMUe1Ok6DzfwFHsYpUp5NAAQe8f5EeNfRHpPSMPdKaXRpjs8Uu+D4oFeQgo3xj+XFhjFRVgKSxw8Wm97gP43GI27vW05pVdfCNR9UhyacMZxmCSHG0LPPbY0lxQyCGYh0PYCavdIKtXNnaSFJcFIJKAurqP55Oev+dsWR5yJHrxsEwVDXA0ZlBtzsP+tTg/QweG7+A3afS2GrU96He+5WBoot1ucYNX9TIdFdfN4XDxGWPkHppoiE5/Q96DV9ChHYyX9FKy1S50FQ/zaj7IL8GCYAvyY8fsEnPpokG4KNtCM3MbcyVfzEyH1iKm70PLUBHrFsKtxO4cJKvkRP+SDvUV4+ofi1P3hTFfLSoq7AFVH3VrlMy4ZvNnjXzggCU6OlmqwRyuT0y5bMlf5HWrf4c/i3czBfBNY64+TGHY+KAvIJGNaDv+SnUi2e3q4Oj3J6zNxbqYZ+f7aWRo/qF2zYzfpf6WlQsjKVI7IgNydDQy36w64iBHte2Vm40aJXSZ5pb3lTQpe8Js7EhVhLeMKl5yI78OmY6AHpmv03LAt6eYrXjw4JZSCRU+4N4oVVXw93ltLEyegbAniDrFdqxXnI1f8OgIJkj24KyNPpHnD0HeJEgEONYOfi7sBmA1lIors9X+1MIJIIMzVO0cnPSwD0VhwyWtbMiyVyqZnQrQqWNdG3Y8Rly8lRztCTB51s6gnbVjDN/GtE51xuG4bnQhGkKNZHlTZR6LcXFAUqiA6wTRwtBN6RE/tS48sBZvE7yBC0Xk9KxU5OWpNBmRTZ63S1FpdtecJc8/tHb0VkEH0338wW+b3qmOE/Y6IhWj8VHPQ85aH1XxQ10Jy9q/hDtW6LouCmE8n6QnjbnXsE4mG2984OUG+1A/eERtj9jq7OhFhNCz+jY+tBi7F+JpUAfFp14ncaFwgob55JBvReTG7yN4S0ImbpDYxPvECw3Oj14sQ/myecdZPlIFOb/FPOqF+c+7UvHegnr/jhqT1vQAXtYFhxfm+F8xidk4iXMST1Qn1GhLMag/ntuopr9PLf0OPGzwPlXIuROvCyGYeIxKvrIrz0cWwphQ5kkCHlLX7+JWlYb02Q1uTyyLfe3cYHjua2/z/AAY7wYAaGOkWKOriE3V9rYy5XpUnj8gb0X9zy61aOsdxog8eKDnf3cieap3Bh8/fpsUkBc6jOcDjZnNK1fLgBD2s5mU5Ew3ZSJeVW5HqbH5RJDpVY/A4uFtM/+Q240l1FUdx3PfLECCH+067mPzL0Xez2t3ogrPhLfUfepEbmNAtcZv8QsKOzSgTCAHruyW7bOcj+79gvRmvTKcxGplUxeCcIXI+pPYzcilnMG0lR0GxcjVRF75pSQBKV3JTmlT9nkM4EaLDunmueKn5mYI4UvymsO+M9wky2X6SMjEbPCX1wzF2yWhnG9tdozx4jvsW6tM9dep5jsgcZIoAKlP2p1q9DSG0e06rgM/XhKKMBysJ3moOVHmYq8Bc7NMU3SogRW4Tvn+xL/TBvCG0suu+UEolOxl/KQyd5UJkpyFgnS8Xla/+XZMRYT0ePdBimhdh9wXmOFp20tXF+AaRx+UdeqY3iP5CV/RgXVfqQxcxy9demFAZPtToMR7oLhRmSPktSiCkUrMTfOCYxdTu01K8eYJ5H+H4/jgs/YBvhDWtLWw1lpBUmmDFy9MsNemzyQjPivJuAphpwDTtj0s2qKanAuqDK3WFRZp16JskLZss65gTvjTtd++hY4ycpawHOmivxOYvlXDlKEpEFesd0Ni+voC3kgNvlDXmt/S77RUCbQYsQFRbtj3AftHQnnuVx5YU3iNNSE6PVg6LgXkaraNffAT95S3Ms3d3vjEQEgAzY1hA2/zqBZIzvZGZIGy5wrqUJNLHqxWes/OE6fYBCAI6qq2Cmq02z7noiDRaWI4J34WIvy+ZmOC0cMideVlm1IuQhpSpEqckopJRAPjqPkC+a6eXafdO6TKtBkGr/0yKmoI39crkpI91QlzTo0kpX2EeMCZEH2qyl7O8B8eOOGBRatDdOKMhqPDSMubH+CNRQZkLQSO0XSi3y4Bv5TMMBGlyJjepZuR9mONZUIuJb2HNx7Q4bkF60WRx64IglLa/bs+pDpDTx00g5TZaaZaeEWOuVdFpYgkrblhAqBn2c2/h15UU3mIJZpjJ+dZWhIyHQniqgnrR/EHQUvsBe8m3+jFktH9kyVQ14LsoQ/CrD+SKSaxIm45CZB7570gTIolcb8pCsqEdKf77A1OoAbmMNNJfOe2FZLl6H3x3Tu6x0jOIY6NnA0U0vLDSCnXqK0n8oBqKhSBSqQuvX9ZWxoMr0zNlNvr+ZyZMwVZQ44lyFoGAhpnbD93mz6SN7wLJsIf1qCjQIJSwndZJoQ1nUOI1TDtMdnqxmiR4FQYEMd01rbEEawy5mhTKOStIr/+0hUTKfNHnpLwpUtdiS2vbT9Ir8dtK10gea5qE8EKby9thaqBQ+50HZkc40Heut1b/skuncQP1fVJnfMRC8As8bJ9uJMOsBcWpkh+++N1Sp1Bli78X8jIklHzaXbymAbPwb4W7mZeHSR2Myu9cNJYDwVVAIKzJeWIn/22NOWFxFHTSzEi/YNBEdZgIVIpepJsU2bkZzHHxCAD8RMgmX6HEkRDrf8Dau3ewkp8ij7M8Y1qsvffm78f88kKnqgO+GD1iH6wWLFNuDowFXDmlDZcw72z0E27q7NpKFoFhgSTuSGzpFYdF2S8RcJq+5mJFZx3osXeFvh+LZ0ycj8WDHBBxizpvvTIrEQV50jkq23CXleiJmCI3a2koXCew6v81aVb7fAS1lcTenv2bJ9avUHp7BLgnkey/I7q8ZXTkVjXI3Pcym6cGByWfQXk4t+X2hUtHX4af8KBbIYOKwxnO3UwHyRIhFwXO+GQrnEMZ6ZWqAbeV8p4TxkOJuLRPtxbAgQIl101L0MKRuk9nHuARNQBk3NR14AdTGIfa2XIfslWs02b3nvCd5LDtMaC4SuoROliqxeVPw1oYBHoiicGzfc42KOY63WsuU8m93+3NcWUGqlTelbw3O/A4WYIPNBO8AX1Kc+21yCr5ZM9ZDXfYKkHR685sG+VIcviqdRCTJAujHHP63evNIkpZqYWRx59bMfxwo2Db3dA+235a+gTDsMUIxF+UGqeit4MhWVaEQvHNxhTtN1jnHpebwiNY6DUGCKkaMjN2tg4zbLwkHEzjFZIvMDZj5YrkP8SLaMzVCXJHAD6pOVs0VL3v/e7hn4CvGr0DnFZ5EARryk1E4A1FlDh0gzIoyRzWAfeIWSUW4rMHXQMjs33J84C9Vgrouo0jmpvul+6NZauOOZWT0BFNL6QcWF5HXLcnajWrxSVsVmcSAEA7Wp2X+yt5y95QaZ+XYA0N72YQ/FN5KXa5lJpVPXcC5ONzzVlMJ/P0wrQT//Bp5aVzyGkeeorZtBOuoJSqmWKpqwWqC4miU9ZdJmQnr/MgXFTOjQU6dy5BfM/UBroyCEIze13nxh6hKwVtIf9gI0OKLcQFs+huXk1fiks5oBDV89EZtTuKk42/4vSi6Htt81te0cYn4tcAI68qsUaZV/uINvXI6omJR3vWOgZjIA+8wW3yz7rsk5VbOaM98Qm9RAQNeyyIuGT1btle+2HHr8n9aP9tsPRvSrjF+iwzgtzDqpE5w6cyPSo8RmNGHs6MJGze8GPxtK7LNc6eKQFyCSKrQ4CahSwDFdCRp9f/4u2CPbZKDJRrZji9wNCz+ZzO2Rkz4Ue80ea3oW3yq6TIYDdiT1G3SHOnl0UnJ8FJOZaMlWuTylgESnQ0w354FFTqkMcoM03L8R6U5ouTsEngUD+pRspsax0rUJkhqZfKRVv+LGGtwu22vhi2VWpfORwf9VijrsQs+kepV6HyC7+74AbDQQhjgerdJ/u7DP46ka7epvAKgviv4rxBvoe9DObZbaONfFx5hoJvTBaTDSmKfJgE07tg7RKOiZ5wXQK4oelJVIrrZb9k9pgFB5EQlc+cxhKx2QhnRkz+1w9ybpalREPG0ngzUMoAudaVRjYDyTSUgcdYvqXTvGSPk5CZZ5g+SWAHBYY+s7lJBEtPZ8nxWx6JRxCZbZ25CkvRadfKmuicX52QCanMgXCqWDBR1uqXztsNCfwCfPdC97qHj8Puq2YV20I5klIvD4y/kA9Q8KfQ3XAkO/YPJzs3KEQXotEeodK+q6MGZyeYNVkEaKqnOlChFVPgNk4p3OnPt4YO+pHIqzsZ4uSNqirsxa/WjAOWTUA9pWKagJQKy76lzA3psRrrrDFkLGuCDTiukqSdoJc1gzGmR9AVChWmC6M/M0QKlVy/6lXYeO2ZoWletpsEqIjPNmajysmJG4A/O1axzi9WS9jUVy3YRfvmbwIWOJeI6gXw8l3vZFuHfP1OXJRW8Pw0PuRzURfvrAi7KkPBgJDxmeYT598IN6Wi0JQu1wQ8i9nanzYNSQci2rucsC3oXGuD6ZcoicElg/tQVGoodWJYkCUZtZE3I5SZV8g9W2/Jzl/rSgXJk0JImX20Hl0e8S8k8U6uhyHKZIz5He05AfgFC+1vin6rXazykyZevJy4wA7zkQlgLufxcIDz++6Qv/Gw6EgFvsLJhNuulyXBgWwLWgsI7zbh2mrZFG9ucBr0tFP/3uNnrcBhYZJEl8lIbBsa6i+V9hB/RVyx+8vksdUTuoDxGQzozl4gt+0io54flJTAQCl9mUucCL/55L+NtrQyH8YjC9+nyI+L9myOhjYZ4ONnECYEnavKxl5HCxx3yDpa/H6tTmcc5QJ69KbHqiaZL4uLk4uhWKWElTFOYDlHaExqic46EsKrWx/mnkju4iDrdAom2+tRVQWHVFpLvRMCK9Z7fTd6ZcOdkF0s2WeWCRaD6W2cyPa21/hzlA9KGuRVks33z+n1UekXi8QGjMGCYDAkVARhaAFcdR+fL7VU5swB2QlM00+HVdfhrkYowuGJE+ru3DWwn6AwZ0Zf00J96ypjubihdX22AYY9tACHjYOKGQ/R5fUz2xVC7O8CDYIK8WDTaTpAX01Ia2p8R40S27OIqliOh7GbOGZW044iP8ENvU0OyVNYpiYrDVNUZbnQVHJ+JeVJYL1QULy571nhe6H/ZB3vUGuA2KoMEMbF1Ri5J/0M5UOS4w0+aRpxMRS6ZOh4Yn6rVOaucRZYG6f/DtJVTLJ5DBo8zUYYo2GC3vXH6Uj1wxlUnTdTfh5QNhK89/59jXf71dhD69FAPF/9R8juKRmTcESp4oN7k0GtcB9sa9ii/I8knYOmfq4tOXRspBmZc7pHOQPlP7I1u04w9h3w5GwtDU23+PlO6+2zFjkRYi3PyQeeqpieruE+IMfE7rKLLe/r/1RP7uxnuY0h2CubrC2zrXx2I9ooQpJ/PKZE4ayS8ZY8PoSRrfzYf3v6MepKA+Y5MRJOMUzfZN4bGXf8YIiBZspD76hqRX/QeN4O4qkfETVEljcD+vHrCPDZpt/V4DJZkm5c5jT3813MAsQx3ulz5rRFdc9F3JmdJKpX3j4h7fQ6ffkeAyPom468NR0BIPcrBnF5rcf1zmKfigwidyWO9suyZ3JG/uXisbc8hw3wLPeHOH3FNQ3VCmAEomRf+8gbU+ir/xvKm/mwmJmEAo+holPJlO2VuVlfGB6fzUj0rKvPFumQTfkGvSUIPWcJYjh8U23lZDyP4ZDErPpR12EQZbHKqOUJ5vpfjBy1lzxodsHJABREmZ78Tvp4KF5nIMGHbif8WlPVFYB6d+FSUC4LMC1398L3LAKuycsO18gR7EkFY7PDi+n+Yw2nVjhb2z8G9E0+k/Uco/mw7lNQddfmsU1e07/8EpXxw9sOlzIix6kVH70EAsYDjcOTOAKClHSNOT3K/levSE1vCdJo636F0v117LZNZ308V0unFjQ5b2unW+znQtoljSIdiKnrzjsIYQ9MPkwI5/x2RAfXVne+1vssEsn+WsH3sdorDCs2jiQ4Uw/nsS7w4TPYBYq4JTGT1f9pQoAm/l0c8V5q1t5DcOMv//xgxygAvn1GaLCq8X3ORgeMsorHzasLKra/69VTqh3BXSCBjUqZNPzvtta4bYy3ag0g4XbTvzioMjVfoalBz2VG2PDYhO26pWuQzOQzdmBuMdapUlEqEqhU9BA/nj62QLtFLitRD9PIosZIRtEYToN2nNyoZ/85aqXkggIwq6MkCzNrDOpE7JG8B1DxUUfIu793SkPX6kQf+fd06MGun9QfYCzIEA6cb1zZh3jmGalQsWUIy97/NJ6qVkQ6d+Yvnq8mMQqaS5v7VAePWNZoBdB+UIlnTvREKbmCfKP3nncWsBTZFp/FcuF88WrjuLkzsCTGnlefVyC8C1HNKGZOIl4+7pfQCnWpguv+tuLa6mhGW63hM2qSN8o92E+HvvGCyuCFJEdxEWujPsvh105naBxYmwYE5jgyEoWXJYzMZP+fnwwMT/geTkrk3R/1bL/hGfYC5y86DxWSG/2Ii28/+KJ4xo6LcXc3rjp8ViEyrDhSlNcAZjcaMgL+LHWH+jpx0JmpvMu+8LVpzPo5Yu7XVQ/xXrlcCPDd6X18dmN1cjy1AxRPYwOyt1SOqOacIqilQvSdWwQaW7GQdhQ0UC1Yt3m6/sLWyYlV/fFDQXO1C7a3iq9zQFqvil/0SEVdjuuK8HtCOUtjEKlZ4wWYSmrf8GkPtfOAQImY4lv8Wf9rqN4UKKQ/hoPMTQxr7dDjqjZaB+sjq9EOYRxRK0K7CDCXgcOQ5HjdKfKviGUwoGSdYqDaGo3KO/NkSxeguOmIOqIHQleEXdPXWgS5ot5CluBunI3m+kIfV+tiiKstwOaR6fLaonGUlOdHXBxjVQC8jU4W+teRP9HgJwbXwsrlQtMrU0ragmqmYk7CqSwtE/7wAOAs774VksedsH2BGi3iyif0euNWjLWaoKd5m/bAWRi9Ecz29BE8VD+W0QdjdZFSXhXHgVsbL6TQuazuKNcRCwXqT2on5jPyb6xE7ZvNDD8Wf/1B7A9Mo5EualqyjTp6W+yexpx+A3T9ukz7SR+1i+D9v5TCzz2F7yk22xU1kV1MHJA8s2BT//GCnojHp7+17gMH8doUhf74ev+BZi/V9+34X70P+DyGNXygmh41Fij+Hfa/huvLfxDoYIvRNNO4I28Oz0Ao7wZ/456rcXjMojdM0yipihVf4Q6/aOlR9UNzXF0Cc72tGsK/j6S0y1bo0bvvn/XRcK5pJOvUI32romaVjuBSGifDGv91YyuQPLaoH7oQs3db35AY+JNIGb39WKwyqHWiZEYZ0un2LYZBE9humVSqoTb5dmLS36LWjJWMXxqA2upl16snWvcIJ/0R3Id6nz7ArLW+KDncV0Xq+Xg4WVJCcFCZryYFifBvBb/kB6atFJp//dV8ddirN3T5lOPsMuaK/H6wz7UmFwRCGpNYHMLYmlKEjRSDCT5WYO5g0JAsZSrvPsqwiq7VDBZBsIlk2vGv5jCsFzr5IgnTtulNw6zxsDv9cwrr80bz3viF7lKQ64wnIrfMvW4/6J9wDISnSb17OCu2MxytWxgLrS/oIz/lEN1rwGQTPp3QWUKyt+fBKyLBQRPEinB6AgCcByu+z6FmKbJH05NUPTMU53EUkfm6k92ZsQ+Kpc9584XIT+cx4C4n67+t5PfIIZ04JtgKaYqwi+3mMFOxKLNh242xWs977PlE7uCyq9uoiRKjaDL0QrQniXF/lnR3cYA9g8XsUcveWbQllFh+osUQNIBpRz2DgpT3L83sX1Uiy/2eorDJss0Jo1oYg4GTxvj3Jqt4eQYsYx/EJMJNQn5S5hgS1gpdOg/KvqrTddW4TQ2MHLNm5MOcmGqLs/mVB7gdSW142fUMpZ6ENgo5DtKhiaHoEGDlgiQPAmSwu9PUAfCc5+6v4O+VJGrz40uf5658Robzb90nvuRTaE36eir/9SeIQ6V2N5FFxpHsfeuHjIWxGBrCrnS6gWRn3s+EnDVP5Pw4/TMea7mxPhq6/F34zytkevr36enD6urr9GHrNQWXz5AwJ7GNIKoQGdj5ryZxoIeCBKmxstXzyx0gBuf8HCw275PGSXaA4yXs5pJCalamwd3rPfKeb9pEHiLT23xmi6bNfcaS5vX6oOwxDxcD2S7tAQnD2NUJEMxC6gqDewvpW7+g8NopCjxbPsYaYdRBI8n9NZXj2q5qgpbxI+WHImU8gxhiq925MQelvma4yMGMeckvop5J+J1TMCoDVHPQDv2pqaxx2CjbyGPZDkhULwTLfBpngROEfme4mVd7bAubttQTAa3avoR532VfHGdGZLFfQ/8w/2pthVVGQfsWUBLml5cNlVG/cB+ECLwLHqThi+Nm40PEn1MJah24dHOs5A3WZcmDlMBx50woMHI+txpp7hVJjIeJX+eCo57JtcO6eZF5cFJuyCCrIcyNu4kX59cs/39KjlRsyJdO798AvFu1KZc8OOnyuM1TgSQD8eKHNQ6kO7y186whb2nfbrsYJtDKT7Ta7Zz6hnLN71I3p59zYFrY3soyV0vIeI7n5vef5BM6PCyvydTBbe+qQ+q8OdhBqPFMSCmA/dIK174XJbALmioQ9gfTVztgCDTm5sp1cx8gG1jIn3qYCib8rUp43LJhVfsAST4kRUA0grc11UVahPUDdiuEADRBt2EJ2NyN8EhuMxaXr1GBnxFU/QP59/eaR/OenFpWnFAGuviACGQsHydXKNMPhopAdAdLPaR/G3GdDh815/z/41cadS3eumWNERdTLw02pZIWWVbt0p96QIBuXqd3ddy133x14941cR57uR/lYvPTtrqqKLLQ8voijPXYiS3UWR+MFDk2VStjIHKskEP71miADFhQR0M5fBq9qtOKxRB0nexEPj/8uBDZhDNsjPBxX5Dx71zJ0qUzpurennk7kK1G7NK1fo+G19UNDJXLADH3yAXpx//v+mtZUNKLZB19NpWc6uNVshWRBOf2wXwZhe2nk0HOFgSmOdJVYnRjStBCaDgrWlQfSTZAaf3CyHGPfFqmfvCXarkVKS3A6eyAVIB14rhpRtWt2+MY6uBY6nkqS2TxPdryJakl4gLadJPx1vDy6mnnVDZ0BKfgTMeBGcsz+HwdVBHmnHzyeVsAgDgHYJtgdN3fx7IUYyTJ1drQ0DqqNyq4seTTAo+/n9IYVxdpCpyz5NIr0uWg60B7x6fb8U5xKK9yorOLk4w5xHGEKSnwFXcphton2VRSWkcp9Eje5v3psKmZNLERY8vwG3ymzCbIRIpAObDMUnMXYmiwhBLQnGlUxUbzTJX0AeLTar+/WyZJJr3kUQCDQR9Ywl5jrstHI1i7rarYj45+QKOOY32DpiZyiqNdVC3DF50XlGFgEbYtCXmg3OhsbSXXsvcRt36q8BtIH5aGUX0PPhONbAMWzku3vyRXWZNMiAV4FZUfWnlkH+vE+nuUZtG6rVg7sNCp8tCr5fp0STgYuRu8RxK/L3zDSN7W+CE1yVWcTJ5HOV8TPo1UkvNWvsbUxA8PXwSNsGIyP4Aa9IQtQdrEWd9BIkNrOHt45i0jE04Ureqe46K7yz/y6R/c7wKKLgI5Oud2EhteFwushziPtWb5eB2VaqOwV/gQI5qc+Vd6wQ/G1ddNZQ4lHeQES5S7S30vlAjo6dlqjgcfRQojJniVZu6rHhEdNi4TJAIc7nIZN+kgPDiqISqczlqKUQdYaFYgsnwu79zttf4lsJha9jd3kuoJ9Yi/C2SDwruitwvPIW/5+bUue1ov0S03HB3JKJk8AAMtEtA3FYnC+aolI+W033N4CYHyqBN04KvqQutOQUgr7VMfP0thfeW13EYhwhbOx5cP0ph6Zzt0Oe2ZKq13bArijIk5W0EijHe3dfZuaFNBW5rX6NTeC/H6soekJ0bkYSqEni77k0KhXs+92IBKiWGwo6nvUoQLIIJtkwQcnEy/UDH8zIuFntxdPyDd/KIks4SJHaPy5keP3DrVrOGYkEV1XgKLnXFtZNSxtDvJZxjwL6DbQXM65Rc3f2hR/o+WNMY1NiEuE99RT0vOq5wMk5lP9KwPnT5/mdmDdW7VptcLZU0z0TlVmZUaIa5ANbLGVv+QAJTpNOnSZvn+OYPAqtfKd+1rV8X5Jxam3QuBWEfQ4570aNSw3TZ7XBXF1Vm7P/tyturKCfHeJRjXck9P3e7awTgpc0E1Vltzu4wcsYhonRWgUP0Y3F+u93PBx+hvCEG4PQnhuJVAVUUiNqcs/moNIp9prR+F8b/WVNf1B7Jcq5vG+GguhevBILSXUUHkBqyLI7iM8jgkMK+1bvgQpvCigcFIRRsDq5p79E+EBeeVAy2rlj3SrAWVhPmGSQ7OfRZDr3ZLRWZW2ZScGmwbxYcnoKdLUwxomgbMBOFCf/tDiLYapjRscOscYqLtE/20UwHJ7hApPplGLCPuFe2/oZkC08wQ5i7OOxiyd4UxPyU7CvZZR+M6wF6MD2tUfYtZjOSmoNyxh5kPlNUl8zYEk558sM/ie7ft/j3EYftoT1PNnAStAt77JJd9ia2udS0eaIKU+kRddqIyQnf3dCGdGr6L4PeMsXPAdvNc8vAXbum+YSzsAkABmysa9oFDDj1luv06smKpAJoOw477sqh5kTaGCpGTnSaFR3fpoq0Mg/qeju/cJPEnNPqNl/5BEcApzO5/tXxz8bWz8KqkyK2eOcGfzfJc5y20CC/36KL+QdMz5a/ErGadgbVUAId+9Xaz0cinwLT5TRA6Ieny2rp6zpU7uI5/rC177a7EWvrGNbZ+z9Cde+VHn+snm2PnVGqj92AfgaA0RY8UwaRKFZBIX8S5gav+BxzHdcJ9HhK1pLVM/ab8898XPeuXmWSXbXFpbjYqlbe6xBK6EadZuK5iyBspXpTQBzlYTmvSxs+gYhIPiNu2STAaI764as/R2joGf+vHk3Jx/T4BM7skVi7W5BvkWBjjI8bLrom7Wo8rUQeaIe9HDOYfUIbPZnZOpk0BqSWDENXuFosRyN+nhvmJBNydRxtwIARYIRABcH7F1Ek+ZFloAV+9jKsGXK2HkM+lK1L2f0bmlVzDw+gPR/F80DAmcM/uNZ5xtp4/HW8NVDYDbYgBb85XAqQQJzN55LdBeaJJJsfuCEIveBoMJfh4NEUKBXx3giEbD30MWaEvsXp1Py2SE2X+lT4PIz769BamvFuA3Y1+c9yIM0e7v3EIwZILRYWfx3oppvBv0VeZetRJmPx69n0KO21OcokTarrAB41gglZk/gEBD7iTFEjOA+qt63EK1wwaPYUHLOGrC2i49LneY4G6UDRZxPxeCQYCR0EHfDwgCbL3JhhZYFA7rmZyvrQN1Q24Xb0RMyucP3BQsKdH4Fc7hNh8iyj7FN5p8w4jpcQb8hTHMllAeVzIhHxg8R+atXyB3lmRcqwig21ViwvJ+NAmvxDcDUJQq6vImxEz9xrAZ2MzSSURCKvFbM0LquPIDNWiKJnWu9q0/LbU+csccQimb4wiFEgnF7gTFe9xqdPmEPggQNHRIxpw1o26jsey6+qBSXq9m7EZdjLF59yOjsco4kc6To8b72KCCulOntcswYApCkEdB+Dr6CJa2yi7Hl+a79uUPZvoRnlZhAqbzMocBBSqstoHLxn47g8YLAAIEswHS/yAcIx4DKp8qbXeeg2wiJ/Wic18irZ0QUL4YG08fHcmka6LaVtHHk/pj5gxEFf4gjBZIgIBsYwwVGqg1a3M8ERHcJlH5MRDSI2yoNR6JzHBHFOlR21CTyToojO+U35gyC4fB1oHa5FETzvP0a7YYl356HYj4yup9A+pMsUKyIixauIkhgmrSW6jYw7lpkGutRMdTh1AzNaX+ariF90DdkyYkqu/ofU5TQrSlU7/TZ4lJsdvCT6izeHMYy1LwBwyGK5Lg7NlxKRwX+7Ma8PAerZKnl48DaO1L43pvYGXlO1rwXBMruhaLEnHmTQtzxYbL2TEI022nfr0MA5XGy2/dqpVGW6TT+bcEPSSjzDCI9Q9fvjHpeJVXSNxKs4yYs2hkmO29lur7dQ9jwJtIKYffa4qItprZy6k3b/HEdc45BIMSw1Lw5K65kFG6nt9a3p++52ogRvF+CrhxPqvIL1QRtWs6s2X4x56QfwgmeiEQ+F6uY5jWD6CgjC3AVRxbg/LEbvKOEqI7KQ6YngS0W18l9fLpoP1SuIVS16I6I/lvMrrW+eLJs+VvdNRWRbQVu5225pmg8KKX1Fo1kzwDsn35B4i2rKgTxuL2lWW6YEGujC8ehwhg22ebqEXmLTYn6jV2pIBY66rBvCgE38WMJ24AWGPDhx48Sxlyjru1kFRh0T5MXxmTLxWwK62z/jpcTgZ7l5V+e9M6WB7KV6LgBZ8SGpxUCS7hDqYRsW7X4Q4xdPCKXi/hXa++a3TVsPmgqfw/A0eSioV7+0OaZjXFKGi7UA1bRJPrT77DGXGTO8+L4wNLj47rWd/HHtg8dR8iT08dd7LGrRdSBjECKyVQI/xmIPS8n8MGqxzqFK10o6SdteGpwdeGsX0eCJB4Mb9P8Ww4VF76cnMGk7bNkZSF0diYCx4aK4tNX3AfWh7KsUuCV4Oj5eaSMP3fdN3fz8Fd3Yh1z3cZgAsia28V7lG5e8bmVoFU9h8HTKFiKIOtE2TWGh2/l7FYijyirVtbEfqe/7UVzb6OhQb5UIYRICn92BMgFsT2DzyBzDP9QdOOtwr3i4VucIhmQXD0HWkjppEhsPD/JllOwjG8BIGEm79xCI2TJ5OlXyVUZdEl3GYJiRCivTpeJfGieW8SMda1JL2hQm9Pt8TxBgZBvduXipC3rqj5pE/u4iLXooQNb99xDdb+wCYfLYOx3+QZ34JZ+ePzrNHb/P9Z37wbt8UeP5LfYdwozxOqCtCYn4Ja4b33NMd4fH1KTylPmTeLOLtnvi+KsUc3P9nfSHMGOCtgPJqW5o3g0LXISkk/8ekRqobftwNUUzhKs3Ig6O/soe6dHNLkG70raQaFwp67abp8XfFwhbPuful+YHybX/TTMmFxeaI/GLthmSfz0YvtKE0hHt3vuqQhFGSOPEHSJMTHzPYHikVjHMNX0dtJCjB5nY5vwPwgAXsLeDct2GPYp3dzO7WQVas5Ugd+YPkZwwXu+q+68k07hXfyHCzYJuBFTC5nRsS0oSp16F654NkcowArJwfe9pkl4CGSwDUsF8bvMIi9HFxhJTKst65WQPvgcvUWwoZJlPtpivpPKi+1Z1GKxKOX0z2rcfbESLMfsnljEVxQB9Qx/iaxFkSsxkRclgfHvqnn6KR2i8TbNptFxbIixKQ+yHFzWHQXmbTOMn96MqDTXA5r+7N41HsSTrAmR81+C/IUKg2iA4sE0LiKzXekLbO6cbixSQuHzFz6KTYRc8DWyKm7b88hgXlf5miy3Wh0xX5U8KhtvVdT63s/7lBbt10sS6YLHHWwO3iM3L7ebAyzzvWg+cuo5vo47bncI6uB2s84+bTtAZtZ+KXAT5Wj7f6VfCES/7ItOmclzh6dVV3TJQHbxHz1Jpx/3KpbwzyTWU4zaCf3od6Gr5F1Tj3K1pomDlZ4L3wdN+wH/WwT0iQG5dUmgBeGUhJbHcCYbFhsTMuFLNDtBRFUzqZMlbi9LLRz41EL7XXHTbdmNP2z5QR0RRbdNxWM00GspBEehsQoskHcouVbDLae8eJUrEgFawIVd6VG/KiiSs7k0/qC3eWI/GYZO4nJeryjimq7s4w0kQaSDuh5yozWvxMOKRISfokgxABWhI6No3Faulskh5odiYsf4ATs7EGfJ7qATLE+DiBVXHTcF8E8b6dRsV8Y71C4Bt55KpUKPR6bzaI5umvpQ083C3N3J79mgO2nyVL6SRwY024Yt546HFW76F0BDqEbZX3dBZIkGz8K4pnPXLniVgjIOznR5+e+FotdWJTRYb0PKpilzmpmKedHvjLuYqIVCze4gcR0v7SFNItwr4bkakHCLVgQH/cTQq6mjL8mc3n5MG5DwB8iwYD2ZBDZ0ODXLHOtZLd/MwBC6Bcg+lejC1mb7gCkdPxXZuSeXXIAWsSopKq5YmvI5V1/Vhe+rbunvVEqvsZRX4ALn7EtxBxytXWqEExCut0R46fwxYYn05g7VufGaI1df5y6/FUx9/WgAUlF38qRHkkd6cmfIPkKgKDq42Y/vOGIV328m4TC/5wW1SFp4JfMyrr1iqjtt2vlpw1MKzr7yp+r2gqYlALhEDRhDlbS3BKjKsG84ShPfEpRo2sipx4PEcmyP/wfpefz7xqSXCXZ8WENN2opV/IHykg+JVVwNfJsxofKmEE1RaMSn/3klsYrWBFnN3tBjio4RljoOhH1FGmavsvnfO7YPnMkAZfpJdB3CeUvii/8upgsEKGfRF9pVgxpwF3VSVzW68Lr1syAtk70bd9Zl4DbOG0IVydWqK8TVurEUR0KhBXZR8mZGy99f2HeYeuM4QOruO5RZxuNnj0CWDST+8ayTYCpaNZ5tna8X0bUduPS6pnfT4Vx1QKkrORgOBWjlrWLOU+Opkvlzu4fz1AZNmNN4Ij3hqpKGi1dFmAJRwYWDl1kRn69rKIfM1Fm8MyNHc1igSEsTSEN7pc2JH/iopbpjA2xrxIwHC1uRf0KUn7yrzDRSHV6tscODQ/K09Z7cmE3Cyrwk4PEro+UfkZ8mlkdYvQotyXjj0ZlSOA2rDEh2wQTlw9z//3bsJmFq+MaL8ZngCC2iNmNv5bP9wEOrutS5KBVX3CXnWUqtS/FJuabB86A7IX9t8w3+HCmoAIDaOX+gEimH5LwtxKu4HYVk6uevIiUT0TzdfbuoQBZYxBy0+sfJNp+UDquR14d/00SQIoyBB75FCmPHwtGyZuUliMygHhzZUeEy/EmaCLZaUvdYbciBjpThHOSNITGebEAEPraUaoRhq0CP1nXdZ+XNShIFB5mb1kTCk2v5QRrNmshRKqHicLd4cQe8oeskT3kuTTk5+UpLxtXzke6DA9hsBS5zdZijjly+r815J2TIQKGdGRrCM8sKsBGnTaSt9VPPFEcrAm2BBHWrOUfaiLj7VlvKDyHLfDnEAFKp+dxbzZeXz3TSy6UzIU5luR4cKETwhjt9EKSMva9ZIzwP5wQUYxVt3/Wt6joV9yfhRLfMk0Ijn1mWf6Gv2zisECzOwZF2M5HEvOQ51FPmBzo+exPy7N/SJWeWTDV1jJe29xoajoL68RJO/iefqtuaaEL/ccHC/P2sZcC/cF0s1BlsQ35Ja3TuKLsWrHyUH5k5cPF5DsoTExdbqv9WVTnW9zsk7NfWbkDnrytrLDwCKf/4fCf8I9h/7kBguaKzxfM81mDQlCdQ52Atmq9eYMvvYRg4Ho/5RIGUTPPoYL/vjjqSSTYPruCHGu7/HSFmjjvPStkmSZ1u0OTJ5XURpXOl1MkzV71aX1R6MhCL2JxyZxgjeWYfsbRZP+gMr+ROB55XTE9zUqNnVbkxhdItu5d+eGufFjINhbB0fGgWiXd20duCeKZVEg1txU46OKIMdT7bl6l/mVCyY8KNRCfH/c1H4KKM9741BRwQdmfj8dypKCwQ6AXb32VJ0EOInrstQp64GX+dCxAT4LkyiXqnc0GkZW7Rr4ud8WFY4VOJJ8fkWOdT1J+kamFTnrJonsKlqorVDzShHBQIqpJIw65nL85r3bx2EmwypV2wrd/jMlRbr34ntJX1WaYCXb+9xvio5yNducP4sJnJ1GA5aQUTl+xo+gPSrPeGiBxeAhsy2ywNXjzOGK12ZswfM1wIPgeDX0okOzeIqzxwk7ceFEoJfSNMy4pl/BAFTWNvPgO0sE8WI3g6AYn0VSIEY1rZijeuSZL4ok/yyJvk1b/XMxyrYPXs0nCH1juuiIQeIvNxh0nHPuRJ4SBJKasmuBQqYBWoVAV8TNNJQLs5wtryxx/jifitVsj4eFaDhNilHCrJI0w27p65WowGcX7T34LHeb1+xMO1Kck+c66DszS0fEfMZQCfv7C2TdmqThqpjQNgSSAiXkTlraszo7hdegYUAcYxIPCjq6WDHy+24CXxifLeGJH3BSZg2fTtraVRhihZAaY0CHG//zuUIipUa3c7eIpuPGjHDVTR5V9pE7e+94vUssz63ophse25ZHRIyTMA2oS89taAv9SDbD0ClEvUOzPM2lUHFXOEY42DstF56nj84kaqKgksoHCPr+e2zt3FIs7qmamWAnJayyD/RaLG6syiyGpKarVjNhMpOwrVk6V6IquU1Sa5cULy6lG0lpdK5LEeH5Z6NNjT+wF8XduA5bmE0jyLUsPQmgDx6GJ0Y/0MCipaTrW3Mvqtwh0Pxjon+Me2GnI0QwlWgNp/6ufRma8OfWg/Zxx/KRJZDv8/25weduLl7dQFAIVBWOwxX7IOEc6g8T2pdjldAylT6Ki56tqqZFVfmtm1SAR7e4ZaIEXyVCpIAnXVfFn1wHwBLitn5KAfJ0bSqDmiEzK50BglOdFQapBZjZN3aKtqntt/lJcSgidsC4Ma2wWjkJKW4ybsZ0lLbghMhNMn6G8CCHe0oJq4P3U9547beeVE5W2jIKywPuKvfrcMm3Vj6UAdiP44j4Q/J6841EnruMWLYF4+VjVH4Pk1JMCrR7+gx4SLbs/UHYRDubYl2oCncxFC8mAiDwP/vXIiHOcFdA8ca71H/wCnRxSIYU18bYlwpl+EJIJMKgyJRo5Thc4caGNhQmzzvbE3TUdQYlpP65kYWrpPI1Kss/HlpwlfpnBsyf7jTvUwZKjnepZcQgzNrPDUfCAHZrpitu1wXJBsLA3MhhHusHVGBXx7Vb/7EmiZ1FZcDv4OrwahAuNO6aWPSlNnAaBc3s1LKUP2euYxOfMY281NzyhEVHAqFA+EXChxlHCiK2cvlfgnfevlzoBW8NRd4QVhXUt79mPdxFr7xQfDmcwsniBVZB5n8DWjYWWqFs2ggR3403V1+5Y6b4u+4itk4nYvMNlLiagPI5mJB/AQsajqUY169eNqNy6WyAoVoecFWX6s5xECZroK1Ww3bxm0yFn1+GpWEeZloygYOGkpmgp6pvLJ/6MhXQ7xlRVntN0srjTAjK0lSwZwjRocYuZ0ACdBtJ951fUkFmxrxZAs7VHXaFJL3tC13049xQIDfWh/7VDbme5uZCrZ/JFlqGmaaDpIRSg1Zd0DpIC3acR8mASwClhPULuIS9K+twiiynRcC0VumvRvNG+KXZjRG9qUVJ/6bGMIO7A2BrX69/4jfm/DxABcCrSB4FEfermgVGl0uRaqo3Hu4Jm8viPtGNQm7eE1rhDx4+0keALC3JIW5j8oP+BtiAhioyh80FsN8XEjRURTm9SCYPxMTeyiYTw2xFGnnvVwkjm2iTABxmyEXvxO6ndQ36fu1v5WesXF68v0SPW+0Y9jaSd5OSlThhlr9oNn5ElAMoFdpD0gHFFRsM8DRquM6ft4YP3SyxC1H6WANfBN5AL1Z8YFPh4+SIhPjlXHfOqTCQDXT34PtCIMStGAbbfD3R1YM2tdSxKiuJ9bmVMMsfBxnnRPkSkKa6sychrsUDLSfNUHNWZ0Wq+zeOv/7ro58QyIzY/cDVU5Q43T18iBjyiKAjBqAlbzXnB3pZ0ALK/zn0xgfbgn4URXHooPs5c1EJ0JLIky8mK7z5/HBCziB7n0QZHg+op9CaHGXFDieQ03NxYAF1DkKLuoyhuEx2EEZEYLf9ACMrM50b/WsyLu4eAYt4ovmYj4yGhv5YpbTqcOO2vcoUT/McsizNl5WgrRC27AdrdLT89GInG0XJOaPcpWaqRdrzS7jSLeUM9htQuYpa5JeK7lGn4pNJ4/l0oGEa9J2PctLrPWZcoIdDB3Ro16vzsmc45MT318ji1hapmRG0I5r0ONcfXuLfFISjZ0tD3NNbzBdTgoljFMArAuqP2PkacvOrfpbDaJgmIo8IG2h5ZgSsSJpRSJukjrNz+lrbRH+uC12MLxokQ7GUOWqP7fI49q9Su7a9mH61xzxI2d0SXOUdcRS2eNFoszxnGIoIFKy7u3NpufWPxCjrX0vG75UXlVXjAWpvnM4Dk3CK8VSffymdIynQcFzUkshF2/K3M5tD2A0zkeLrfAHrZDUIC0ktne52X8rzy6DfGKHi3DRSSEEjKSP3L1IOVKG9ckru9DSRRt1C5p+nwKahCvdjEhDKqAVkuRsNdkNMM1pjsVE731RzMW5MP/I4+rLO4IJMst2lGVElKWc+Ujq1D8goM5pf8mIwmz7+6018erex1rlp49RA/CDjk6Ff2RTAxOmgdbXzK/HnaNpmtSHBx/QHnGKiTq84fLl23IS78E/kLbGBwhOOYJmRGqykMpL1PbETZ8yC4JMfWg7vyOkIxmoRYbnqfa2lXesQrNzfhbHjr47mxddcFOJRoAFdycHPw4ZebUIUG6JxChgOIrt3E7UFmz9+rR1g7WS2k2k8ECC5KUjE/zYMzsDTq9qYzGCXuFWyfFZNscxuSuZeeFUrN4YXj68M/MnCdTjKaNSipdL6f2wRWD+d4ShwTTviIWgXO1HsxO3wW9TIS+VoXBVKWwoZxhokXyRPRKduJKDc2hFP49pXqrtbFvfcOvxXnxRsDiegxmdP56qo34FlWw1L+oKtohUjfQlxWn1MyYmRTLRm3C53w+Isu1Bp+wVLOBfs9PK4FFaoWkzicCHyTTZUyj2mA8wTT2TxShQxO0nXO9BSgk304BHkl9t3M7MjjL1fpm//MpkIhnV+/lBJLpjm4xbQyvwPgxCGd7njGYD42rYgARbirwNV3R8smAJUYqok2fPYd+n05GjsOOwkALsdgzb1hZSrdELlGseQ6VM5JjxX4WwCj3bJKNM41OSo3MrCEKvd/rwYfK6rbAbk+gVIssVN3v2ysvxaiL4fkNqJbAtXT44xMVgKapnYw6lRvxnKVJon18oz0at6/mRJcGRx9494TDXyD+Rr3hDZPxWF+3jNecMeiv42yfqTMuOp9KpQGBEhmw8dLjxyyJGffAPOIF+MtSFmvwJ8iusMmSjpqb4nQtamAK52xhnpWdON6MDK8xzK9TvruSQKQJS19yNRFhz6ke7zKhzpC/45qZC+mRfJ4H2bRdaueN0AWU8r5ORqraX+Vet4gZMwSjSvODImh8Facc6Cr7VJPx1OmBz6P/ED7ZzKxB1Wylu7ZrwiT6szmB7ilmhEFSZoVCgzhn9BxDnhK/4bI5/GrGpDdzxN7yp9+8wjAjULXJGl9n7AyYk9TRteSn5hgX9Nwj1HSJlT/VYU6sfYN9qU4quABoT5YrR1ei2o/PmsJfJdWgCnpphp9VaY9jyUod5ozQly+uI07Et5/xUsuzfzmvkStGlkdA2/kgP6lMYKKaaqIJVMhzdl2izTjINrI6Hism2RsdXFesXncFXjzwWLoZbeNDpZUeTr81I/rfZeYnppW2sUrNeTmxzZZ9Kjdd7/vxzGeZ8uDMIcDUne+KzcpP1cvMkFfbQsC1RqurU5VjdmVQINk8eiXtJHqLVuTuxW0RknJ82LZ1piVwaUNAay40WqKTj2RDtPM/VdKsFkMcN/8wTgLS43T++5DjT8FIo2MRsTYOuI+/+StPQ1GeRai2uAV8G3yty5f2cwuEEY3J5vpVZYoFNPjAgCPbNq5oVWbqY2D9Z7NJyLE8GUEv+BmNaoWGOzxpuJ/n3uopuGs9w/SI92ODzMz1Pgnr05ynCYSZW6uPsg56eMZ/c9Lga1i4z8V3AIB387QDd/VW28hL2ofbBYVFY3Hh4eFNWaZU6fY/UpxmjlxU7+g+7hcFrCXdHkKcDgNdZOca4Vp160PtVvFQWiZ2giIVfqGV3JdIBBIaYFCVRma0/m0KoICCRqQcd2oq3wee+3cmA2diyW3Leocn36lPajbGrjYiqz4Y6Dft3ZaWo8PvkvYZiGeshLy1ExVIjy1A8UP1k79XuHg7VVOduH1z7KYXEt59BN20PDrSc0Sj2KuBhiN6FAUUgLNfvHkGQAh8ZHd8xlduP7QZKcfvvIRFLWa3ygORxfkksa3j7wYJj9D/UziLt+vlVOOyBA+4XH0Bz0qJtgQg/Vtp9phRdYezrDVLSBJaPB7E40lY6jLvNnXPOJb0NB2XC8EXjYfQeJU9/NYSVqEcqYIA9tuS0kmFAOanfy6jF8pLeIh/h2jHYMjf6qf3Wr3ChNJ4FdZbk84Y/sblgi0cInBLJ6ezyDp4IQfxFJp98WaqGDFE7eVCmHo4oNAbRa9F4Sp7cYaHVLdH53UKMtoLUmDGQ0OQUPdX5RKp+n/W+NKEyn3XBXdTMP+u/jeyaboBiu+tGtu0RdKK2/w+HYkodXrC8PE5Jh+Wo5dEvTCjSUZrBp32cd3aP2MfXLXf5C+s0JnxSWFJZlaRaUrtV+7JsiGSSUuna8FOUHNKayVPxibIUraFrmUUyynAq1rWgH7b+82UBIxqIHZd0Qc26iqSDYAkGUCKGyKKMOsSBaLK3ECQWzew0cDWGgdjDk127LFInko+GrYmqwH3rH1SYkMsFQk7NKjpeUtCFaMBQsxuMb0rIB3o90321LGyUg5MLVTS8/HjCUpoAATlVOg6EQGkA4v73rcVBHY39axmT4tnsd/rUWr0dwdSDKg7z/dECh5W7+vi3NX/IzLSHUwqvXrLDUuUGq3g1SMynGCMgA1C9zdsWUyXX8L8XXUGkIlYwOfmYzUl3z/6a7xzNReCvritn1tlG3uhebG2S3sPd04QvmOqBIJCptH1zIzIywyyNMqCve19StohBFA5fIXUFRluMbsDngd3dT4NKnGUMPA6d6oPpgJr/lsKkE0BkpqnJuNn3tkon6UT0lBlqjIjMBmHw6b0QWGqkrzCBjUIWc4R2maDMurCw6E1utihL9PWTwe8LaBChGCgunmOfOCSAQm0C7GP5UgDrliW6XZiwpTO2gv2liONapH1+pn77MeJ4dsNX+m/7lG4Y7+7AVhQ8tICVs8UoImJFlssEp+bG+BC7bC4sGXOld5toCWFCDFUi1MM/6mEEdLr5lQMS9ZuYozFLkuMPK2vjZT+qfaN3APPemK6pOd+o6+ZMoK5W0zQI7dMLyuaY3j3ySSp7S/YxS2h/qlaH/XDl/ErujewMPbAZLvxb1rg86ipZdQxUUG0vnwL1MHQLpSVGJfKM0wsjiJbbXiXj+XInVtzP5ZL4Q9a3UfCAgHYjVZhthJ848YEYNn2nq6wRklg2A+D4onE22NEPy9RiwVaiXRVzJG+XQACLQzxu5NWkNupQZXXTZtNwnmrYbu2XNuJye1DImVz6mU66iB5U4z2skHFYe+pKbelHbSkST4Pnpqa+Narj51BIWHsivTXvH3Ql6P3C+2Btx/suYTLIm1rvHxX7W5ALpygCNAlHfKindZuriEh3ZvTPXrOBAgi5c4I5irwF8zMnQo+BpbYriffVFW3SO46uiqbeus3ZqRk5VR3dn1MwB4LlMd4g0PCezyevtef32Ni5CIv5KWFt4XtbYjsxx2hf+hQ48I/weCQblbVpwb7n0uiAZg+elENn/T8P/Ae+U8IfufYedVG4QcBFGPa56DRxpl2tReqc6z1jdMmne4JzcvxZOQnhGAJeOSIGNkQeW17FJmDzk2D0wVhIGgN41t2wrffNvwQefpM7jhZqjsiNtEv76Yp9opHeAcVdpQe6l2DU2Ob2Ba5LHbjWvdPbcHYqxaxRn1LKM2v7eCCitKZ6aAfByu7u/Nh3hp8mjJFExZSl41GaVDPq4rXbB678tRb2gc+uDSqA8YH8fA9KgWgP4S+psOPbnCUJkXtugHn/+B6rPXAZN8fh6IA65wloZnpoD3H94LZLjZ2z0bm0rMoKAe9ee6MsEhlxUOAnmokUqRMleQcFQ/1Vwkgcjz9tMgkCgj2NV1IIUIa69g4mVoMiOkb/FmFY01QcEv/H0rtHBvessUHw2CzweQqlPPBLy6gjmqQQvYrtVLtGrVKarX58NxZUUQd8TKEVgkWxa1fa4BX2KXKbSUGOBQ92shqo1EYRDD+bLPEKehpXYDo+2cavoqBqSr3xhHPfimAmu6rWWBKYG8sNbzOgf3Uokr/4ICTWXqeRoN8uQR9b0ttnYbJW5c2hlhPpz4TU9bVxd3hgzFjT6dzPzW/LCvZsaMbTDBd4aJdG+N/PSGkCBvu51NhEwByOvFfksIdofWcT39NHXZCdVXbxl0CJjjL5gN7yXbXUoUUmqyG0oVJRZkzXrMN4x/02FojGIK+uQMRHid1gZDpzqb6ydUOc56WILhVya/IkPtMGkGSYrpJ44/OBt1pZrm3g8QEDHrnfQLI+dYgDxvpekTKo+//Gjt37ZYgLDRcSbYndtuRFM5JZx5gN7/NBKjy1WscGj05hkG8m31zf+kmzlXPAXqflWcjoGQIE/SYITYIj5gJqVKmZp0H5eqLpL6MQbxjd7687QIIR4L/Tw1OesRFjrlKXww+o9oc9/ARRvl0LQzy10MB8WQGw3mRCpzzRPrFzzSJqlGWyCNM3rsQuCS70VplJWvHPMbqznmxGac/lbYJguO/KljrB1HKopikpgNysm2xzucWuIN2oPw2gHiIkkLbFYCMiTH+xXWfNWA+DqYQohLmTNyOXJtpMSRZrWNG+O+i0RYZCux4mAEZ1QBSVO5Ey1rPjCXUp+2hS1Q3ZypRHMjxUTMtRNKQWahfY8WSwG3StDE7Hn+rKzCW6uAaztylIJU3nhxMuI96/PKV1dGa0eD3NwpiGaW1XYlVKPj0HNPYRrriWoGvJLw25DCp4aBfFohjkxmrLYreMZdRbuMOZEaQQHqCNs5aJ4f3y7iH1dvABVPHd1sdszDqXDY534Om6Jbi1vkQ9WybAZwa4HpygpoaSpuG8zQWzpKeMUApiOgDuDr7WxTxtHD/N52UUBupTZtsTP7gpZE9Mrq+VBMHadeOJaoEOfbtvLWF/8vadG5cOzVE1pDSHMTlkJsAAQSDM6hNp067Y16MIc76KUqf9d3YOH9MAq0/sWoIEb9JPT9/yLBozvnWWcIbfWTI4VckeeXutcVGY1vCA+klkpnBY8XX6+s8GJu5i4L90fTqNj3ukQ4q188aVJbgkliitDipIf1XfoYlWt9f3ivtbucCxc13H88Gi2eYBfopgrI0ENizTQdH7spEwGerKfqusqlJ0v6WN4Lljcbwbh3AYDFj+1bB1ysveBzEdXviF+uXAj7jEiVxsLZwzm5seDlfPu8As8YKdy9pg3ukwCx1cCe3sx/8iWFc3fEl2U37RtCGUleXqhROWhqv3uVn6kZaEDm6P5G9YkuBsHCnP25BTaeCkQWb4NXyO+XOBTzXoCucBPxaiYw9MiVcJ+U69fgHpZ16xTu+GCTqwbnbUjeBcRNpw3iWIxUTGJvUrv6aq13p6MmLgcaZFKz4ztiXP6CGjLwowGsbjY2NWLHBds81+fbES9lz0gg762Pse4j489YJm4bEJujgFxCOooss+x08GobDMQBCz+bv5bF+TyW1agZFWdMsRbvTmHTE3r5ZpHb9htNCToPOnbNrf4yTf1+UQzt73WVNUQ0jIgG2zf5/zB5/j0I09NHwzP2d8YLAjcCYw68BB44gurr0zrqbvJR7RxIZFZchsVt7m/7/7D/qu14JHx+jkpyapXJhWtOIHSKU8eJ4CEjyjyzCe+XHL8cuFWQ0S0aSFA6xe1zCjuTZdPWXi+y2WP1HesBkPQ+GeB9MP7iNUhVJQs7pAs6VIZuW/TisnK6ylBuNGUPcpEdyy/uYG0RYvky0R7lZhIovLv7xWg4Tt9JZFmc0NPl93tcy5uAQmTPHtdlAaeDYYCpBbbdIcoLkcPRwCHKe7+d2rlyeqIW/LxXCjOGPUwo5sK6NUWmss7aWyBtyq5po5mwFwA8kDsymTB4qwmxJGxxug9Nidh+G6BW1i/VAnWWQQNDBkOpM6cA0KJ5iWMSadG4LVuOSn2nPZRSd0eKmjChLnnUlXXWy3+xFznlaX0B4cnK728mKpVPrQwBJLO7beeeEgjeAqiUOsguh89JPYm4qT8m6L+6/pgDyLA5h3FFmahSFF/TADp5986W6mek8g4zeVVO1ELqdb8/04fxdA0AO/2jLe0zkvhUk19qtt+mzuZsyyrif5tiapYRv9ZZXDXPJy8friVfRQlW59NziLfgMNTZLb/GRSRrm8+1+KY1pc9xq9AoSZx3clovg7LunMLksz3Z2A69ooKUP3I0QEWKTk1QJ3Gs/yScdSPzfZYwQF9H9tOlfQVjV62GC5X10rAUOxgAWzwILVPH6zxIA63nfrCtLfm7IG1/KcNON3K+d4+2Bliu85yfq0vsqmVKZRRdAGq3CkAVqDz4DjRZ4VbVkNaJqFo6uATtJbwe0STwMICEu6kNm6+zAL76zDmE+gisg3ROj+SqSWlEcapSeJ4NF2quYb8ijjO0NWTh1g9FPwvgtcKNlV+bv7jTA5tLIJkAG2b3I+WdNl8AcPQVBCt+RytiIjCbAd+XF/PnbXPO83hYMIBCluSmUl9uJ2og0B2vrE0Y7P7KlXSjJdVOO0SY2GbDij5YcS49/t6ETcHp8aT2Eeb6nr7sYoNXIRsHaNFVwhAqxbKyHPfQh6QAkW+Nh4vQt/6YfozvlSrFxoKM6AkGhECwypHYzGQm80Fv8UO26+CMXET2XtV4ZkGZWmZYEKt7XFwu2crR+QY6Vrf/8pOXvolGj7So2oURg0+2EuuT5j7zNMcMRmelPyrOrX74VUOXGZdFZvoleENZPmtxz2WStO4gog2otyfnyOSbxKM+WEcs8xfDZ59eyYhU12ROLq4Cvqg1cYwh338xmJJUp15Ip3U+YxldUitiAEXjjEZXURiiKlFi9yLVedy5V6qOTylEsogniAsjoah4umca6T90NdzgcZG6iXo6zin6gc/mheNOVO0LdClg3FJJ2Z/RNfw9JRxeXOz0cMCDjfxOLH0W590EdtsSeDjiNrR8cg/20TbVunIHWAf8w5itVkMWwTPDROvqVTIj/Sn7v/45GDW3fpP0FDlvw/tA0i0RsaovQhC1cM1gqt1C9gWP25pXgSV9je2yCTOtAaTWfxOFdk/E5tNv1UNYk1i5CbHXR2VM6QlMBf2YEkrwQVEHwKPsXOYiXIHAAkust+Obrnd0yEfMWLnXDffAyzDUXxvFBIXQ9i8qHaQh1JYWJ3h0ZJ9LjsUMdaigHP2p804kw6EzwW1iZjO90X5UxxRLObkbwjbOXhTBEw0291LtP8HYHPhMAksklrCi9BVKbAg370yRssVYx9m2vug1/yvj0NTtPAZlJQ/nkA4taz+5ymo+3v+FCK7VkZSF+HtEgpPQEOlPMGQa4r2FBr5EEAfFWfw+BafGZMmlCndo95YtwoX5Yu7WyrKDwLhD/WvXfNBnnplIrpov94xwUqc4h0o6IM7fydY1Bp6w6554PndzbRRuGJFNsCeQR0OGJKkpOwqOSC8h204Ey67akhDB7oLfLjSjcHWvVQI7cjheG+G9ONST8emYLBXQltaRZBYIfTBKdDiES6Kgy/Up4+rjeCUWTtrwn8bm9CtYSqgkwjOveJ4DouO4OG+2kfI+HTWf+GtfwK2vIo2pP8PacUDHAS4pefcWCRz0Mp/ZEwcFCq9E9U+rLTXZ3R66kk5vcyu09bGMXK4C7UyBK44eOB82FVK/k5d41t7QZPUyJd1nQsyxCdNyS+RX+geHeq039DzR9T5mvnZdTqZJN1f8IQMSyUJiwEmqB/Otqmp/pvXiaQLXU4cRICt6i4qPUXTW2k8hGimEbUR7/jtzP0D2yuHidscl6Bsj9P6otatyKRgi5WKBPGCkchEETYOq8wmlziSt8M44arHpEuyQsnnlBiUgDmaH4MypFz78E9dahfJ3PLmUCj8tv6EJFUsbCsZehiRNRpb5Ex0UpF05j0G3lju+lZdSzcifeLXnLVnMMYjKz44n3Wyr4oN+PMiLB60U+WOH5VzAs0MHE3FtIISyQn+Wi4Nf1v67SP1+GF8n+yWEcvWASDAZkgr0LwYgvEFZreihpk3BGVXPZx+rUh/fL6XjHhqXG1ePvu+QbEBE15d6ckua3wyh751QfyybXQdymWe7RTPs5uIe+r/azGLorOlq08WHJsmAfAVNgpkp5OGUg872Rfd/JDrzBaqLRT9V0pnNwU4ljaw4DQxnIb2dt1fkuCuR+o/uWgKJTeFK3VNb7sRZS6BzgyK9Vsht9CDEdlmnsbjmR56uWI0AfYCyXifkTEsx4jH8gWqP6Bg0pdciHZ6GwiTXs8j+MNrZi4KGtCWuicqGBmJXQFgNehV+//ACcuDWBP6K5JldNHAUybYxMVrjIw8x4YKmQTBRxAmc5gmUnZDspeRYFgoBsWXkRCiQsddqi70/h2TC79zu0lG68GFyedVgOySRjBmJjgIWhJl//SUb95dKuS9iT/Mp3XF+hq9brFPMf58a6QnOnNX5rIzpMXAVnPWdpQolqobhi7VCZ3ajVoxmt87zGUjhUNL8pInau5QB6ZTYszhq0hFPCcxmfEFGIuyEHsyo859D0dSDCy08TEPKg/QHxplIySK1Y2yklDH/9G3EGCaCOIXY2lJsIBM3Ns7txwgXMa+AktnkhJkd9vfXbfTcTjY7wwXodWNKBOvSeWdpw7ID4AV3pM0bA2VMJvKzeTLQIaGXXmcSSzebYkkXvVPq5WpLUfx0KCUD8nB55zTG6QsT17tYXN2DlChwSgCZtTzoVV0iRiVdRBFETs3fJAaNNgBZrF5VvcF6A6OjSmQcZvLa6hQYUezVjlQUPctpaaZB819dE847a9yfnnl0l0sAh9jAtb1ayp2nkBK1Ga+gT2K2qKoMC+mc6dYeBeeAmWoYUVyVkj+20AaEbXA4/GrAFhsPpcEPJlOikZlWvf/rhHPQfcj7A2S5cwQACTJFRT6BsiyVFiv1+821XTt/olnCmWAqv25HVwrXuREjn3WCsAz69S5WB1PxkyT3fy2VZEH1wLuRxcIpAHOeeEXC5Kz0CowthE+RCAMkpWvRLdo4Oq7nh2K2oIbEPEcRbid3dfvjJCwwaXJ7u0HAvNAbeTQISrd8sSPcsimwQc/iBdoUb/1tgEEWtiqk41J8W1Did4vU1eM8RvUGf4/FgMSpDCdVI2iYtipq1FBKk3oTtj9JKmG0QJgjMoebkaHbEOUZPVWWyWaoUn8qH0B3SGJKo9HHkWiK21DAYuJB5KBMda+1uurIAx2CyG1ThxAEmB7fN/7SvhNMtoJz0srkzywNkTxGoZKv5+OzuLwD6t91LI0Evv/0jCqJN3xZuxuUjmvVKz4j5tXY0TSexgf5vJaSdrS51wBoVuKaf436CLsypg6dQyjkfTGkh2WgYapDdApg4JGDLYSZk/KVjssVSddSKINloglT80o43m3a0I7mhofKA1kXVJx0/6X2LzpXKgljBYtj3zRTGm0u4FmkDOhTr0fzaew/6K+faeZoSW14NvVsnev5znEaemUktGH5XXS9icCpPGo1OPLBRhVOYWX0UVxOgqvb7torq88HH1A0fK+4aPdeaQNraPixajfC+2IjquK768umxWm3WQfXdqoH1DkCfyLWQDYVsXQkE7qcQE2FOVXsRc+yk/D0O4ZTDP+KDp85S/OeyzUkP6YT04rcbv9kUSZYNxOOXIFMNVT/Oh3zeBzNcHIs0P7y88LruRbrKY131neGi8dkrQfFOvZQ4kIbL99/5RrA4sEoN5x3wcCB3QMVnmi3TSoj6W1pithCuwIqhzKG8G2JMMcChl9FBJlyHkJnwjTMuoZvB13dHShpPQX1zhTWuKNp5pZKON7d8W4Lv1lZdI5TsQ+essVYG67ZZLfiVpkdMkb0HPlWTcd1kRMkqzQG37jT0A9xtTeNpRO+QhiALEvvcKFEgtHwd9wXQnTsCISrSQyfWvsu/JcPaguG5iQ5wGB9FxheHArVTl86dgt/tB/dhvAARVPixaY+HMp/v6m6n1cK0xtPDOmmEHHtC0X0VtgmMiC7syRayWH2EyaE/hYEmVWh8RgsrZt7CZg4BrKyJjW8H73T3Cery9IMJGMMb7ij7Icce41tH6g0L/mrKx66K1AOQEiQEn5Orhb3nhkVvKhn49w6TJSU9kxmoo7rCnll85pmaqrDNtfZgWbD3vYnlHRjF+TXN7sDNMcYCMVyer5l/rk8/04kHoAByblQTN7abbSnVUJWiYd0u+LYjeWxtngYBsm7ugZufchtvy7iU4HL0gct/voW+4fkuiJ7IDFx2IfxzIlZL5PA5a2V1+UoaiY5TDXOcHHToNrK5CC+arvPY5ketaV4EEKVUlsUxh9N1CWD+MPbyLtAqDqymgAAicaAL71vLbcbbElGPBYeahNuKQzT2Q3SahKzb4VS1wcT3eIyLKUsZ1j2rEC19CATSN2hzTBkLYbUdrM4Os07oPN87HMSdLriYwDKcxB4e9oThLxzPJH66sEzk6cuWijnP7frh7cgoqildlI/jFdbdP/XUCHz/pbtTdYyRju/BPoz4dd+VnQXRLBz1qN6HSx999Gos78QDB9j4DjrmzdcJEMl0ti4MBaPNzf+bwVpdOC1Aha2+wxVcH0Alptsv0FWULopEJ3ACyN9SNKxl1j6uDWcjeP/6LyEGOgUsCJcLwxvA0LJ5LaWtTJ2Sge69erxenPxxwPHec58uBtqiM2veVFVhykwZvnGjgc6HYY46KV9ScSPrK8v+jtP3Jozvu9WQZUhKwVnfIbXpcFZU/nLuuNgnTYpX1khrCpLOVzSWsnPZ+GhOCyIigaL+vswKzAIUDNqTg5oWaSgkRUK3TBUFM2x9LBDVdT76JI0VketqAcUUnHrPwbiCQQ4JzoiwSVsWPkk9UW8Y7Ghi69L3zO2h/fJNkZEsD7m4zomFFeSiIcnad4YXD3QESsZpqUJjvv7WNc2VADp6fcSf+atSfTdBdMG37I45shUyMV01J7HhXkWjPsWOjPG+gvJWPA2nD7Cz9sPMk680sSif5SrE+Vf+w43ppMXX10bEMsS2QiMGb9SwtUVLNenImMdgVUbJwXtuZCDFZe4K8qy2/OJ794/jiv0ODxUOo+lSpZ/h+rVUUV21q+nbx8/mzBC8pZAlzfIQWZhz6mSSfy7HgjpqSi95gmNCAZW80r7M9GATxes6K+WtRlCEnbcKAw9KVULB6x+gh1p2B2v8IJdoRQyB7ZLORHFv1yad2PuyH+6c/E2xHK/bNjs665AF/Tq+mO8uoNjQK55AkU6LIEYvWPKdTDlCFYGKt56Oa4LRTvlbKfryyMWXcjk8WhD28yowXVTc4CAgzlQliEJZ2cnLVo6490Bn4yZPO3rcc4Wvtxp1Ky/eDHrSUhl2vkGkf6Jbc3bEPxdIQiQLwcrccFZsyLYxbMiwPepaYmtd5saj7/YXLeMjKJQCm5fmCCPG/VQzotcodFF5zCCQ4qIe1jKlT449AfMQqdeyWoi2UhA4dr3iap7qnpPLq7UuKq2ffpQt8gcyRrxns14OiQOlrOsabNdhNo6jg26EVnWrti7v90efl4dG667HamfV/GOMdi80iNNei2eehzbyMuUav8BOjCf4SiNy3oFQj2d2C2Ud7NNqf/MPZZXTp3noxaL4i6nduZxks2oJPOyLyXjkTzdRlSGEABp+eUibdNXG83UNrkKk+iVY4mefdvr8B2pgwjNFLRFMFF3b+TvOAa8qpQqvsgZWYF6pbp5DVP7LfHCfkF+SrEx1d5hiPDzLiTn+1Sfv/Q/fhFQuwZN1LLe+T+kgBagd7jwIg5bR1gYlFRUyTwODtfCg7E6VAxx0ZXLFTMXel6mA7HP5O5Gud5lIIKmMqpV03xtdzX1xSeqV4sSPALuEc2s/40eQZhHTfwa5KQ+S0qjpajjHY6YHo3kRWH0ISEyT0tHXzCDEa+Uv9s/N+PRdCyFivAG8R6lfbg85usX93/EpzfGb3y9lxGO0zfuC7/1yjrcVyW4oRuAV3d8BXsGFTfCoPDKI8Cqb//JkSky0clB0B62aw8TTnoyFP51EzrXk/GjkLdQG28+/vlQcAnWUHUXpLHyB3J4xa8TXEaLmzBEIjcjMb8RGWOL7LAh8q+5yWo8NgS5ES+nu92jaq/r3VVsNCcQR+cV1F4X1rHRaMmZN9LmpSWr0ErKMAwJ7YmefK8G8mO+fzcZdVYjGVHpCZpZTBvinottwMFP04s4HEcgNpq6bx/QgWr9jWJYkhvgvGrhQ6u+93FsUg/PIlVG7v3jz4w2Niratjj87M28D/7+h0M7yyYkW64sRnf7HOAC4CmqUBOfFfVXPQTJCHIR4ct0SM9rdZ3DPingrjpwT9aJ5JmaJlUlMkp8kTODlretmaJPWAFVI5Eo+oyrAwo6bq3p6XqT6mgZqr4uMK/nprkfjikhfWhY62TyNz9mmakJqz1XPTbYpsjgAMKC0bFNBkWvlZf5SEOsTrWlAfNl4M5SPQQxTAAo4apSU2orHEcd7plDxiv21jYCaCWBu2dpi996rWX00l+0kFhD8K+7NfnNKvxHfMmtXeOKd4oiULFIyWyCL7FWUo1bZCA7WQoZbqGLpz3m8tL1evIgwv0zbpclPA+EQpCvJl+twta3WqzRVhAYeff+DMAgSVDCpLKqfeHQazL67j4OFr84dephPBBky9pYHgJxRdVe0gGA1nOtyvMnbZChgaz15RoyW9wF4g57Wb7p38sUmA6c2Ls1mMjs0xsrteCszmrR41U1yl0Nfs0ZfM7OMhnvSIlh3IC5ZONu/NbfwrHP4HW6trBULvuZ7zcHb1cgB2j0M7oH3DA2NKkt0Zx5md4LhL6vNu60gwPyTa4/X84PpJrz1FS8tnEV/hYhDJyigNXo5ujZ43h4VTcM0ZMIrNo+YpAtffCU9UJXnrixTi0LLQxWEOQ8ODQztuDPUdmrxy6pjQsoTedJv9OCUBVhNNJ1i5K1Xf42YxP28F3+c7aTCk39M/p4H7eYmc1xwrl6Ppbho5Ndq53X1Bmv95hinkM1MS2hZSWqiz/lqW3ydDn3Hy7CcWtYgjk0Xu8mhfU1f2e/rG3mvDKKHLnNWUthuS+KGJ2Np/iqsQgVknyF6WrF7Hz5wZf020rAhaDCcfhraUvs9f6CjymjdzqoO9is+F4NPK/yOeu/NS0nrsIEbdth5hwxmI5qWVPxcsDKZIfZrTaT5uRzoQ8XTXxO1C5eWnsQ8k/0MPJcSfG2VdrbF+InSRlG6UtvqfH5bSLCqK4mkrhJL8tCBOUMnrDPPCo3Owzt0deModCdJecs8maTQUbxbVNJfreL47NK6e1XiW1Lh4jNZYWBvkc624p2RhbGtlkXNzuf/Z15I2bbKBkG2meB2XsOZaM5UsvQjIxJWlZihBnY0Par1wqArpBvxTBc3XfJjthS6ZPHo07MBh28+WluJ86my0hYVQ9DhY4FgE2eCsPchxuoosLQ/8XHTKPtK44/oRoekpPt5I+9Ugc4Ma8o0GxbNCSDGgpaaUpdov/w8sCBYEPeDOOj+zDhocQ9Y/Drit3y4d5L8uMKnpZ1odC4V2Ocz48asPoxnDxzKrrUBxeIiOtJtNOgZ8WwBIoVEh1+AxY1DEpRmv7kpgKMMgykd+M7XYknABBtGUgTObFOFGlboiZkzidQV7etYw+8OH6T0QI84ROfU7pvBzy/lZFLk/Zri1lO9gKgjQcoCz5NcoPBa/osP/w8/7FlEyjlArf4XaSPykbzNedJDTGtc/mKOnGvpVzmHB/9T/2gid23zwAvHx9DEBsk/rgwO307LVpCR/zDE3s2X8XADuluwEJssfIlFtnkWi+cDqEIVKQgSZxkwe/T662e9MbTz0AolxJ/S2HK1H698/nb1Mixw2pAr0eaa1Vvz2pC8smqqlv6zVQ3LjrCig7DTde8HC4LXdo8AcQ/GazqAY3//NMWLuDB+mI08LQtSTyfslhI8wBkdH3mg/oE5Ys9qV1O1hLZKJbioYct9Iz8KLRouhrOUBf8THsfqUrEIPXdvLd9a1mfMGSyV91+ZdfcNboBcR2HAU0WOnOcf59iuWqgtEu83FpgcQV6sZlOlNpOBeRTZFUtnTYf0hhRs0a2QEw9bS4kERXp/UK80W94pEwMfuZR8adpXozy7roy8pA7lS9TcdPM3H1XoV6zu9tqlj8w4VFm9zwLJ0nJwgvnUE90w8M7tWWkddNdw8BRjWhced8H1PguMjSJkCJFnvoWGVPF0KTW/nTVnVWC0ZGIMg9p+FvuTHA2pFy76NDHpPEjaFSpuMTTvtOCWu1yTuBiHzubFu43kwu9CFch3EwYAuRADkTMCoaVwY1yWsQrWlEgbOlcEIMfzfl45yMrtrvC7SpQdBqJF73rxYgzI/GbinWPY42JjiqdS2pUh3zzuRnZ/qxRvQjyIK3aN7ypWVvGvhOMUSJSvDKdKNvrXZifhawCNj0WJTGcYX/kmqlciIFp4d6lb4KUZ50ywQHAohknAIVaHgr4wyKr4TCw/ysW6wRMWd+j0ssmUYbvmlTuS6faVvYfqLZX7pdwjMyF/uMhmqludk1/77fbk3aaiIga+aLZ4a2DJRGAL3IZxz0AqOjrRoj4A0sb78ItQdlNaiKXSyW/LGtS8k5AVO44gUa27qRLwC/jvWKFN6yiAL+N8npoDWHuxtQ9fxow421Ucw3EuxuebVksMlJ0alBlOe/iicxQA+65+8NpxSCxIk95L7N0XV/6qlUvMInokN08SBZhTsRUjFCYD6Yi/kRk1a8UiURMzWPFnvJHkJTKCf/vVTSSlOHxH69+FLy25b5thA6S0TLpa14svGK966tCdoLNyguJvMyiPxnGuge7Wl3xtIjc05MppeANJq4ftWqa4Qgua5scMxkiTTIjh48/blg2w2ng3sNKZhd0Rp7bRsZ/wP4HoZ+Y169CZJvpCWnZCZWx3XcbsWf4CbMiHsgS/3Pm5VXOQFlcjyR8SK024HqiJABcBArdsXzld1vF1Iib9RyK2CyfWTMDm+gdMfl/JxnjIgNCwarH+z6Y0je6dLzgFfGKiIVcb1n2ihg5y0ifs02oNbxQZbgQ+fAAF0oPKYLCGqzjiK4eSw8uP/UI2kj2ZKGGpiaedZbd4rP81iaehkZkeyG4VqR7+CKiv1mYMc8y6hIkq2o5pGvO9mA4ODKOrH5cWvi3eagTyqnL+mZBi2FYPQFP1abe6BHlgGBdj4WXUHSaQbGLm8jaQd8AQj8Zty9YOhfjfphSfAI59xkJphqTUzCIVPhgY6EEToDWdM4I49RRon5Cbtjs8ru9aNKtTFHaQz6BmRmCSUOu5lpU49SsRPsFOLYmomwB2wWDNVWCQeX1fkyzCpXGG/yqu8CWJPozl+eOVueSb8Ht0zCwft6llzNxv1rz1cU4/brt5FwONM3cqvDQQ/Pfk+DvAUuNs+HWjXZ8j2nsnggdgDMY2Tw3fIA6YqVMnIAYHk0N0fo0r4xsgAjhjOsdlTsUt5BTbFGhKX94BJsFzXs7snhAyFE0DiqO3qS37jvBosgqeeMjKjU+r18+inmED9jU+0pkAw4OimfZj1prtQpcCSh/pdMEPtlx5XlhPoGy8mrl3wBpae0Jj/s/S+hIetnbDn9mtLbDg/ZCa7gAFo65n/iYK0o9Kt6UXsnxLJUS3YOEzDwdmDmNIO+E8MbAKM+0DfIm3Q365s52x+T1je+LzieWJw7xdRtg9lnDQtvl7ddXdGnoYN5X0909v6MWFqj0Rxvs4JcQ+ZSTwQywwv8IGxjAmtba23mO05dAIprXpUcM8HySUpUhhaxUcfKZ5L0kl6IWw4Bt6ImGTwx4FqGp7NVcGMC4nwlhT/xEynxKI0QXhpsBsxkr75PbxOLiQHPVm9qW4TzSqaFsgSCLclA1ycKFXzpHerQ+ofwJ7Om5GCcy8imGGWnaLC07H6uahmnMlXPIMxfD9ZDT0eANyBqgGk1mKxp//+IIeCUrDKw8LZhMHa540RCjVrmYy6SxUpILuLAGwo53mGgZc+HuUBoBAsxCvt4QgfrNDHvZzFlvzZ/U/zu4/FwBuNzqneRQTdgAdMgdKj+VRheuy7moasgG1ALzr0yX5mOGnjTISnejjngk43Qmqk7NuWKtAl+BHMPgPAviy9BAVhq7KlYUxv8jm/o4rkQKfXHSw7JDbr0uB40XQQVjIl/bOYE1a5LCl5kSIL0+5NZiZ2KbtxOyJTiSwrrW6bvpYRhgMrzA3ZAqwqc4AZg4jSUsR9qcl7KVz1Nyt5CH1KyfyEgLvm7JcdOwC0T66/O/oGN8uHGb/z6BPBz/n1vAcv3609sNVIoWHymy3ujNbIB5K4t4fsc/WmWHctcVJMJzfOupATEQ4j4Ej2SsdW6+rkSkNmf8tqYXJR+hkakzqyo4JcwvAGB3F5+PgPD2HKpmgJyo3ttfxHe2ad4oB7rvmKuI+1XPvODFBiWvK/CzIzSaRCjNGD3gXTe2o2rTDPMFyfBxju1B/5QGf8sgae0WvtLVL2iZEScJyn1DJdZkLmzPgD1ipmueaFnLhaiqtPnWiToDe1ONeiFJEPJ899NOtqwi1xa31bNN/EGhZddcMzhZNYflyzw+pPsYDeG8sDeIygSnTpdv6k1MsjVbYdsCHmE0yyj5WX5F00t5Z8IGml4jzDV1GiQzty9ThAdSDYTl0V89Uivf3y5lOz/R6sBOKTBppC9RvNSzcQTF3KacWD+tigR6ZqN+RFkUE5NcBu6+6/pXAd37sLh+lG1ZyABZtc9w6T1S91bhstehx11eZ6ByxpQN/uHmW+HIE6CKtvtcdnwC4911SSW5Tb+J4OZdmGgMoPGQJyb+itFO7cYN2xmhhlyAdEjHqhMuodAjLvDKT+xW/Eh/oSYqeIBmMKwarMDKf2o/3nI2qL51LLq05i+BDX2r8E6ERJvMMwvq20gyFLZi6rWVHYEqqF2G+Jbqu4IfZHQHOFstjMOuwK8KugR7tFCXLB6RoIyOWMd/LFq6t/6rpLQZDhRiqJC5mx6PStUFGtlcV5Mq1ZBmkhz/3vnToLt2QPo6XBTVq2mGeykVmIOsH87iyGc4wVHiS8zbQCx+3Rcuq9226D1EKJ8ped0yurcVEAOWTdgZuS4x50S0a4UQrCYYIwLVrRZSdPHLDAlyb8zyNr8Kn6bmHaL3CapSm9AB/bcR6L67eHRH9U8ozL+bLrI9Q9uVdUFPF8KE/mkgzAg5VSLPY3VXVok8hHaC55aasqNpWWiJNYBy7/Ml9116Rg0k1FvXFOtB21AGvJ8ShiTxU1TTiB2jNWuBNZ6ZZlK/JKWAkYhawzSYSmkEkuJbeb4o300Xf3slSFD2qtkak6KZINS7hyAIg1jKVo+pfzFRNhS2dIyYhTKR891r1t450I7SDwMimXIlvmVZ5DtOqd26AXdIzWhAo3fGp5R5YHsQZrL+QS1YBjJyR3tlpaNaoJcXIMHcM+WtZgL/iXVDWFH1gzUwFjDogjFs2SqQHKnqnIF7FcP414Heby04HDqMMLsBKCUAYX/t2Q/0m8cFihtf506gr4/6j3ADCzd/DWrkQmPbMIFmj73ubowuF+n6TfammSUUaiSHzpba/IwulatEFVil76imyw36n8bXrBVnoh+Wk2sVSmvBQ3s6Ys8AP/kca0E7t4r+cqgDgabRBxBAJnw2F7amnLnyCp+ropc46yq7EvFAgMoUULWVGw49iLLq8LNNrVX7YTPuXE37nLLKmDs83ybRW4GgHxppZGEa07x7Kc2SUfWL70zIUsv7GCrynmRinbkW9UiPIA0ehQDjqH3iJe5abZBPkEI+1tL7Lc6tI0C8z53gCXqsTxRosacVK/yWkHhkpX/1dYfbfEsfZVoGgWE9UmDKb6Y93FmLAgeCCwJ/ysZOxG3ds+Z6fez/NnnX8P4znacsPja4AVjjPBZzJVApgjRdBOeg7OVBXlRN8tB/1NTrGniuf9qVEct0o8xBgH6SAYfwlY9HkTKXOOkv56NZ5DX14ZD7LzgPl1E94JeGbwMCbgvyrGbn/DEoZ5j1D7eSpXD7r1W++IdpJzt/dHyxxXLeVF1jZf1nIU6evO2ykmdFfpORij/8DD/96C7vh35fVrLa4Z5xioAn/0iKQznOlcoh1M2LkqT8G3xMf2JgEorRfav73ZcHP4wTs9w4gKtkSbcYiLMpO0rA7Zsa8HtGDOwcMbhN56kn4cRB4RfqCjTzNr6QUJrFLTa/H5eoaz2eWR6K5XcvRPmXXVqzf9d/a1D1BCYGlmzbNZOtrJdjgAbmnrWNw0ndM4dgiXONJbhnNlVcKsk+pwBHCEHxg2CN60lmsuREV4fe5fKWfFfnbSLrKsN93rMOTQsNPVXtqGSIlLmBLrEpWJ2F+5QCfO9O5+X8+5I6rKz1+k2zAK/IMir6p+3fy9T/bvbFNML5CyNDM/bsdW02U/lMObQ2shq706LRRVCjABU4H1bhJhMWITenliTg0r2ET431zpnExEScnDBJYLbWAHo1HAPJIAu8J3OX2IcAv7GF27ZDipXR7db23ZdycvA3Mzi5oSd1DQjWqQnWa7HpJMjDvf/O1ZFloTawGqZ6bz5bml5HFP+XEU5X9eg3OPf9CDLAcpdkkrhgx+Mx2e7LAMILfrb8N34ZlxMJsZNQV1LYLWiaF758r1aArd3/pz2Ppg1I5cDRdUaiEnNF05dVV8Ih94HFEVXvZ2uNXPjPiZzblVLuMC5GnrIo0P4+FoBGuw8rPlcKZ6pDNgVUf42s6wkjCiCeAN/0oXr9w8ybuSKaAi5Clv8OATfLqH3l3Pm2aZ6aXDnKM9J4eqiIKkcVXcoHrrC/1OnUziM4xh0WmGeRwlyCFhWoN3rDPEItm/sEE3wrhi6Gi+OsInKLDHmHjd1CxT492AvGJ/aNGtFJkbdsDnZHy+14VauCINgVwJBznM7oM4FLje8jbAKe11/u85Mum9feNILC21cR6vu5VAWBnjuag9bHgCUHBOeCQ1QIUpQZY0Z609cBSc3vviMDT43kZVXHEeLjDOGOFbuhtU3M3AsTA7SYwqe/RRVmp77tp7//G9/knFGE5/IZiSyBnIsy7+v1O21dWbkcU2yKZD5Z2CwidBpLkv110tknSlcNYXmkBopfOXjoJYTAPiUyEd58vz13T5t2qcIfJrmW7RO9M0PdC1w6vR1T2mFDLcU9IaZVCOfYTX3EOE2Rj6C4RHzt07hUY6zoIENDJocQDQaxjF1IhiyplA5he62BPttGg3ZELVvDrYxU0M/KO+SdM7HP9cv5dL6RRWtmlmZCGCjuErGNNwrtXXZU/GhwoWUOy7X7Qm/sgKExEzy5hELkitTqGw7pAJS+3+2AxDFHUDhP8ycI1icinGfEJmG+cyW5A9iXcFG+/k1/QFRZUHQUPaMSv+HXG9zHWNF6ZNMoARFgw++3yzNqN67qitc6wccim2X7mv02WaGrfdAI+0Nvro0lJUkbeSNY1ievslYPSpf3jzUnYgVXB4qTJ+p16cr4X8llHnsxNmQ0BKSkE3b1r3K03DgoBteuaoXd18yb8wbz9JyV7+66+ij3VEdqpBM39FFjE2bmZVmKOyvOIYqe1anbsig7TXKg8zfjUbvFm9mz/YhVwEQppk8EHZ1VSZ1cw7Ei4OmS8HwgKg5yGcYRFSJKX660Te72ddeWDnWPQck4McJlK0msS3njXhw3KkhoSDtjhefgagXuFltZ/Dnip7fQ0gFKfAlzST2CCt8tHyRr+qYw6xTHeFDTANKkNhnEAMx1GDUOZXFFpzJVle906v721iHcXFlIzLbJjRFegvYzDOrtFBZMUeiPj+NRU0j0o15E+iBV1R9H0gY/Ja8lPjp7Rc2MM0XyeypJz/HXFUq4b6be3qjX58m0Ljxrvht2vqS89sgIwl4BvPsPEo+g/qVQwFeIeMB+dISW0Qzkann433HA0tGS0Dh9R+vTjbSkE+irwYqckG8d51PA6fuQ8gt088LE7jc08O98NnXbDu13VKPT3wZKKCRYJ/KSueXWvQp4gQOp3qU7QMpKDqvZ66PVZJJKRRfXhd/aA/d9n1RTuDd7pBgcv8Juu7ySfb/lDyKL6fpzMhJPRJujOJOFwy6q0UcygLx/nHGrk5qgUZJUjMFkh0uA8V3dTjsSze1VxgpOelo99SPuujWlI6Wz9X8ryLO3OFuixJSGsechyEmEYUmQec5Efn4nSUO/38JeKvzHMjObViqBwI6LnO0MSqN2gMmA7jYqKrsH3s46GvlOJsPBu5KPw55/1SYxhCKeUjs5+U5AokRHiDUBdZnhQGKqOIjEX7qMYvK3yfqnjeCeg2iWkzQr3liW7mASpQLMK9grt3qlP+FnIgHuk/bfigjxwtjxoF+zNOwvVvYDizBV6OVnvnWH2C64H0t1gbgOS1RZQlW2cFEkeMPm9y9JKdmEeuufRCDI1xhf9HxAHbU8S+FyMEXaMbozGYWoqFzVEoLCrNOTAjQIo5snPWdmtWrT0wsEv8ifApDQqrQFP2Dg5G3DLYgVdMWu2aL9eOexM7p4J5cRld+uOoYtJnmWdNGpxRMzqXVUfrAFV0kmp+F04jY+hvd5cjIdxtSk00s+bFYC0GquzXF2I0Dox60CGMTHb3MFIyapK1vqcbLne75va4JwlTSZRLZvKoX5EhqWkCKzL+w/Xn909Q6rfIQ043JtzQY8eZR9gPbubUODJgLf+MnZr7VSxn6+AkjbGaMTAKGp2WJYcWp6zaXd+XFkKRj9aAG6VHsB4iUM0m1OuVgNgmFvsPJF6qRr5sYYBRpd/TQhxktX4Kt3HHI650fnEk+9caPkAnavuwW18U945/e4qE801/Q3+aNWb3xewc3QYfMhDVENDGB6UrhKoNbO/zaE2amepHF6mJ+mC6A0Gp3wXEGFoVVROGDlPoLk2Xo9h5dJBcZBXTMZNU9dC9XzNIyMH50L1+KXxJ16ZYsuwSh3/AIDOvJgQXSeuIp74fu0AkP3GHcNo40S4P4PrQpY0Ba1XvDIbRMEfvdSkIakuj7FMgn97ebukXGgEfmhVreyAP3NfqvF97Gn9vYMIRXkE1f+QMyoVWVwh2k3hGQwvwMbFwHp/MecONMFBg+pXEwNUvqAFPdAxae3tMKlsgtbqZkYoo8U+4zn9uOQCpHl2ZsPM2zEkapBXg1c7/l6ylnrIDfH+ke7da2IhjX9y/G5shf4iedI9xUlk6d4pWCg5wOcg8qo0CQrHOC/IGBS1C+BkY5nH9r8W8WfOKjfFqcNvmCSxN+os/pYfIuzXz374DTh1uZiECA4aBnZEEqsoX1Wq6tECUAieuOSjB2cIC23BD4X2TQ8LjqeYqcfbbsjdnAVQmTrzB0ReNQRACR8ugBjgUB5Mos3HAL76dQF9A7JPxM1NCThKNCXX19ZsXJsYRk/vRYuEACDSvCNX3JxTXNF2Q/Hz9fRbYLyWSRLusj+aoRdGkkuOx7hjUsbRY/Ozyu41/76RlWO+Eh2dZYbFlx5NtiKk8WPEPvG5H9r9GTdpGj6S+e0FzgIxI0sZy04vaYMWeEiHSyNxfVxPdGVQk7XTXRaXZvcikmfBaxfDgwzlypGqfADRoD5Q+jn+RezjokLAVRvk0EOk14AggKmLVJpFUZgT/NCmxdyrFx4trS0Ir9pa1/3FdG9GKWTdDhrlMooX16yx776fZeRWPolvMdjaVws3UkwtF6vv+P+1XAE17zmuD7/8g62B5yjqva/W3QMfDyIl6Nn047IdfSo+iuwWwAPpvJN2FrpbE+wykSDYCwQBOPtnp7NWSD3UY1KZIFeYuGAnTHSVTm13DKx9zTlxh1Y27ma/QrHP/egXSltch3j99nxo/a+88F9Vc31vH2KPrxpHRgFD8ikv2jPXFbv33RqBVT/K77FN+Rc3Pb1S2ZU1bsGuPb1VO6huyajl9VcGktSMlgGBjCN4KotquL/xlRNrbinM07d6NJ5sQ15dIKsMC5vUlKGaIJnrGcnttS+K/Z+XdKZecygzJYGBbJOrvAq3m4E2zfGfzNs5DW1oVmgXml4ANQeyAIjxhArGMA/ArGg+DUNBwuTnnrVpEGSjyrb4Vra2bY1C3euqVdmwzSfbyqJLG11+VG0Z6qSNObaMdhEp7JVSrF+TdRMy6DBe0PPJELuAECn3OeeuI8hPhBo5cmMymkUb1fFf20feGWydWMCA2p1bqvTSRb7E4dKeOW6scYOm9uFW75n9WbQ1EEaSPjQeFBt7mcp38lf6+EPe3AIcvtoLWOJRbbAtxb0zNjDZLgRk4C6NUoMIg8hTXxu4zOCJzHwFbB2sKdgPVyYciUTWeTzjMY3N8LiApv3KGBTDYnMvsudsVyEplELYqRlYa+jiQWqF2CM8YxCH11mRUpp5AOdUwbaQ4MA9DzWciYbrXbebJJOOfDXQ755Vky/6B6rgezKdZ8TlTtxnwTP4sPMD9AbC4u1nj1YoKS5rE1ic+zpRTzVSZzCKyiclOEYiUA83ohST8hZDdr137fQ5CBEXqItLemucYMh2zm/eMYnhKwCZzw8fndXmK8zMu4KN9hWe4wo9jOXeIeGW5tRmx8qao57QalZ0d4zQTIjeh3LPQO23TxF+JQPEPj8SmrmUSiC20K8g66DBtQDCFwfptUxrIPYtJDh/RYhfoTL5cnZqaME1mqqDsMrzTf7mwicsPgSCtxTkqnN0HEFAqu9KHEdlmex5+3KAny0F3+pc3Gd2qZOP9Ls6J+BGQ7v3l1Uxpc9SYnkm/NdLFOq7sYNnuUmcYzt5tB9tLukbwg4/VKaKmcp7ZbsOrXH7K3EBbAytQi3/psAIYTDVNTGQqT3mzfy3dhzc6fMkLE2fjr8QUvD5wF6h4B7ke/LD0EzfcUNmRWapW8APPV/EHsQDIGoVYHYzpcxGxEPLZSLgDtEt173PJDqVZsvh7tSog3twYv056geu+OXw5ulY0R2hcQYIMvDlvQZ7QhdVXnCWZzPM02XtQn+VbTu6qFTMUBttttKX4BOGkDcPQCR7YkxuKHxYg+4aZ/hM72bIGm2n/QKBoDix+fNkTkktnAkSR7vWvONViYCIQ2u3tAZ3870M3BqUseUASsf+3uryL+lprCpavYgIKEmInNY8MY1yh/R5OqxLoImSOR6dawOcT/gZxr3IwVfe4N5mORXGVjdpj1ys/898esEjZcEoVPzf5D2DiNSjQ0xsRh4wD967CBb6ctedkH8XXyKXERx7YXmK5MRehHAKbg9Yj29lG3ZAOzCQjWvAtt1oTVp4UuUMkE1KW/YamfyN+njgVWU45ElW48XCKOKGm5zWUD7Oq0Bxj923bAQo50Z8LvtYuhLqFT6PBqYH6B6Gc+uejz1Qcjcup5gZneFBM9ZRnRpeS29YZVuc57uhp3gczdB0xvaRhcAktjpFwWMSZO/Ddl9n2lCrrPg3ubgv6U873uDm7oOeeiHrHc5lZZgQK6I/eedzOz5FDF8e18++GWexN8imbwDeZCuYbMiayU6nUwmVvcjTp2mqo/W4dQ0LbVeTofy03EKJwFs5eQ0gFSaW3RjHnMxZ9Q/PGwTdmA3OAtkUmNsEcOG6z3tO8iHK+Zay+bbfXGX2xKCv4aWNpO9JEMgsNJ2bOUN8cPpB4hxDagceAsWuNu+51uGWa7hqJzQIee3qXMFD63VgxqLk0T2ub93TwM/W4iHsQR7IDhhPw0MAkMG+RwT0uGwWbukEuW6w5OQROTE0HfI5yjZSuoNJjJswjbq6nRK/krx4xt9D5Coljenx8CCjRwt6S8gju/U3xEuqOMhD47w+8VS3TDvGBEFqsfriDvMBXpfNR4nH/OIFIWZDYNDVijCTc0mHS+AeRCmMzhsB++nSxQ+1j5l6Uv6zshPt7KMa0pSAglfNAKwbaZiSbDHi6GyWrLX9fURxxxwncMRHJQ+eQ7IWTos6s5pvrAp84aheu2/Fd+wfLk/Y3T/xMKIpXQ9IvoYsaeZc2/AZj9RYGEIUfiEEsDBBJpJrL6Ixc5/NzHwNEmlE2udHu3gxupBUhPJo4DVPY0cgg2fbusl43gGk+5CWr2jlhWyqOLExRo4RMTiSvGNQu/5fwHL0IUNvG8H76SM6Gj+1dkxBhchrGXEDdCb28Z+DiLweokn5Zo82AwqbrlmaM0U82cAnJtVFApahV2jhXcXLPBY/Kx9kUWSQAMPA7E/u7v4lb2DhGSr8B+Xu89Q2FVq4dBKmr0UiOOWARET0pmfO734poHYei4qDYObpilPGW6sxQ81KC3nQv8+PCqqPm/PKACVPj09986Yvj2RQJ1yX0ki2YvKW5r6HqcdZLDk+LCH0iKyN3oKLrM/ZnUDxCE4Tlz+5U8keLd/GnhkF225bXqhuFoFIeglrUmASZd1rJ6yXtbHbELjdAmeLM6tRcldkxWgDqW5rcBy9/OpDOcur0dBztapof+2vzbfhpG4OGUV9diCRr/Yxr958bQ/tvYjR3C0tHseMpD2WR9x8+0bdGsU6sAO6vfNuIVfSVXAkjJB9/BsLOnSCkmDjZxS1a3RGa5dX7yR4JzY/4GzmQyr6gRIoob9o1V6/K/Y89olkAXcmlwoNyXkkzTEMVMijOrHWE6f5Xp8Y+LcQFhyayQA/1oFtOm+3KthcRP9nrLCxDpSbKwIjM5Ca+ssS3g/pA6E0q4lNzzoJOyBKLeT2dscEwrwzpTUm7iIrYFphhSdOPKNJoVxrWih6bvgax+cVwTSWm6HrBNUbERExL/2CNOmXhoSPl+2ij+x90w6vAQjDjaoYfoZGCbHEKbyi1fi6a1I10obexLNspE/f83Y2cpa6UmKybphpgkGe4Rh3rm4hCr8FQ5bjVZma4iIxXf9a1Hi78uS6e22W4lhp3IxryzGk+X2g7q7ueXymIb3hhe8ikdQpbCnDIrDbS4Uv8fkMGg0ybc8GOk1unFAzZSppj0Yb2hvnanrFrV4KtIWrpDu9gM0ecNTlBKB1msCL/eBaGKQCSem9GKmy2jI4u6yLOV4eIIjkbaH3drRKlLWYnYZz5eKS/FF8wfO/pMze4OoLyPL3dnKXf+Oi8jbIkRyHN3T5MViHeTAPGtwkPR1JTLprnnRTNxgS77nwSpN0NVIRmDimwmKtKqjiKPNguVxzCPtZFkdRImeNSb32zxAT34iUfSzS16QY7NJHMk4nFaOTlk3RwW8SzkCKp5oHL8l3RkWY3eL/Cu5+uP6pa4xoKidPX5PypDSXclvvo+CzJMfBD93hDUeSn5gjmXJvznWyckjVow6Eao74/zUQyfu8MS+kJ1DXY0gx4SkbditKAeF3lDYNtV7XT+Nlcv6siJ0QE4UuymLeKHVGxh4sooD9mdO9BuZ410Ak7afNVKfo/K4K4nKYobLlONZX2OA8rQzmWfwOXefytt/f80US4Xj2bRltBU3ZmYLf1mTizHZjn4tp/UVjSajkfNz+/ZMzc9DagIfrQTH8JoLDsBD3nA0f5hfJeGgifG96D0PzgucWn9h2/2/DEBvYhC8HUNCHNkjOo5L933zL2krPdGfkJR3R2TktgA1iy3DWatZ7HflN3pzMxoyLXelsBySyJb6YGRUMGKk8NVeT9EujaxP81z7Uqpyj151A+NkdJToxXrSnvBJFcJUmmL0E0DorIqnn4oHQvvr2eZpjypVGd7Pco/IZaG49YTY+boOfvJz+1Tr4YIRhFJOaZzQc7MOaZH3nSENlJO2IpEypOJCrtlMsLjEXpT3/TZn27Tc+vcNuHv8Su+KOBoDkBy7Wg5G9LPwhG8kUMix4ViOingXHyUeoCFUIVjgDX8i6++/KNZKJ0iccOESSPd4eg3vRLrv7Ky62caAv0JE3g5Gc1EGY+P9wOydwczooOo+cOJRqaZJTmHe6W2vkfWAXzG9gt2Kj+/spNUOov3wIv31ev8kTPrtmpAKVnjAMcSDhOp0evBLEUO1TPVxKIpcj269cHFzGhgW21/GQK+9XT8W+ZO0wIgsvB2JnqRs07Fmnl+GN/WWnlL2+ON3bLNi1BZkVPj9wMaJ4YODajIWmYwfAsnL9T/IEhSM+IRDIyOKWccdoO/ssp8pBnZ02y0QjkNAdHf2Tfr1nJrHpwptiHGiMIax2Y9H0/lwj3rHW9cPvWHhKzYL9+JWG6NrvzaAiBrmtW3ZR6DSiz2XnkEOCvAYP1t/CopoLJc15V/cNoR4/+aS79CggbmDMGs3MkhZaYAdXHMg9EYJvcozh+5PYbcVlZ4fpfZ5s88Axpwi0412xYrz7FjYkNnFjE8pfaGDYyU0s4G4nq5MDFa/KzD1zZObF/AFsdKeUwnnM+VCm4pgpRcdvZAfqK9FyrFQki1ttwrz3eIZ5/ne51OqzV5rseIoRdQmYJjubN5HLPUuJnGUx1GOaH3gBMF6aewQMZNKQ2VpW26MLcUqsiWds1YW6FLb+ZjaxyCZUVXI3BCe5UwSYSpzsER9GtyqkQuEkNc/qvJw2wVl5+yje5r3EPDmMWImCSXWRqMtNjo8JC7e3/RqCdUlrVNEs39+1tXqCvGnQXBdYrdM2G5Q3GfZBpCuQERZQko8vumxpvbvNPUmpvpkCRiEuaOTd8Pa5YRmvhv4kxHWScRfi8M1I1wQp4qsd21s7IBL2qJ8+8IlvBIDNAXDcvY7Y5n5Nq87dV2/DVKsoKpmOaNtUV71EKXt892yNOOlhR+S0ozRRu3+cBEVtk4XXIIL172z0ydKL0Dk9Ee3CRRJzkiO9qOjWi2ozn5L2kqhjE4/AXPWBgokchcBO/moNS4zg4Jb2miESENCIbrP/lQ1YdRcLTTKNH1cHxxX0gu9Fk4nKb2xECaOW+ejYKDgxmwSOIcKCfx5DO3/xtX8OP7Cyaw4U37SZSKhB3zec8SudelUiEXy9h100rRABZz7G/2IP8rgC+YdhBq0j1IkqSKvYn4ufzldK4fOwuS7eugYuLsfSZ3g902Mqh8lXpc2Q2eBPu78SGtTns2+ypR+l/+9lLfrk2d4v/3m21f9W5emdb4zOEjNHt4RdB+TuIzwjncj23qUy+xX18SjGrCAHTIihIOGmk9Z+PjyQTfTkm1rCAHhBbD/wha4m9jitlYA9OWgSL+S0IvzzOuP64j0ZT2TM5Cz/Py7px0OcK2haGzNqLMCjra6OBGRKhfmTd9lOMs3SVdoKwP55J0C8OJylwCZKYCr2bj5eFGgiN+kM5B1h8gr6a9jsP4Br3Ui9lfxq02iArSI/EhZ8kDhEtALMtGWt/MPMT3MiaQRZc9kQAY0Qi6GqNqmHaNpwKNcGL3K+16R7S14sgLvSeYBQ3Jnesoc0yw9Crv0n9DSAInjkLb3tqqmoD1XhixYNC5txcM5Jaxqo5Cj8G1pOHRoaDDpsL0NE0QEEbgj/cyOUbvk7dSeqQjojOm7RTIbnTsy+L7Hcc6m1mOFqAzHnewrv2uxUFuB/W+xU2x9GcZhJ7H6LkZhC91ajyUuHzhfMrL/V1scHc8PFtX4nP0XFJeFJFe6VSU1FHoW8yel3Nem3pX0uemIUX/popPUR4BygCwrTNq1mIuQXYpdKUuc2kCKITcEJVpLq5QeEqImirI6n+pwWIMTKqY16ga3Ofgr3t9LlH56vy1KOvpT0vches56TPPXmxFqOmFF3gatP5k+eSQ1FZ/STo9AzwJYN9en1rjVvSVP5Y6GFj6Ea1n5X6EGiiLspdQ/2VPIoJClAlzC7LDt7WYh/oyvbiKRd5Ixcy6/zu3gksuGmJp5yFo0KGiG/15UT7iR03+wYEIYZnvTdgxoDCybimo0dlIkwUkgzb9/Ljti52L0bvTTGVz8fzxd3GKRTr/o+1aSuVhEgQcj+qjKMvMt2rECncbN5biodsAixaWEFKL1F9NlqmMrNOtfogR6pw+OqpYUuRQrF1JPnFNdmVHDZhmD1pvzjaP1dV+KE75fDwVzzvflkWl+HQwJT8Bbjhr8xZvI6gG958ZPZ5S+VN9i4Z1PhO8mCb5x4rPiKAUL3cBAz1wPeTNircQdBUcv1lR2yWqHLly9NYBhj5ineTx5eqbNZ+Z6weWQE8PWakvz4P9eFK+tPMCdpxFhIBNXKgZlKgqhbwZ3fyL1oR9AYeirw68WTQLgCFiNC89xSN2dp1aFwyd7NUn6XKYwTviXfKqoeQuiG21wlcMpYnf60l7if3BBH5D78r2stD2ALhZueXpW02k4K9Dq/estP110bb1Wk+NZ45JZ3gKWS7rM7DzNXgVGP0jxOibHp1p4VlzUory41e9vIOxS0IQDRz8kGXlilDsro+byoVAHdef30V5dI57UvlbRI0x+fzKJGAouzeSBVLF+AjI22WmOlLKSmTnt1vk/Dq7u9X6w9wBUrQAyd2LSksOk/P+n1uxMaJVmn7r9izqltFdl0HpUMPXJcG72YaZVWo2fAtwMx61IvpdsAG0wMhmeHptoWXqJYPunNx4gF+/r9WCzrx0iF9rScYu8LcHT7InvauhFRxCwi5r01HjxqK/mw5okJFLtYoNWEjSBp2UhsckQBQQTIS+LVC7NSDl89AyXKHiYyC5/HMcpRfP0D0fudwISI6WMJ17ea3W7TGIZY6FYO9EgWV1L4gN9hia9dTJd69BmwE87z7f+Tp0QvfSSO0wC4Ojp7d/Z5+ZeNPvzMiDUjgIMUzSLShEFlCtFnN6ApirGTZ4X6QOgBP24wxSb4aJuFyk+GC+OzUyzVQc7Uj7zRHDiHlA81N7AYkPx3hcr2Kb6vYnqYGVJ5eJIQ67rW2TOUs8eVdbWHv77pPui3dkgVr6dW5L77qmxBa7OVZuW2ABEsBpIsB3JSq7icj3nmmcIjr447PqRzKXN0mvQqEBpCxYLxJ1epobDU6sEjVkeTItDOs5WnqGU0OHpW5M5J9LXye1VAk3AuY5B149K/gzzXO5aFApyHWG38Mfi6ekYmVNNi0epE6r6c7B0li/oUl8ldQBLpKDe5fxsouBYSn6R0Rl3xBeM0biRZXmxMku5Llx1LLmbNsHhJHIJBKj1tf8dibP9FXrmQxMcGJvsKhMdTlgAJMoTxiMn46NStb/dLjxE7OIHJV43mfLlGp/D/0YsK5/ZBMD96DJa0eL9aSIaBwxrrPHFvkwXrlyDJtbBatJytDOfHcrTIMrVo+XcfT4NrdTAtuq1VKAK4DBs3A3hOfBYTxHOPd57IVM/zvmVOJsoAKLF5WTpbVKExlpWndtekfU2c42Ba4grv12Eg7ifCTgkaUD8LB5Lofja+sD4a3j+RCatyXCwUHVWwKGzpxTwyUbo7QDjbC44u06mmbjyEmIQrtebi74HoIOfWmjYhE5hS9iWbzKOtmYwPpntwV+lYVdc71UmDbZPnDV8RRxJwg5pzRh9s3+f9oin2Hc+CCoxsV3PusDOzzTiz1vLMp6Fmq3VBNzAIMgYjLU+y+b7k06yGWM3+QRRgdqXYVfE8rK8s7WtDED8FCkfu+AcxblCNI41JtzYG/k+0qWjIY3aUQVphUreshKyQJwvxfCNhJY04PAob/1UMqwy0YiWeXh3b/TP98LKElUXzSYNRTdkLcY9wwmfcfEC2x4Ib+33xhk0UEiU+BLaYjVC+lWhG09vypQybx8M7hcBh9faokIDt+tmozWjwYfG/ZQkO1MRsZUFYwSR4Qc++IStXpRuxWpiM31Ma4+Gk4nPeM1Fp7ztuyvBT8Wuv+tExdSkh8sl7YgSEywwv+rS4RPJeRsNj2R4s1Udgoi69o/LIDroEQMfqatYsRFRNQg/zHTo/nd58/H0QDoRZVNij4q0gs1AAEJx4l8rFBqa6xNd7AdIhkbntS4RVRkFzf4+duuxAPLTgOwKwFNXslCb2o/QdU3s+cAwF5E6wInWd4xh9pDOVWs9MT1TrTYjATkhRVdlRvzApg1bKN+WDBJ4lLhXvvKPfFfUu3oPXHhL0pBBxge4JLsDPvFx9u93oLaUElW3zb3Tz/Ui/Oz/0X5fdZs4IJtw8D9Q91hZYTb22FKQ+r/WcbjrKJUIrQPyu42dt4jeXV3B3xDzA71618H+xN09giSHTNSTSQlb2mYX1Rydg8lDZNWj3GoEXjwlSpl4K1pNhCkHHqOPZqDjtx+PLVgGH8iZiwMsrJ3R6flfTjfN0v/K1Prg5uZbhnTIokw7jS0P6V4mC9qncSB/mQsvnF4tmFylgY9HkMFdxFsxDr7Nd3La7ptLhvR1k+Ez+xDeB5+I+91leaktUv1VJO/xf/sMdvTRkJE3sRNOhhulKdUgImz78wfdNn11VnOImkZwwaFVa9EvK9hL7Ymudf09zVjmkJ/dj+w5UCAPuxHOcOvGoirgbtsZiaAZPGRuLu5hqpOb8LfPsjuTsienZNVaEu2klZo2UavNtyCB5mypTtRYY49hn/GJzDM3P1mqDKlLsPFm92aV39Vtp3cyP32StGWBPOgmgA7pMkfU8X/6GLavAFK8DzNYjkOdV+f6p9EJhFOGbAbv4tOcoaPFdGx4ugorGM6RGegH7cCJSymlC21svGNPfgAFcAxtH5ve04YMkeOvopen3upsIn2nUfZT1SzATfhpplfqxZyHlYnW3WO52ZtUdUugfPSzsDrlAFZ21CxzgNT/qCRNIwnuJ8E8p1lZWiy9YwC3ARlfZVoRi+sAdxWV2AyzRPUNpBj/bEf0HemfGVdSvlFtZW3O4Prt/2e7wVe/2xZo9NEBMIbY9Pld1xIFnwU3U7vULgoJLUE5L/mW9bQH9xUNi8CTgyXyMEGRcTs8CEyvbXylbRj+2jTWeoSbtvje9tYvxRwKo1DNPfs8GJoyX1WNQxwta5kGd4QlwnCUEHU7iKJPLOjWaMsCRRhmKC9KSHtCEAMGscBXZ6qGgx3voMLKKcxCsGZa2e/Q1Y9B2tTpaSyWwm1JynqySM4LrvzIQm7wdIb1ZnmSkpAxH/i9nRBFMhYHWS7noQ8UsZwaA3fZikMRd+YiyUNp8C8YEOyMskN41IZbTCnpnIl89V1OK2Od15KsTYW+g2xJHxD1+XUrHapFxsF8TQYSHYWvKb64y33ayJxwKBE+8xIv/2IUCVT/GOktuS+A4Sy8OUcw4Sx5RWq8gH05vBYuWUN2KvX1FYy/Hv5AN54TKhLbmwF40ZGbyZICZ8n9J4T0mydLr3MilePfvEz3e20LcJrYCdHQNW8oMIOh2zWLiiVA/Adja7y9T72v/KzLqvkofi39OAA9spqYmSvK2MbJgVzK0BJ766QI53CpPK231DVg3InqwNiccMJlD3U89UItdrdktpgOrhnQ/0x98HmzwxJPqIR5qbR9P8EZqLztuULIix30Ht0Ch1rnv3mq4N8WbY5m19YKmjJHelRzdWPvx9rmRjbjEAbUHxP8tNBrq5JP54/lUxO069aolby1W3KnK254OUAJV2ojcnQ1Q3gBdX7tIHU57gM9/3dOM6eouBQg8rzqwGvtUs042PUVBun6/oq6lrF52GS3H3Snvt8bYyulcnUkVu67bp9ZNNQNbuR8tMX0q3rgcBFW3z6K1tSpAVy9zIdgKVfWiOQmICkcC7+JxUgDxYJXLCt7pWr4Tgeoqg1MHimvjr9ykp4NGZOfL4qR5uuHKOzxFobVzMQvQgXApju+IwEQWeo8/jWiLpRlH2oBa2iC7tbCqGdekQSZw0hwgX/nzK+CnfHYQjq4XD9YChFulhpEtwcOMdyGF3YqIzoFspLJ2F1M8kVKqphJu7myRiX+Ju+/FBKQEzkSBbTcKMf1xaNkyLvdk9BL6R/O2Im8wae3joVopQmSm5JdOdQK1WKmScKep7UAHhUnMeWhBdrQC0pyWWaabV/LwPc5f+xENHof/XbnSkZuLK0/j9yqsbyIxJCdVK8V/QXg6DyOcBVGigaoger9bRUSWj5KAjgF3TEyEGdV2VKoqIFShRAaIrP1Ht6o5y63jQp50S5/Co5pNvXuXvHPrTGky5GLTY5tdFNsnEl1qivZUvEMx7Cn0h+syCvuPuT2Uo2tHriKoz/nJMK+JlPEW2y5VhIU2BmItglVosP/Mh/+ArtRniS1p0Hqxmi18ZIoEQfDvS29Cd7iMpFogfJFN/WsLOYQm8dL1+3PibYeVYlmHqKdrrhFeH6tVEV/L3nJCxRaDRG47bCPc1MAF3sX3q1fWfnydWhqoJ05lpNbGkmTrEPt46tgq54zSSnyXMfKwTQlXLCmCTDQYNdXTElCN+B9pI1nCa/yDRUd8dcWxcI5s1q8ENvZrjGfUHG4qr7Hp952+3JUyyLqgQz/xQmTO7E0rJOcR37zf0KdYhhhMLxOxr5gQfW8DRQJe7jf01+bLpXAALGpSa+ie5zmusiItwqIQkf1VH+0yx/oV2zQnwplcvBiq4oHEK7e6DA626ZhG4M+4mvOhLGAakmbAkL5h5vRx5UugjFqLFTqJxrHmMq2SHui+Zs5FJSBidg+1vP77G05nWjvtSNKQSoqn3bOLkmztC6apFFuxratVr+dymx2PNgotphSowGtfsTWftdvMwkPmybMw/M8T8fCCZPjoy+BxHE3bwJKe30SrR4nafZsyJYMSPRJwZ7lAD2q/hyO0R1c++itWuu8XElJnNZkD96Ll843QzjnWd0IGUKng7M7gNQdiAU/UCQflvwO/BFc3Dx9m8tEfQUEnQdQpt5yA++taMGBEdZux1Isn9rjVOd3tbR7DwZOueD5JbgCsGMjMoco1juFywQpRdC6ABIkfmruHCh9Qlnd7D3YHiWmcHqfjpYbJsK9XBdPnQS6yMPQHzHg0bjcG7qXrIMjqIbtm1cvHE2diFx11OkrWv2T2gOijUj99VfIuwJJBa+ofK/oYN6gnaAv8aLpJ76+WDwwi7pG5TskpFQO9sZ2N6mdRjEEJVx7zEWqzn2dtH3FNu0Ow72mQOsYFqGaMyom6sPp+p2TEBdMB6XXUsJHwbhkgT8p4PCKcxpbU+4n1EXgcSiiXgv5vsyR6IHiu8lxsGMj65Kii8hQ2VffPeWV5Pcd3Endmcv3f0RSdJ4souzPa+CQ+zygbXZoSXJHw4ziYYiw8GniH9Olwndjnbfoq2htmUAovEVFrXNKEAAMDnxlYOT87RLHa9c3sPWDE4lpaCjYFJjjqlHgNiaXsJUVR/ANlxSFhOGozYTRz16av7N2tSyQZ/IqFQSUJ7k7J8gOyEAQpltXAbpw8asUhHmOOHJuYOiv7gyhDtmj62H5k31+dmd0KzYKNrjrvCWSqX/Ydck7CWqGH/D+K7KgMneWd4NvQh1TQzu3O3h/UFctL/usrmOgWpu6nReWm3v58lnsBhPx8ifFGQCeQUIG8pAN9RR3xMY0L4sY3WV3xZiUyBTr06xW3G3TrHsYiHteA56O1Tf5Y1MHRNqxkEgix2GvDZ4KW5Usylhj/dpkUn6mEcUsqc3E9URlhys5u00ZQLC5vLJgK2tR+NqVwL4B/mY9sGu0h02UdlwUkFVIYaVL6Cb9lUBh5OyGZMBo7JV3/McajiUuL/Ngbc7jfz8Nx2mdwa6KYuiPV9SMbqtlzr3emEagpyCh4UTndgM8YT6i62XizQmhVsIco9YIPBxd8K9khJQJnjY4HH6B4QrPX0rYFl3QMvzQRzQo4YG561LHHxudktyene7WdmPN+FEf2DOEvzqNjdVqyg0vovlJ2DQ8qOV3q2qSqU1uRrMooeaVqiMwqqYoPPoewvf2YsazW0v3TCdSlfvHcKcRpQCtcFlJAxVANCsPg6VTv5Bbw0Xb+o3tPc6Nv8/8GKmRx5QvInkVBoAlcEVisef22dfH52GXhpxwaUIq9502nAXqDrZweilXFycQ5HCTAmLKcsPBPTdnt9zuTQCXdLSQIPjpLoPCfbVDETnusTfNTwf5GNkOw/b6E/mJVJefjyL5HtKdAuFT5SlV0dfvpimiWQ7EfpLckFSs36zElc4dxlaRRvOhqTx2wIFQlrLkDxiPCA/sbxg3RVylV9eL98heHprlMYBm3VKwOcHtlgamrh4C9LLHVoFVHVOXxcrP/PA9hGaxhxDOm7DMLJOk7mar9B6vYaNnnYFBKFtbC3BOldq7HwgC4GudTCaciqmeKOHEdyBOtMgqx400rW6bnAScaN/zChVxD6z/ou6nS+AHghERf0voBWI+nD3R6agWFky1m+VFm93h2kRGvPzRpaeIf5ijPImr00n9bTF5MV/Xtbj2X9LAYtsWjoszaIhN6gmCQrGzU3OvWWUvzlADtG19SEP14WYuJgJHUVmRPpqJI2i1+OjK2c3+rOe26GWE6WllA/c33Y1VdQfX09D5tgxiAtvtHKjD1yjuHXIaYso85YGa3fbijgAjkPhAI0LYhwkwwB7Ce4lf0JFacZoHe0X8VF9omyFTjhV4ZSvTv6eEInKcS58eA2WSBqht9Kgf+HDkB2ck2P9TTmwVAjnBhr4VrPOUYkVDjekoGMDpwQjGM7Lequ01J+iERwvPbDigdYQXAywoMkWNyFbcomiitb5CBhcoYGD2EUo4A+c/7xYB512H+ZbmCLG5B7Q/TNaE2ICfGjqVX8T7vUfmXsTlddL3O/D2T80HA5eUG9uazM6cgAJXY3pD1yi4NjWExoLEuhJdkm0edAjy4Ie0IHkETby/tEpnWsAXlQKJ1sS6Qy2sBkBqkUExKdf3loFyXMG8kLXhWjQiI1YeDUeUhuPr3DC/sHZoGVenzSv5VRC9mEYxPbNYrSrO78TyXvVHBZHBsw0nPJtSq72ggQpTe97hySrtqzzZjo8kphNkYwdmkb25dSpYb9oiNfPAHUmvccMo60lKUx6TJWfLlI0VMfKDruaTttEZNYYL1aNRF5YrPv0UxaeIFN8rPPf5S5eG/J2AmReu8K7B0rMIAOLzO5zJFSw8NJaQwigcXvJWRprxFdfIqcHQu4a0jozOfkPdm4D8PlLKRBk7ZJYSED/Gu10NZXeDoi/PyYI9NhlMXKp40WuBQmAmHpY8Nb4hx1f8vNqREP2mlkZL1RlHNLXin6Pi5qZMuKqFrM6I45oKO2XRh1dvl+F4OEn0tOdDK/9M5MgJojqS7npuflypxgy1cSGZy8+bOO9eAdaDegpV64raLVBBOOEV/IzS+7Rb2X2dkjzl4UHCTWbQGVc0SMCxUsMPS6/9f9uwS6v2dtTJZ5MRrxL9hLKCxjcrZAIBFXXlMOTJeg/sZHvHP7TGfSLSpf+5zY9RPT0UHiaOt0gWlVdg5ayDP2wH1RRL3GBjED49dba4gu12+7QGb13Yvvg/c3i6DHrnFCqPf1qbB3SD7Ijbq8+myMJim9e9qNqy9JMkz3fwKj4HVCDhxYn3PChwYd/Z8MoweVrMaRyQozFj2P1JtPGny0frXe64LLh3I6JjigtuqH/gOPDq+RvGUafYK/N7cXkZkqthsqT7A5jMSEajrqxVgk/qqRf2AGga6XNuZRb3WaAmshQOAd+5nCgZr+j57SG4ZqmaygUXYUP99o1X8TVN8dYG67YvXB2nmX23l87K8OZuJz4+9xUWXwcwj0kPZVSLb4PCpwQvk+4JoABQ8RGx54ZbGlq5L1SUcz/X2CqToHMO3bLzFJjokUD1bTRvM2PidhBX1G2aK7xaILA6OoCRIyhcjGwAVrcdOD+JxZTsO1oHrq29MLK9Z7YLjwYhlguGrGo5qPk9wtu3sI1Zw5hMaLJoWK/r8InAiKT/s9TlHHC7Imu6wpsu5qZqn2gxL7nNptjHl+Oe7tkleaGv+KNoBKTFOpKt/sKYvERBTJH0+3kBAVzR+lBVXwE4yba7/LwLnL3ongCr1tGTGCKlsg3bdd1h7DCdILqNuqcSrqQPitakrZ/ufAYe4D2nq/1M926RyTU8T5zdUQifzqa/KDQZBzIRY/I+N4N+RlF48ev6mtC5vbss1/k1L6ssWKwiFXmsWgH57jjIReXqALQ6s5kSA0bhAJNI6CtB9cNlOpkHovJLZML2oDKFtP6Fa6D95L5Ma4M4c9hb9iuSQ2YZv6cnLGq3TL5jMzEhPnDMLHndk2C+IoSk/QK03PW6FDjQ7knBfb0kZnVMpdRNzVyvzTVVHnKfdca6e3PAofbtJZX9dO12zHVB3g1RnWf16s/KGxQ8pwNddnLuHnNZ7bzsua4lsci+RaAoVXWnDpGoid+p/tDpMKWY+3r1zwrPEG+HKSvGxvDm2kcNI8S7ysXMZWAWhGybnTxGaPCj7tw2VTKNN3NAww+EMvymwl9GhNiGSMxrrtk5wduC+CG8zaqL78wce2257nBu1+iaawR5V88sw3+l7C/WFFx+aTtYpZSFUestU5/WW00kZ0B2GNPN31bQTABHzfZEXkTjHQrr4KnwB9ywPApUdxPr1TuiNqQUcO3IJ6n3jUtLfwbcjm9fQ4sZA0Ckn+Buc7GtOagLebZ3FksNzgT/xipmkYP8K/n/4uk+oPgXdjallDI8gDBCKnLfoXnH0QOu002n73eXZ1EHc94EbekSDxvUplO1i87wyQFlc5Z5b/xaoO1UrQXNO93u8yg6Gp/WjleMeRMgNK3kEToj6ZyIZs8MwYrFUJstyEr5fZWTQ3yFQv6jGf++sculiK+IfhfqW43UBdJaw4ZM3jqzKnKQ/P1RE4gJ26VDm3fxzGvJpu1+yVTqroGDO4NKKuQzLP3iRmPo7sLJ/FvDGAmfG+QiDsGyI/UoRUk0AIlLxr9KLtRP+s7fhdwyV2u7yb9WEoQrXwoW6SCQDCui21iuiE6hgSyZIswVjktMvu4d4YiZt4EFzSwW/VOrTIVjw5a7BO+EVWdpI8hhOj55VL7D7m4EgOW77mUkB99iU27poNsIzWR1iS4yWIL+lII3wQbJmNwwLAavVnHzLhaCtq2bK4l5sXlix5BkCWMwSSYtOpXt0z/at7594kkQtgNQeVkGJjP9nY60PdWJK4cJYDo3RS9at0XsY8LwodDYgW/utKrv3r2Vc00DIcrJ45sGA63rrnLu0IxiuAMHRZnxxJbzxXhoV+LDbLlFw7SY0tg1BUCBFqIaaJLJB1hXbtbYQhEXWlQZZqTquw+0pQW6QItgBcJxtiwTbfVaLS4gJLxq/l9b4D36dBVUIg468yUX75VSrgcjnx72nHRiW00PPDiDujoPlMsx5J2qvtVzucvQbBsjq8fDuY7B4QYlnadAP8dloXssERAje+EEWtVF89g/j05BKe3F9NJ4qxyjSgb7y/OzblERxyTtlAh0+Gj9IgsM9JyN/LcNYdpZ+lslF+RfsPKdYejeX54PWdVaS85FrC+FZxDALMzTafwphHBgmjs+0TmNyfVqdo3DZ87tD5D50pqFOqQCirdbNT1Cj/mQo33PD8iQf8PqJ7zRn0yD7PzRGUyYOjktYdrg7JN/DlA4f2B4oFzbLi5jqcMj9cdp5Y60J7RW7ekSKm8PlRODDXhbSVGk+ClSvztLHMQEpKQW3QOElg+rdq56RPiW6L5sKmU9oVuSHoDEBa3Vp9SpDd14/aOhcVYyLKzkdcjYJNIUVbBRDZsK2xDVcvgF3yhj54AxN48VZw5we8zSQf1CSZU5wCl36QMGicCHW/sXrzJd+S/UmiSkJ/bkD/jUPz4+uzw0hdAj3YkQSVNaqI53ebbnBMkHUbb21p82tg81z4314e2pVO1wnJGAN4eT3LyExo+xjsLWX7JXDplsWVUCiZLQNyuyZ6eEdUoX7t7cA8uWudRdA+WKSGK2IEx2kRDTceDYTjUR6XUioeL1iqNxwtIL3iwkrydzhIDCSTbJR0BqK+3bVmPA9vUpWJLfb5vLZfl8eLEQt/Laz33cKEtzLAvMxZPRSzJ/9Z5FpwN5qQE34kW+4mQHoNdub0eK3RMpejn0C8bJ2JQsawNE16U/zEfWDYcRihP+BlBOgDI1QfSOsqxhA+whaNDHQVBSL+cejVixY3d5xhiQrBiNpqxN+K0s8z/uxjzfFrgxh/1emSFloN0rsZF7YwepXIl0TPFHOhtBRST5BhgQniblfdCTDHS4cC5obg2iIySLky7YYj3ijBlahk1UUkPWm0J8fhvvKFJUKE6Xk4fUV7yAStt/Y1lMK/IdcNdbn2dLWz8n47zlAH1ADB0yuF3HWs5bM3XXW1B6hgTtblYhv8Wl5+38C/H5TM4IvVAHg2kPBjr+FO4KEH9El2DMOHp6/UJw9SrXVaHgugMLYAUNf5BQJfTY7pPHYt/0ycar55W5mHCt8ZW6TgcZEsRALl99h1p1djbXUBo9ZJgNn0Ch8EDK6zvGzl71bKjegjK90Eo1LaCMecFiJniB02WALFzmo+7Uul6tySDwG0sPiVQ1GHrvd72jYEx90H4eN4uYB+qzhqjV25YYgrkwOYniwbhW5b9YdJ1XkUFXthkyFdIAyJTO5khDOGVQCp0cJmK0lwub+9Dx8u7z1QrTUUFba4K7Sh9BKg4nLO5Q6GuA2H5yZc1Jgovm70j+Ld1m6tnBE8dZnDLvQ0htW5moV1XH9tk7HrFRy0cg2vYi13kuMkF+kOMlXimMTyoYOM0GJTdXPZoqFOYysO0Ose+R2h/dNt1qHMyC75diOoaetCnpE41c3DvD4YvEAz06a/+JCMOWv7gCNSMhCIxVrfBtBslPnnsfW+QvbeltAwplVHwWVAZ2iupkwPQzxy51iuWL3wbN6dpWA5uRlCAZ60j1vzfSas7AXNewG09OYfUfx+lgCNIcGupba2gS+UWRRUvkzNo1g3TvqOzl3OMqRts9taxj33WBxafC/h3QHcW4FtjdUQUoDuLKGSBIxqEW3j0VIByDebzCjprC7S+TcTMfYzPKOu81JAHLauIG4VD1EuLoLlI2GfiUY/pHfsythJ/ZE4Kb13x9gksyE4DLGWQW840gQMWGj+YlMfSXguYN+PeHKs5j90ntIKCsy+NW/E5sHGd0aeIdlDdX4zSuOmUn5y7ZrHTBU53Rr7ZfbVnA1lSe4MYu1H+xtWKaEgEqiza13sacHmK9CaqlASQ1TcZYtLh4whWKhh7gv6ktjPvqFpM+jmEniVQqnWT8wwkBDKVxsdmhwIdFA23NUtStUcIOblpsrp+z8i0jLUWnUtaqUcGUiki3kWYkcWLq3+AXzPdFfm2XvOyQms7sN5egwZLKqWe27m9AV68jchw7/8HdoWxFpPtzSUXUd4kxTkVQa/N4CkwwmujWZz2+f4T5lNvCqtsplnkQ+CB2MVwGhfUK17lF2J9Xbhdjb+hEyw+bA/4Gik81H4RQg3kAID8aSBZFJk11SbfR0buA5n3nYjNnyEgdEP90TNkxD2PsCid5v+f/2lGXHFTZj0m7AbY8WzESiiT2ouRhzOUduHaGW3weQbAjTmIqy+hYwacm6HXmaWDxtudmt3qP/eO0ysz3+1aZSPVj37iGv5nMnryss6GTiiKjFp7vZ3ANKplA8mhckOZ+yNaKrLax+36CrKom/z/F1hgC7KCCppbw32bQGDYiU7CcYBBfYFHZeoZRri9BxWthq7z0e3U2ZZfiSzSJczBepg99naQM2ck2JPIm2ZcAbDLRpRG/VLW7fOeGc+TfvI+RcPNnrO+Se8Yitg1YwD472F8mf4qHcUKAW05RoPY4nRJz7NxSxaScxD35ooMPZWKvnAqnWUfUQx0zhHtO0C8sNTzOJautafqxkzv4nOkvzOHRTsvfQIWQx5fNpecuTuQ4qUt3sb+e1kKO5/v9Sq787PbUuJTVF8stQKbjiTgNMdHzZ1UBrpLxWbwBgMebt25etr0UDPzoGAuWI9qOQmLFs9wW4N/jC/d1JLcKB1h7ZwE+pTVRmQc1flkcIqc9UbjmQH2A2jTj4gewmqFlL+areuRn7uIx5sf3lf13tODuZnewIwoAkzAOag8a/2ivHw0zzK7grHX3LYZc6Nstq7xWBo/zh2tdLfMYZIhXtq+DgQpJN7rqaZl3/NmHM57kG2G37VbiBdo8FbaQrUR130WR5Zn9R7H/9Lm6EzMNP0UVcnPoajRwZi5E2QG5F/N2lpmJovpZdPtNDmFQ/7YnncIaXoZ/OLw47z3U9DRr+Cveb9nI1EAk5zkcsJDY+TE8o6+9/KQbbPaiEH8tmB50FDILeWgs1AO7yM+zFHQ7eZrhlZHnqo7HkXRGbjReCa5gWiL6V4hR7n02k2yEBJDY2BXbdF01TRec69lH4WPO1xro5BRGk/t4sIrrI1Y/mdKiMHeu/rNvzsBvwKerEMw1vy2NXGs2BlH+r7s01AJhB+xzU4AgeEqQbSKhiXusrAIOrDWoyKXTRVBIm9ljvs6Oquwq/ZDBIGGVg9+VOURejcw/hjGymZ21Eo8WxY63z/xyj5kK5rcY7ojdzOly4YuvMtUAfIaxUnC7+xPF4CPY48VjhLiIpV+rkW6XXv/h9Ao2l0UML+xZtI9CzBH0A0YfqOWHMhhmK3WeHR5O0VxesuwStUKA45ELvBBJNGZwODYIOJQyusNaESw891dLPHdMtSGxl+0L5P4tz8tkhqQFQJHlb1LLB5nhJMVj998j5BUsJpRU9VvkBT3y1MLq1wXIXISFON6RsJm9q9yThHU/OQ0DK/OFrmbCQD1lIaImNhARAfRSpa0FWCY1qSYw3qg9mGc/MOr+rsd3GyovMXwtxOGtNZXceyb6VhQbKTY+lbi69w5vuSr2JGqYXK40d5gpCyIH670vS1gJBLUJHIJ53eJK0PZ7FWGAo/FPq1tTWVkrLJGwwjU+Py/zj6N9rLcdR1dJypNL+YllD0tHA4y2WJKn8ErPHjT+UmAxGecOSprU9DjsYhj5vnG9jW7KEDXAaULlMKwmnZGiK2ZCLVzxLlzRS2B2EcP9zuaqM6HG2PxaW/P+V27iaJHsW4Bev/eMA+B4eU5XQ75THi3WvcTZ1GZW+/hp/nkamX5JW9eXEZT/HSpE3+HdT/b5hQN3BwJlEIh2WfRoBA+AdfNnsvsP7LaUuwrbAmKJJb+qEYibpSB8LUqANsJxCgP726N5+NLp4MGXrw0NtZZLyfWboGqr1VTvcv68n3yY7lxV7wtfRrGZMbnkP2bQIWMP5aGIFzEVADpAX2OMRVf995+r0cs33rBvtdfcgcBXWIHgNv2yZXZWDCbPO5SzvVZiHIDBDCTL9Arb13wkCFyiyxAq+JIGy/ZjKtOGzUX2ITgP+mSbfOQHTAmyJFhXz2h5XqN0y0al0nqiR5ceLu1Zv4swvFjDJlm9oijfnvfgb4z9lVYF5Wakdq4E4Gq8bAwRgcvixGFHTy0U2j3o1f6Z2BPxj51/u6lnI/5iQWn6RWGElo5dALIcgQf+eUjAkSP4XF5CBB2mduDxnfY+seWMRVZKtXQxJOI7B/0isEHMEXAUg8GItWvvHZ7BRIvSVGKeVfjYhACqQcxBA2xP1LaVbKcWLODObT/5JaBD97VBbG9Hzt4daCtSxVLi9U2n5aKsgyDDJtRODagb3K4n4mqBzFDwvE0EtTqOjn4/NpPebGpoaiSDxP60M1rqORs5iBz2xFfdUs055YfsZh+jsvYONNdvXW1z0ZSUV8OKQ01Jdvp2IPd5c+j/NffO9BYoGutDid/kUn8SazH389YytQXsdiKYKPksSkfBp7/ig2w9Eqnpzk/wY2lmKxM/jJzDqYxFUP3OWfPu1sBdgPZVqmHKG81WZrkwj3/JzJRxuKbfjxvaOUnMly0mcCND7I3r2TvccbyEgKv6R3ieF+QfVcWWZHLHoYs0na9vSzoTkUELa8erOHg+WMB5OJOVOyzFyVXvAVX1ZNG3hMiyOxbqjNqzPsjVfMl0gnZ176feZ8hIc87ofIHctMFFI3qqAwKux33Ktgp05MW60pa4aZkvC06ATqPtvcda7gLw4KWblq5Y8J0NDSINDks7GvZezRY0aghJdNBDoSYcqQ7v8xGhxSQ/GAYItXLN/pcMQaUN5GcLE5L1lu808f1yQBKm/vh6VjjzILNOIVecaEjFxy/997OYITFdpCiOnMa8bdjMMeFWVemLr9rysYTf1o+1OiDmPIRs6fYNWcaMgAR25QEk9YxgrAtFsSptET2xlHnt/tBKyobL6VckbACfVNv9aTZWs8K6a80HLwY2a9yS+qKbnXWlKgVqbcy5aCTKrRMNeKvhmOASDF646wJ8+QER3r5YnqmtJ5MOqEJA0NAPmjzleOfU09DQX0B+myTvkZPmJtjPR04GV0MWcPBrFeiakxqWFnShtcyJIO8Cj5cCZLxJIEFLFuNnFOrNNwIiRzeJ4s6Kr+/41cnOuAi8Udq1aljUi6ZKVsL1xhKlMZY7eg+oFOFIVs7v8M0eWD9kwJB7szm1BW5hIfEml/gi1Uq3QzhS5Sas+nqwNx9IK36DPXQNk6YN+8bDak0LR3om0qtNn8DbVyH/S6cKjVX+7bxaHqKUHa2TMExyMV01QeizSQoLnGLwouBndEbpQpppcPvlSlAdUDVn8ZCXBj91GfChXOua2/mPlu4f5aM30gvM7MJ8IHRGjLCG85cm/z3bUO8GAiFjHdV4xRSo1CpBSj/7YM4GlJGCNNQDRFGH0lsystf2d4dwE4m0af38FhsaGip53TnAL84SwOO9kfIrSj0E5yMw3r3yB/nqzYYj+NOrQ9gandnA4mezmhDf6nFAmC6NfGY7kPd02gvKpshz0LJQUJFah2QMXUMKPCjYf/Re8wcpmV29PJndujiESzqcqTFUqvV6iOAzM4Q8Q0gZjU846sQN7WEsJg4C26jWpwt6/LRMzLQqjfOYiQ0ieY1fiEFcqonRuKIH9cg3kqIFFW7SqcGD6Rv6pNwkHHMqvzR5efGUOvEdcHfP1PAD8bE8oTSyFCm+sdQopI0Fs4jOXKAEpPjhLHbQRfrcyWwV9r+QC5G8vMPQ+yk2il45Yg27uLlNrR7tbolE9zQzFamvo+67CTxsJNUe6SfhpktcnlFmA27APUkwQF57hvJUsYCFUcS4bF2Namh7nTrn5wxGmcWmBgwYucSPN7Uh/bhy19jeUcUsa6VgQwsPJKA0c3oW9v6PmZG7XhOYFZcjzuGXAu3wIkzcdroLJFWVHarGD3payE424dCI7nSLVsNNCMqqJARklAZexJvPqZdQlfA6MiPywa3igGZUW3shYzSoP0X6Ky85wOOuHxFiLvQAUL7CZI82IcxhFyjL65PHG2NtWP6MJblqzN4+ePNXuh64xjkhmF5E1sYG9cchIWa+boOP9Vqi06QSqJqZUZep0QcGeYXqYVMmXCLnDDVtlchancRYGXNx52a0zYs0DmK+E+AlbDDFIOTHeCvrF/QDHPiAhQXtolUIioZ3FlvzJSe1a7fkoBcSYHZ39zMT77Kpm3uqugs7de4N71drQyP4Pqr+SjXzqg4wY5J5L12g7geTEfmzKwoj8CROuRxgPCduz/FVEDlGBSxsVEwdHW55SBrvL7sc1NT261wmRzvaZDBLmCNHR0w/prgSSfidc485rFrf7DtpMUUNKM05r4MLng31gnsSQ3kslj6vZsyTpEv95TxHfEXM8gqIUvdXpn2VDAlX+TaHH1d3z9WCTgGo95OzdFTTVDR5RKZnp6ha2Jr7Slz+/QfbUd9F6v54SmkvRICa726F3MCpyuGPeQ5c+ixQ7v1fzf4H8KjHse+kx8EAF9ZFZVAq0TwqssSxvRqYPaRtcIu8zmIPCrsPeF2U9NVummQ9+O/r+OYdovtbLZIy6bD+9E2OKupbDzcXmXanAeEkG4X6uPlOIOs9IR+6R1DOeKBz94Y1eMe+rLPgRQV0V8GmwSa8jqV2Rn32hx6/7HPe4RW4j7MVy31ogsM1A/Ylxsy8b3vo/hcLtry3MHFhz+dW57Tl7DMl9CibjD1NnH4udlIaFKC68jFWMdyzpacwD2HZR8dR21/7tNivMxdGFBsDi7SoSKi98kmB6jGoJubx+cmKXb2hHTNUG63lQqgcPV/7hyiM7Arbm/arf4dANyTkkHJjlPF+9hUyfxt6juH4+vtHe+5PKTs540lWRIproUdx3j2H+SyINv5X9vM+De09JKrRizm0aAKe2Cc8VgymA082dv9siDaW3vFAxF3D8HZIeECjLcYTXRg6s8y8aupn46fyosCQ2lgRF1iUNZ3MgH1dP8//noVafcbpkBrLq2Fmtqm2bsrxF8ZvVVwjzseUT9bBy2oKrXEAMGN1DZtDZcj7UCk+/2WDnF77pGD5BkyztMlU5sN73FMjLGobENd/biVViMn7HZv3Gk5hXEFei61BOp8jza2IPi/botqkp+CIdkOjy3XV5XjTMQIt6qZt/jOzhk8biYlcajL/zoD0T4dBGjaJ37RDsH2wNgYlLY1FSsGEtFelJGewvUDWbK8374olivmZF8EcqQOtaDoomv4uUzYM8Spf4FTFx9NJcl/WV5/rOwD1wACJKw54xwlvZqxV4/QbEb6L0k27t3Bj49LaY4BiVxTocWN9x674uIP0APG6ma8ZrN2EJyI+zT19J8ZyxOjtyRsX9+9BShXOvVjAabX7P5SaYVtZTl4PqpplrszacHQ1/cqyEbooFhLK5aV4THo6QPiDgD9uG6hcJ6xfCoJh3iSM4Xh/Es3YdVQ1PCXi7iw8lQuiAfuwxsL9/wRUI6qc/SehJsZWsThyBJlWeRe0Ho74T5n5wTMXe25HqCRpBQkIRp+isv/vYC2N0oULtNKigvuKmViTVVZPeS5NoeRT2h9/ymGNn/+GyKmo7MjBX9fxRajBgLyOgujr1wHeRrd85MbJUfyNcMavFlqUGw4OHvozq9WV3tN3r9vKd8CJqL6A/IlzYk3airWvko9ikXdosvSBy7IRapBrJA6DaKYgenMy36rjKnRC5v83/o8xPVN2IasSdnJ9k3OZKPXP/7OKk1Pb7GAgI08Nmnp1mWMUl3fm4REJm0H8VAY2AOzcMnh93Gi2PK9mctxkyr9NlwL9aWGwmz/e//lwy2SuOaeqxKai756mXuaFSo2K52S6K5CgRekIlAHpppZ3sPdT/TDj0EChwmMmBl5LoImmM+89gEh4UX9eJLS8kYXaHmBqhgEcLFiWR90swwEYEYWmav8398rWIz+i5q1KgdiLoauzBx1e+ouhilBnQihCc3i4kko7iUZvfAu4/Ca1dGuvHIcizX5F0vmnJatc8mKPaT1mmLHSmMvuOLwms0voLpOZaam/kn5iszTAp0SzBxCf9mJyeAXNS19oquBByZe7zEz08Qyj6cYgROY+Mpa8nDpKJ+yankfIGc8/C9yKkf3lv0+TD0AcL0eVJ7u5aWfYQ2rtJLzAjfNRfcIqBVvRzvq1YDb9T+iaUDlq6V2ICOqiF99erFWQ27xp/uWeBE++fUPOSRhE+uWp81V94r6rFf5Bj4pckxCCc5CJDn11BJq3+T4cSlrz+jiyJ977orSp0YA9DBdyWBICNg9tAbLp+dMf45MH0nqZveGiyC0fNl0XziFjHtpGKClUnpNx9HouROWvq8ZoHBAb4Nxl3fLL3Xo7Ycg1Ukkzx5DIsQ0kj0Bx2BIw2U9SldPVytMPt2S/+Rg4boQZycUi1J62sCKAI8alWw9Zr07NC9ePRxjPWD8+URXYzDeZYED2DDpcwPOWT9Xa/L4Ju+eTurNwnYspF6JiECU5K5RbQFl/cejDxV/m7RXQOKBubygcbeabxza2QNwrsKNrkucubtcVLc8AGh+qXX59Bcm5ggqoTx8KomJw9j2XbCTr7PTEGsuIou4qgYBvL1OF8FZo7akX+Yg5GEATr4d7kWxtSupaKTSM3MfnGWW0n4hB3644HnzcGnxMhpyvTgWuhQxTSCHU77nq1CULtp2AWHkhLOZPZTWL6Yj4efZq8q58qIAFGqCyKWnpMwADLpCfDxuKECfiXabxGxr0RqNc1yeahztGh+hjr96WJ0torN3/alLR6Stf+t25zdgSgOu6Ut9K+MNf8YwsBA467VY9X8cNX7pErG4ddI8Acmsl/pTPsKIvHKlxyvQRoeZDrJFoyfwyU/ucUoZnp1CP0V3VMxJtIZq0YRC0iDlmxuPdLNa7GTQvZkvAijLGTxngQFXCs/S8Y7l7mErvJn470MWJDW4tZTXsq0yVKeOo0qWUGw3ckerwKCOKntJjbxi6qULPrRe/o9MmZ44nDjtdtqGSRa0p3304jr/+k2plV3RJGbWcgE64HB6JXaWlXv3oQrs8IC2DdPBkToObUxvHYL2htrXUr1/bRInuhSIymGOQu1e2G+lnRUurEyBiEg743WYNbQLIG4EeBKrpsPMsr2+EHNOs3LIJDrFafVE599pTFIz4wtpLwXoU++IoBxXHUNg7nIM8sduIDCiQLfNvshWni0/OqbLcklLrJPk9gwuyhvEQD4f8S8diWkY34rLUaK2BA2Yeg5eI96aj2/WXbH3/DpHohL5q0PHH0ikj3Ivl91ssZjKuOHH/qPFh8K9stQWwrLlpkS3LxbMbBsILeVObLHTdmgADJoWpq2LlTCKS5G7waWVb/bL7g6tGQdIvwkADq/Q1hWnrFcb3EZfvGamO6MPzVIYvok2G2yoXNVxENyEA3FxjDO2tjTQMiGDY8RwBxOCm8DDLHf4rooEmEi6u+ykIan+5/yQFILsGxhlBYh9y3Mpl3JQ32/pcxwCliEfSUWHE4kD9E56VjpbE3vyL/MouBm3nguF48i6jAZmmzSnNtDvKG/DHN7qal9w0s6KNB+tP8M8Wp/rplUZe/Ux/mx09V48jHF1G9ECZmLbjwP1ZE89UfgwMEClBM9ffPOdik4irkrWf2lTTyFs7uKxxZ9TKAWl8GS+ZfsShpj3YbhCqO7Okn4qck58CXlMBDHWBtKUI1UBOXQAWcG7seMtaEweNke0xESur3xAf9nWNR2WwHI8I9DE+4SPWZgP4ZA/fyQYkZB8pdEYXGVcwRNG/JrOb0WH95Yon4mxZlQ0npXqqnUbhT+vam4FFCBG3XH3pgt053OGb5LjI5GWzlIDx/Ki0duTR/tyjCFCwsRgkWaHCVUp7F3NJcNmCU6rSgJqx7l1FQGY/1SY+8J5uNWoa80znfm/bMEIKl05lUCdiu2jyZX4P6OE6qcl/krgLRFVkRgHcv4BMkeCUDimjyr4qfy9wOE557pNk0YeLWF8MfccI84OVFGfQjkOcg/wM+F2U0H5vzbvvjjO8tRc0fjkd7602dZBD/i1LHt9PZ2E7OO7pdhmksbkNGtkvIZp3NPDB3kRdH1ykB+G0McN1M8PxJocUC/qnFzlC1NTyaOoqVKWnNYfNPEfqOCzXGvQoBe8XzV5eUScrRcVkbqQDtWkLs13XzTzL02qgs05RVM0WyMmKI97vqIt6w5boC3QbgeJjDjR7mTIJNOl3Ek7A39qd75AFTwk6VsQTrMs7YAseV2KdGllxIeeJ7LCy1Q3dZyrh6iu4urpZg8DWFkXC8OidqhEjuxq/YLHBdk9dNghLmlqnIPV+0RhMg5IbWjq48IkgagKuSjhWKj3A1MeST2SXTEJJ14ycqGrMzX7XcDovQ2wBc+JSjQez5cuhjad7bSj7TckuCKxlyFfoeyF0ZQ3pV/KTCbW7pypP0WXoQGBKXJ/pM9LhKKUt1atJ3vCoV4egxmN99bxBIXF6on1OEQN+PZqBbJKbktwoBc9wL2P5fvQbsZO2/T41Neu1Fob7fqvmewOX4+AADy4lypR6A853odgOA/D8zhcwqOeHBcTq7wOQRTXjQWirrn2cst97Sy4werc4ru/rZK34Wi9Q0ZfkmGDUXpsgHx0L9OgHkuWM3wRarixPLddc8yk7mwSq3ooZr4ok4PjHxJJFXd/erqXK7bvCfJ/jHHY5oOvEOojfbdW+duPwNcbkkbwxYMF2e3OtX0sWkyETAbjg/Jc0UtVeH0zUoPROIFjHa9j8+tuxFuAeXIDm09e4nvLVZzhD7EdbpNHxLyMf374RKMlQB29YGUNNA1QEU6CHRVXIdzWRtVpVxVIsf3lJNAPzHabNS7E//Qfd+gzm1EQONwq3R8BHcIOSy8aGYN+RLqvvOkYyJ4B0NkO8Y54yL5fTimTcV6oiRPqzn0ymzUOAOIqgMhwvKSRiFekUq+Eb6+a7xxHqMufSfCdXcSlTo8rS0RNESz3hgDvSO5m/zgUQMaEkkF6TolQNdo6ZmlFOnH3S8ngVPEATqRYtIZp1sgTKoEOFtrQnVmyVXPofDBMUnDZWyqa0XHCzN2J/haW8W7CJV/LHyZiZbWLMHrFrPBTJfw5Ihvnaukm017uLwLpSjgnC3ts/KpeVTFPWE9IF5SU06G88zGMDvkaZAN+uBiiKPJiTyhz6tYuyJpFL3hCazJHEFNV2muN5TJHMIH6DE5E6qH8Nyaae/nE3nkwRqgH/oEsYNiCMJw6+AxHElZ/lLYBtUf/iJmpT12DhlW0ko6os0D7amuba6MxEzEleNEKr+VJcisgjrLTDUofXqvPvlOyvuJI5BBOb3YFfgxy4uNwszq4yXAiJSUfQ/xjrPVco7Rv0/Wi39XAmsGePdyO6iCXzxY137LqI7MKTmJIu9E8k2/Hl95HAZEIKuofMOu54ukF5yDQQKpbMzQRQEkHCdEDUYrny7J++NH+R2nBgrX3Iu7WfMjuyIGJnaCX9baFrHtPMlfwcOhvpSFwIJQcjoQspjdCCsdGJLCOlOdcoeA1R3yZ+b0D0YMMY5kFmJejb2zYnAIW0yuP9YB+QdGYWfj2j7IiPP5JaexhyCK+l5FoYVml546O3y3d+oENzdlTpgXxfY67z4LOAPaZ2y8LOu0OJh03wTbylkAcrzYqXOn+p28tuUx+jBky/AdAGvOahGEepLr78jrC5u4K7tahKAgtBLiN/YlAZJSH9Mla1cDxk3LFztr1cT0Facc6z+Wg9VaQwDXnhYAKxmk658fvDdrkzQ4zam3nbIzCzSMh6s6maNOXeMF0qPQD4yacZaTGwYNa6sJa2WZzf0R0sJQr0P4qQlZoNStLxvjJ7uzX+zI72vae6QsrgnQnvygXgGdNB4OK+6/rjvaQat6+WX8+ylUJtroxEfe8T2QXdRkQiS8Z1pQAziTE1PloSIa9dCwZttmlI4+4b9k+PCZ7tczZ49IjNro42dVpEZ33sVR1dpZ8j2zBkawuceOPl0sbiyHm1FImQFhLFixBaxGMUPwEyupLbAWwFcul57bo0VTeeu2ChoqK69MaJaK/xk+/63s2mRPl91IsVdiHfvlPddiK9KQKuikQdpoSHV7Z38CdX6aEEBs1uK/YnsEpSUxmd2A77pAD4fQOerC9vjoHZwPO5fx71HvR9IcxVGU1kWtlYlyofTajeRGC3Kn+l6j3k4ctAEC9YaIvxdLdHXBFU2Gv3ufUJM/ga2f94822zMGIhoffI93rWb1jlhILiO8lr9boFmh+9aBE3p5yOwRkdL5B9STC/mu4yP9TyISvzB3rVlMLHz9ByLIGTvd2wbM1fL0HS3HOMursFIMvFOREApFRnjnc3pmf4k8V2e1yaxWpb80aMk2oCnCMElm6j+NavumI/K+P0YAopwin2p0vxEPfL+Md1zQpAbRQFqXMvhZLXkDPkw2S0dAZ+y1rpDbmjfIOlvJqJ1cuG2iIWxy7WPSo9tbL2Az+iJ9LwnCijsV+39PFidkY3GNoyrghKYJOAtZh5nhrVQk0d3IgEhfhH+iYchY4W3QfeRJLX3RKYYF8DKLXJvgSUaEgWVKE3Jb6KcQWSmIx3lN6f4VHM2XHdn1ckgpdaOp1PaL3GROfzkjdJkkX1fkGMPF5M6r/IiuEzvZ+zLApUGQt+dlH78G4Il5LRc/Gv+bBoyQrOvX4MfcN/vRJqoYiCLjaLZqHTmRFsFvrsFOu0R++4IZw2j4IVUNQK62NONjP3HRI+0581W88VX6ZGGXoDETAGnyxtqKWRFMjwAq5iD3kGQm7oYHWnCyXC8wam8g1nSJIrWCfiN0yHU06JpQlghi7mH6JTGDU5HYHHdZkFXDGJNJ/H2CE+p8vt+JVL2KNGAA/9Nzeo/sqzuMOe/Fig2g0i+QP/FBqwWPFNOtbin8no8ABj2htjvWa4TKoqKtPePefxwZwtDNIpOQee2u8uHrboDQ9wesxcU5OKen+e4AAf4L+evI1I6/7MiE/JL8rJp+7VwZQ0urgQkt0hFVxXgrmpekok2A9ZKH8TI+T5nCQ4uxqrRFIyTLLM1cNy7uU1irCJep1/ALerB4iMtodILsAF4ThsdURxqJHVeABs+DOdbwZ5y0vqRmYpNB/6BSFBsv408iG2+QoVP4vc5xApzWEmAcR5JSq7ai/NyZAdBbfvWdCCLjjAM/k2TCrr8j+ewTGM/okJMzz1GT2HEwO/50BbU5KgbqovrgpyrU3Le+rGcZy7A4G1XKKp7efPf4HhE0ibviv6yPce2HeZ1dqlJ+2+06EW6WGH1qfBTG5UerHzxcZp4DeAmGjgSe8MNps2dbceRjfaq/WUhZ7/2lYrcrNZ4hWNvTHncYsqYUf5GZMEHC8/naRDeaA0q30lQwT0nLRiLFA4Wrr7DlCZO3hladyYQDyyh/3VdHUoOIr/EIs0ZRpxKQKdwAYSCPaOhGaanQ4GJy2bRJSFcI1bYh4GB2ytO5SvtzZT0QpVsYVQdE82eMl1WzaKM54rkKy6xnqqxZYsSnediLXImVKA5p8NpmRlimGGm28PMeowJUH8GJcNT5d06/vlpUCsdwq/Li9ZDenXY03E3IEAZAFGT7eYu1n8uOiTsHII63X6Nhz3v4lP3i6h4sKTEHQtDRsISHpCldkmzvO+nt19J4I1iq460lEg6pbCHSeF0+fMNKG6p/Hk7Zptylxez+Cs6A6I2z3E4Za+iMRm8kxTHuHR7Y4muk+eddBPzMTnKSWWoaelnAYtjzIULO9CiOeE8hBhQLthpm9C0X4TxBqGKDwqG1MxXiKh/WivmtmXXkc1pHoIIHmNQ9wXyy5e9YEet7EEllUNUh2n+7VZZH0zuCF5lnzCq6SWBfl3zzvg5ZFluDBDXXRlFcMgKfIT2w1YBOOAGPcqU13lPJ5wC+d8PHI2ytjIdETMZTo8zqA1xkYAe0oahDoY3IJiRudTjzkgziA7MNaq9t9lgi58mnUdFKrMHL4mvL+kW4eogpG7fjSOXLUkEEE5Zt+tdBZhI+c7mXVD1kD0Lbc3xrqURweOuWOTXwXYKPRCZ5UaPhm36vr/FbVnV01sWDd4MfsTS544DcNnoYZw0Y7CkEZXoyS7L2QOejuDBYEQx5rhEFmYUBMlMb2dO4m+UIN+qkBSFG4dHSGPNW3ePNGD8JOfSD1Pcdj6C+/R4CM2hJc7gk4m2HPlapWf8BJx+Ez6Zd6+K3iKOetWBWWZn7lvYEaTvKK+ZYMYvF0PGwJ8hh60D3DYhJcl0h9pkWGXlxGLotbXf99W5LgdulL47nGnNhXMObWRbGv4XmLfO6w8Sf8lYSMfvT1S0zW4uze/w9CbGDnbkWSehRY1CBI9mLyls+Hu1/Wn2mtCBmjQbjSi4mLG0NwC+GrgmwN/9m39r2NV/8QdwdU+avoNWheiWYf+gIq6AazN/FQcZvUidjD9VRfMMZwgMBgX2KTe84dhEbFIEb/u5Fv/1IFAIO+asTlCYqhDjCY/P4XNJZCXsF35VjnMA1GGwNxPILexRiUlixpoSrblchq0D0/5I6V3a9OWNImLgr9DfuZDfJDjNypx/Dirfd8pYHIWnH5pMm06jzmgmEdZoFqOSbDza18US9I/aCavXC874AS6a7DAyXr//HEL2L7GFx0n9UqyLtOofdbUsG//fB7qDM8hWCAS1OzllDi00iXlp8SkH3Y3yYq01lpn0shYDtvtEXDsnVV8eM/SMN1ctNcum2lvSOt4nojn+l3AkyVqo+BW/vHI+GM+mceRI1EyvagTiICYplsIX70tLwMWTO/fZKrNGqWKB8Lgjf1FBgh/tXJWS4gFPZiOmpUGsx49ShAfyiMtUNSuFYn9VobuFXxMu0qbTcDaETsupNAko4k7x9sL/ubA7l7KTu8NzYLm6YL9sbF/WxAZTKxUiAmMawsm//ApJvXGIWK8zYXq/5zwu+JVE6Z2whLzMJCWrByBBgNFZhk/oMeFrTwJ3gJ/4IdWq8DK8E+hIdJjQ/0SR7Cg/2zwyGZz1IB+Yq7vI33PWLM99fj8y0ssD/rXY+h0KtHQthuSxzfJ9BXAnOB1vwccRkz2RjdLrhFHJv0QX2wr3iDpfETSWQTbQY9+adwVRUaWgg4DFMXcIfyh19LQ0KxXC8oTCx0R8qiW7e9f7z8kB7J9R65DA+ptrxMXoIi3K8zxEm2i414q5qjTQN1iDVxT7cEhTz0N9SP/MbRuPqHNcNREH8wG2pP0iLbu96sqX/AC876cutlfXlXoanLqzzUH4+6zmI4WANLkJoD4C/Zqt/CCxYP15eRo+Vla0UKlEYRIZE2Np2xFHFtDrklM1zGwBN0Q0n/ucEd5qCCkZQbs9nLH6BvN0Xo0lJ1KSxdHBYf4pr2Ahg3bDW4WIx3WfAbQChMfuF5Z0pV4wUSjH6rlRi4021eILgMnf4x5HGb35IFNWvXEWBqZZcU6iJhk8HE2y0uPcYfu5/ivaemhdrXDn53f0KWfDr50bM5H4JsytjkbjK3HiUOejIcGUVfXe5nK9MtPUBIRX44055iDuagAlbQOeVNKKz//k53pthawbcegDerzwYaFmvG1w0R8PGDQoO4dtmbLZWLeErVRWyFoKm72UhXMoxfhtYHUQJl6KK/O+9fbPxcToH6Fa+3KqEPusaJvflX65X+1f/47DRKpfG226sHPG/PmUqUCN2YDh2xngT4S3ggPL9C5TgTNeJa1O7p0zj3jmDVnK0n6KLUaH6frYer9PB7J/unSR+BNVmqeefDUJYBVxMhUmX312MKIHqbAD94tyhY8aHx8XLX99kydilMpT5uTaqzcTAyYYN65OWhnh2vVcomIqbQb9ujx7oeAJkhClXPrHkQhJiWxoy5+X7tUavxdX+Qql5imLxl1NfVxmDuOHgiTn+fBWQ88wiGMquCf236Fl5TiK7K/tS/RdwEu3TXvsmQ3M01LUJAe5nvrCcoDTsSFx7ACc5X8Jd3/TlpMhgOQaNFTCyXedINCTPWwRoF702ezlBXnLKML3wJUrRXtdRE9Aux4CTS2iaNtNj+ldfeEZUiBeJA1nq/mJo7DorKkb595kR3Qb8+Flafh6RrrCdCa8Ei4ilt2Qs9w0Pkx4ug/l7xmUUCGPlMFFktn6t9KMlxJ9qt9duTKlhgBQJDouVL43lNaCvziOMNXIbIyHZaIVURZPQF7g/c7slXso6Bkt2nxiV+11ke9Ar9+mw46ock9xmy9JLUv86gDiYY/be9EVeNakaGtBE+El/hWo11Z3ysOR6c2HNXge4kyTOJY2AWFo1KbEWyfxdBE7BIv9XrUVvAZNcP/jRDfPmyy1tLOWKZBmWl8rHq/5QWIB7t4TfhhJxPLe8sAC4gFTjLSo3OzwRwWBkfD713Dh3v21sbyt2t6Ht1RGNp8ZjwETDyuaZasbGFwT7leR0hXy7V9el7Zx9Cue2dv26ibSL9dvuzge6+jx2EM1uiCBUH0JgN4DxBs5HAfLOmWLXSmSgF8SHIIlsqxL0LClUDOpn1zwvtGkUBnuANdQo/SWpqQIfqG8QZmMeEgttoJwBnSfhT80hbTmxDA+vZmGQbtTfZ5iEYmvcXl4StuTky12jaIeISMaIBj1EmM5IRfmy7ejgYJxxlDOyE+hR3+uN4BWub7LmZuawO9CILnXsMfBPkIiGg5UtfESOd3AXaWDEBsmav8/Q+Jf+2kYlDaCta2l2N/u2Bo6ICrV59sUyDEvCukQ0LsPkZWMun35LDz6KsUYFoweqoWTL2S6INgh6gfdSPyYe9k8JsdGBURSTmLYtg5CsjasVXOBaQxLVUTkDZk0wKS0AHDK/kUYk0GrBzWekN8uGC2d+y48eKD/GUVgFweeVz3QOUk1HHDtrLF4q7y865UQLNK5I8It9DHxh4nBeenmwOpo/lIzLO669p52dtTYUUoVDczFgLZXOR2TCpjoEfxXd/QcLAIqlb9NS0qacAM91XW3au8zrEbv5wM2+Pw1CrqdzGBoKTnGw4GxA7TQGddZl5VUjGmY482q+eIxdBK+o5pAY6Io/k16jrVv1EGWQX1dpm6hNWi1F1lN2PCeBj9Yjplq/xuLHVnuYrm3hhpHEuniGb2EjCPBq2xi0cd3sSgIamyudOg0xQh3B2OFyEV8rsXX90xyWrTLudyLaSR/hqjAkEgLb5CGIXmtAxCh7n6pRugP6sM0l+/nxbTfBOgTG+guEA5b+52hnlVEAJS8pWNKk0y9lgaRrpLfn3usiSESJR3QVuguBusMYSoi+sIwANEb8Fh4nEl7460cyUHcxhVyuzH4/XkWYGB6pAeR1Jdt8X6EzdKxMxu2f07Ix39babdBjlzNuetCKq8y2m6z9k4G0w96r05jYR7vsTTDSuruQfcEj+sMqdwpY2KHGapatSeMcqUjNODlfAmgxcmoPNPxWZQy5x9inDEEqU4UDgTFU+O9ApgzEzklP8ptcOuvbeFCsmOvv0T4SxM/K3UCmMBj20zaf7OFX7Jq6cufXtrIoljTKNpo3cGKgfIjdRwK0ptjpeQIn2Wgcf3cWIWS7CS/Pa+V1kGc+lPQDT0C5I/r6uyRRfb4qi4UPZInqeZwYdHO1KHWt+Usf7EQgli0mLDCpBGXjsA72S8UQB147+gxM4EJhcp8UjkQTK5Y/xS/lUgxTb/v4RuNTJ8AN7/Hi0RfuiVJJEwaKgnUHu2yhVW9wnZTY/mGrf/XJ4ZwOpZ5jI1X2typr4c0BsC+vulVOf9+WNaV2MqzivsRWuUNcR9PgEHBTXRI5mtI996fANrsSXLoGR8RiEx9ohlfFOKRb8u2qcaCd4ydcNZUpyIVHkoMR/wmPZs7rInP/Z0Xf13UznQ2yZ2MiPu6EBIw7v5ZSBili0gaUiKO15tfhjD4vWXqLm6Lj9ZhGa3OJHYUfDE+MPvmmMWNdgudsM1W6//BgHHnhOcqn3UySvpsLYihlSYTNlnSs5KfHqoFhPncuPB1cfFHMR8dsrDl7JRHNvOcv1KUoQbqXpV5Y+PuZpNJcaNv62gd3NJqftSj38t4BvZCnPB1GJ0mEDBAs4yXsRepnzCG6g1bZTrjBZphxJ6jxdp08qmCbIzvVZ84VzoyzbmTI+YsDLKKPH8XqPEg1A8DUzFZoNi3XlF8vZWPqARPnqQlcbUfGmXtCYBIMvjcIBLSh5U2qMqBTlZiVsSuhNrgHkSYJkTkVXeWKlX/PItwf4yU909/33ynFQw6QjpXoW8BwQXMb7oHF+1ebLMt3YKH8+stDFSeELDNuT+/draMae/LsfTY4VVKveHWNqLY5oJMrTizVAbimyO6egFPZaOZmQtRQ5xcCKiiXtXnSx+oETiyA8l+cwyxx/lg81NAItmNmU0XI40XUUHsYcWyG7q9CeCy/S609UCu0tLGvfYezRkfgCaDvy/zF1i41KnWjz14u5zj3qnWAhLIS9l6HrCPO6YtjnrNuk6MKfkfAqLR4J3teghNzbtPn5iDzlda9atwQvZVYyPhTZzPs/7Ikps0y+ianoytKZ9hUyn2bNb3+YTKtgRW7S3ftH2fTnw9I2rILZdr476+zmRvvGzBwxtcSoGVFUCs8orCI1OtrFsT5fUqdvfPfKneBL+o6zal79bor5aCp+BBKa6Oex5ABG+nKP8urzNwgNlF3hAYqgJaKDfJ1gn3a+E7E/cCwh93cDgAHYMGZHJNjalpk+VCljKy6EUMdg+ilJ+lytnC9GJgktG43Jgq6IZdDk3IihBHzs4HtV3iz/eJCLVvurt4AsoOUvpaqag9gn4K/yZbonZmW2CdfYok3+RActMhz3V0xvlCgnpLuQzERovzVEC5hB3GmtjuFAGUmCFGR9hGl0d3SJljIpja1Y32XK3fdyZqhVio+VhtAXjuscFeSahZ1oo43pavTX5G40iY8F+QUY/vA2luI3RZLacdL51DuZjSlttrvx85ZCXV6FuCdEQe7b39lPAPmm+ZEj+/84xV5NdyRD1TTWKf4KTRVxoZiAPQoejgUfd0gq27CcDxxxAsRq3oBCkpRKw6iG4raVuQ2mW8+F8LGPdz6q7HbkOK8EOjV/PxaJHexj6CIm573Vj7FtGQIRaImLjCRqTb4UatORlwjvGu0ei2H/RS5jebPUzQ18z2P3e5GYyHE+4rJugDMzysRr9K4aYdSiT5YoVAydpdV26ZL3K4YQQh9ITpU3/Q68dgVOJY+5LPCOC5lXrSdo2ptbiktCDbYZZTjlXgmtUfiAVEFuSQXstU2mwj7WOQiniw4URELVlifbz2++NJjNqX+RuMSQpFp6P1FE698Yx1uMyAqSCeM+aZuo+rtrV0cPkaWgvDe8qXpzpQWRqyVuxauseyP4E3gWS6lrUcCAz/chABi/NbJ1BVx6YYbglTbJ2PlUzVFutWu84jFPse2TsZsNYr5/dl1nh4DgOGG7gReQL9i4N4Oa0yf4fh6MtWSKVgPbmuiYgRFmlukq+O/TD4edIMEOxgFi2pl4p5snu/89sEESiRwLnVnmBNa3l+L7M6EXRN+c9gkkqKUviIIH757ECVLyjSSpMfVBOI02tKVQsWv9JsQJSa5yR/WVrt+Vm+qM9kBECiBpBmgWhQTDhcGZj/EptzDBoVjmvlUlC1RYhsjTsLa/Bn6P/3eN1HurSuXgriJHh/44vE/d9tSvToWSBL158h0/wmqAmI1DqWbxbasSiQLraHuIva2uIvuGpcf7zjPv5zR0sOy7RJVzs2GDR9agMZQ2EkF9MVLrVX3NGx0eEUM/qJAEfkzlLCjrYyPoA4s9dbyZkYWrqBNbsqDb1Imtz7/47Jxs9zKgTZRyHE4mn82bSj7ldHC34l0dsh225c5u3uLlJ1GyAa0/Os785v1/0YUWgmPgYfT6x6H/SYWAQJAR66D2Nmu3Ymjo/zQK46kG9HQdJYsBYfZQaIBJCLavphGZc2S4m8H69TLXajOwE8xkM3TtsCOwBiKGxxpdtUtBMKMfAGGJkmLCQuLPBbi3Hms08Lj0k5A3dIvBBgym139H+Xs1qRY9zP5DBszn3wO/bW7h55u2dX8aomvOCaBz+1pyWfuFNsdYNpDieodjeWeIdAPWl5Re+BSi5BX7gTbaiXXHqHq5BgtdpirdnzmaE8lgtWniwh716X+rYi9Kd4bJBploGoFFWceL7jsK628bYGXMe5TTTCWqx7a+DQNJhePoJQuQVHAaATxyt7rKjiahc7nzH5RGTHbeQ0iHBitpXhKok1X7MfOiANy1g/d72br1A5z7zBhoAvusw6bFHWKNaxMNJEWSj0brr8g5Wd6gCFPJCZ12gSbNka2OFQcMmTWI+yd4FFC9pG71AsmriwWsTS+bzeNl7RZdGEuum9iDbIvnU/Fz1+YW2uJr4N2v3aaMye590JkyUAtRDbgqXFhuU94z+03UflTcYP/1xkRe9UDB31eZxOQhCXlxajkFih4rTjOD3xgjHIrsgumd4xPMfU1h4iWa4qZ9Am/in7KyOouk3G12wHhsDqCb0ZlaUrVNUKJlsngmjXS6rbd2QOzancEUvbOc97KHhgwg8O+rOLMrbKrFdvBQpl6VMcnbnbBmB5FxtzF89tfapkxPZyUuGZvY/2j3G/X9QnegngrIigGe4T3s7MfJsEfcjN5rm4uihonBbdB0rwf4wEH8W6onNnaGe4GYbDxUG0NsqVSudw6INfD3qkj768jBFgF7lzU+PQzMth1kyHOaKXXQ6Kc9G0NE2Sk+vkdUK1xCs/IDmro0cN6D4urq2UgGs2A66lhn2Ga6mqE5eb9lQLMHDogjMw5iqKbLS/+iqV8kzaZeG8ubk90u1bOpCzCzNl/0ELbho2Z7Zx5m7QT2B7Tr4LnSLavWr6jCqHTf/LM8T/CNW+NHUtQzJH1WHK4F51I1iWmEX867+drCw22hIBUBD/rkq6UBIbA/RIDoQ5fT2WuAp2/9VM4LpzHtCmfWIWvUzEGKNx8uNEKjVtQry/Sqte0B9qRyyCcW42GoYAGoen6D3Eopx+NYA+8fdmAhsU8uBgFsHEqPKvShTYRGqNMQQYyNMQr+wgm9/LosLaz3Zje+UbNtRng4dn7fLoOvqwCKiq+VnS5+73g7XbPdYSOdxKNyhcOrZ3S5H4hNGlX+Ogp7BlwsiGT+KLUB1UrdkfeY5N4Wkss9wrZwJiPfzsd8MtF19TMrYh7SqayceBGb/+IOPefPZG6ebTFD3x/jj4c7kCSPAVTN5tbdsaNm73C/44L2VNoJXNe1ffHAn2iY54xayE70pJ2k4LvRxKhmoKujbTEhu3B2OmBNfgvdrgbL8B9foow4Zal3uz0viawTiMJ4dYMp/1wD0ghkNK0MP19s2vqv6PygDgsWoKM2djD/VxC30AvfTHYov4V9faVF3xrzp6s2+segDHQCcD4zIBcA6PiO+RdMpocrXyRO2J6FhpJURPH/wn6WzUpKSfzW7a2k3l4FYTPjrgYD5rfiijFsz7f0tp7KZf9yf2GrkWfy5e8BewOCp+GotGgoXYUjlsvR9NisSokD5XDwuAaNmAmqnu3PtDPPjvoZsaOCSlri83nLs2QQqpafKnJvLxpGhmxjcaeEyL/Tt9rStRXoUdVJZ+mxo9JtmQaSeKRNak/e3cWBnwM3eDG5Zy/oiGQWb9uS8f0iLDzgTdEf97d5cBWjADGZj3QacrdOUpaDsbJlwu+UUJrrIZ/d01QXbXeluOuyrnM7XDtPwwfrxslLgiXvYAOZOQsfFfmG6rH4OjWeimwJ7GI9b1aBMcuj2N1byqmkxDsLoypBGYgBZiyTJ6ZDbFOX1arp665Op+NiV0zLJV0NGEtQBCWxkzG/DAtt8/M4h/uogI5zdulphix2E27RLQDQJ1+Qcs5okauYemKa3nJLabKeSwvTF74nOW2KbyhMYksiusQV+J8QabYYEzy3haoPgdoIkziMmGPslcUZp1BlzuxbczIYZwuMewUIX16OaWjrJXTTDLUAKb3UsgTVTzUIsNK9l2vRHkai4NjO1fr2da71d8NILdkP9R3yCSA3t33e1UtJTZMNayMKENiU6f0QQmEDscZ2Lll80ZDh51T0FH1hU4MMgutz0yzcz37DEy7b7Fu2I0G8F55ZdlyXZKTCQKS8hWU4Y5USNSRmuaF1khMWM+wcs48KILQVd7G8E0VpaQ6XDOoH9MDHJxmyUW4oMm1cDl2A33rt1oB+mbwWpt3KG8wy6d7RNGZJW1cwGgQC/jnow1mEwMBBJpJRhQEUosDOaX9128Lz3LLD6e4JQrF4wCKcGjMDE2LXPyZnzOyxfwfE6w7Xd4XUfoBmE2+o+r+zQzZRXVAp3do2cJ53kH+SMX8TD9efQRG8wlJvxWWvghdvGQtm3F99eqZxIf866rww+8kIBWNKxCm3L+TTeo/GkhD14+XkO5n3ePKRHVHYvMFukE0pDthuMSHH2X9TtLMuPw3jd25bKrOf8vdV1wHA6bmQuVFTXo5iaPvQ1lifnBGdiTDzZiN5htrmgEc+Iul5NcKGUaJX9Rntj/V4ndkDCR0TIy7s/dT9AnWCcBMz3Nev8owvY32kqXe68zq0QWkS6ZCoXL0Q4scI2Uqdapnx2iUtIO/kYYJ0EhiRrxLo1gN9P1YpIv/cV8Dli/CJIVtDOInSMfTvq94XcZIcV0NM/AyK2oeY0ZDwF3AiMq/Tczw1v2EQwE0v6AKWsDQ+C4pKAtia8enE02HqAyVnmICo6995WGc+HSWoYYwd0Wmd1ICY9bVFXlnDkPIeVv+TaBQ1rCBIV3yE0wLXyo2bIJYUXSq6xPbnExz/RdnTikXkP19X2dRGDsB0MGxqyCminXdGsD1eNN44pgtvOGJ6p2EFAyAJQKohQGDV79mTUQ6Brq5Ds6s5EfYZTWYDZVeEGq01AtDYjVMzDpSnSkvr+bY7087NTzAHPla/iQ/6wjHnj3YT3G3mYG4a2HTCMI5JUe+LGWh0LjlJ2gRZtrOoNEk5p2Fiu6762FhvM32hdtiDHdOjGJgxZUNd03TCT+HFmBinyaBvz1oOO/4Y69d1eXxAcH2fqrVunoK2n0y9lEKhkyD8pR4OVeCUB0W2PJIGqWnoPOGjya3jgExXzuno0ra9WVwXKu4KIZj6vyzIYNrf6P8UO+vYxvZkz4DK2Ym5THHIpVKNKuqIRPlfzZTS6k7srHfYA94dUIKu9YdzbKWRhMLv0X/5UShw/mf9qCLArSUfUBt3J60h0YJ7qeJAj4qIMZhv3miZ4q4acawRCFzHwD9xvHdIoOwxsVbJJQAnMPN+IYz6qPwlBNGmXLrmUg+2cYFPt9a5JkDvnlgNedMZKyZlmysvq7vdK+VgVPpDQfYuLCtIEQpJHU7qHG8prn4rPquniujw1iM8X99eSSwaDayam6eGregtDvYkWtO0yt9pLQ2O/doqjhDHKXfiMljSwwK9jBKM/A+jVdsf2Wga2qF5dfACFjeAUEZvHVlhoI8ubruWAlD8pllS66Owujd7pkaJYDCEu1rNptJ+/g6XzXIBxWQz/xrL/PaV6w2MuOgnqkt7H/Iu/WUGlu8q5Ev1rQ3JoYTcqjJvAI/MzSEcQ4qYhNzl0enhVl4I18jBHx3dWEcR1NTj5NgHoTgTgOzzeiNZ7MBXxQSgpJXqkuRk2v201vz+KJDl2MzIW6tYMCxQ8rUFskkY9EENiJfOhMCbMZ1wFy2LQoLz8qPk5hKwaiUlknVWO6PmnHs+JUEQLqT9jH1yjxBh9wJTy0dNtL/3UngxMbGEPbBAuVlZXbFO0f8DuWjRAQfmI2VGlVeyHcQwX1EXOZFqwc772DEikP58DG6Vq6KFJFY6YSG0ENbuVchuYdI9yPn9R58w9xg0tuJuF90tuQE9rnN+LONbEvey75JSpV5l1cZKIl6rQ4aY0vPyJjhzulwWWLxOyicsa3ZXNtb/rJMbwmpB+ivPXMs+tC7AINU9J/dTOxt3tPL45yW2n4jCQLeoN9O9eaBPNIig7SByGLTNBEyebsGxF6MgEh1DBxvzttQqwdPTk2CCeJQPhjoohbh6Xk9Gw6AR33L5uMrHZYzD4Wy/NC4xQtQRvs7VsCOQksuUomKB58J18WZw1EvdU1l1rmmFL795fItPexUFHcTHLOHeyYNpi2OF2AzKVpu5AOSHZj6xDs4RB+mrR5iIhKuSc/SHvzqlcmgUqboc/NkyF4AVQvVZNgxGH7aD9HAdvGmTWHAJX9E2jqaULCv1N2kUb9Qg5LqJFOI10Ob7ujTkkh4nXIuMxl9MN5jXwVRfM+obGEkgE8zRhBaYjtQR1r1ufc8po3mphhrDCrU7Rmekrm8qPhlqzyrR3gjmgtgrxqsXqbNoZRBep+PpvAxCQCLgxBosSmhGvWtoyysBnc+DMP4OncYYI+D0656Dgt+jiYcnjRtKwJrR9PsHMHT5BLNape+vCcfcq3HvkOqkETzZVvHbNnyCAkHXeLfe0zGBPRatSWmz88MN0UgNWnwMmlXO16lKt91affA7HaaHiyLHi83wENkafv46j2se44Z+UAUsJTl0VJqQFWBnztrzefM/ZYRA82GaEoH/kWb8Ak1ItMfhLUgp38Mk+87Cyu6cuML8yKqysMcRe0QwkpkeGah+jU4QtaFl+cLOe8XMrUrurq/Q2+ni3sXiJ/tdy48gwBQIAatBpwlU+fPIrbsJthl0GrgSTNqJdFb5kWoHzZStnjKA6K0OQWkJnw88HGQcW5VdDEQFFXvXihk6baQa2hs5gyw3viL95/18YR0+aRbVCMCKPwz98KENcUtQzjPmUa95WzkXj99ztPiTKiFl96eZ0Y8/IMg70BSx7Ielb8Y1dAhYNm3WmOUv8gohxNK8+D/V8wL5rw39uSVv4EWx7z6bmI3zUA/dAMeGzBdxohkGs0TNrDOKsXsgUvlJKDFcDgBb8xDSa2N1GlFkp0Nx8EeOjS0Wy9l5m/Y3I9QQRrMofLe8CZGWOnHnz8jQ61jyi+a+iXiAtXkKlKTeB0H1g/iYJbWDgjoNjAiMSlTdwoIj00tSvjMCaQeM1RYyWZe0PF9i0nYvobJcWmAwQ/5PryYQnTCfy/uwrbd1wMkvwWBMfciPv5zrJUZC3FrHtnDGFzLytbVR6HSJQVgK5D8vDH1uJlf5bi9e/4VMVZL4uz2O5+HoH/apiqLTRURzmp1EA28iDMD2HAh3gSK8h99uUO8Su5AcDFYo6xZQyiwcDSelEHhhLhnbgxnNIsQMXRYfh8hCmd5aMqyBbsZAv9Ltg5dW9JsCYWwZ7qARNV5rXgtubCcEIifWISz1IHFPGBFfQJ/XSpFH3sJnDbdtlkhHc9+cMq4l0qMo2EZFhCuKw47d62IyBVtFGXAqWO4uO5WzPcIoTBpZn7ggzMQjtCBs0JBliZjKOpxeh5oCIOkttnRIzDOR+4sEQWFta7aXM+dQ4iex/0ophsiE3tRRe1GPJIn4RQ9R3lo7RtvR6529nkix+srrYOGIOZHdYhwsfkeidTxAI3CfMNfgskh9nHxRZ453SDNLMwuUdYGIz4XfS3NKHBp/O1CdJ4YKydzqHgPdhB2VRm74Foc37ye/LfNrmV25iezCWa9mFPe27rj4X7wLwvN/wIqEGTnk0LitsekCUSkM4AzIejVFlFs2+QUMZEKNtfwKXWYkkjclwqsuoqE6c250x0Po6zo+E2J9F1GBvdwm5kIX3VVJJUZuZQA+K/HCMMJxZZthJhJHOYPz2WkRogDuNjDMmOgv0Lfz7xVq+KRahJBLM959jqpZAOxTWBegG9IUZGdNoyTYsLgNam3JZUAAEN9AWFjllin8pM3JF4HHWEtAWlfL/d8VkA9fJnCGKI3oRPKKMdhknpAG+fUwWnfcHj1E1EUIISH11sNKvgxCiq9SEu3oYgxtyeCIaxs0MftFzWShCXy9iJqNyLzHfseFxvA4tZ35NudHftBlyQXBrhc9FUEI41fJKWXhBmYSBiJhAd3g20P98dFnb7nJaZKOLcb5mS+6aXrAV/Ogw19cCZ+Fi5Y462novtH+xjAcp5yVuUEIEnL0ttQUv0BWC+dmdrxZpq2j07X5EzeVOppawqk71GkDTbQJ7RkQ9VbbVNWLgpkJ30uVoH20Ulh5K2TGPZiveoOHELBJ0N6NzhMUYW7a1L6mTLarObYX9fPI+I51ZNRyPrqyJMiG5BAOWO0y9ctIhFfu9bdaHJU+nJeSBF8doXJrQdntgX9oppcx3uWG7+ACA7piYRvBZdZX1+3JpgEa0wcb/kdGbw3TXRjulls382o957kwJUu3+Ig8NKu9SmeaDfl7Le2UIHGkIh+bU6+WeFYqTY56AJrHnn7zH5yUNLKPIK/uPX5Yw6msJde46P6EcWj2tlgdTH9DCmAju+yQz2FzVqlYIvAub+6l5Ioow+d8k9hsANngb3LiEPg4R+sCTTNgXVamFDFzI9UPrukum1+vWyL1LkSGLz3c4VF6T8dNHRpnMAUaMZeYExWjYHdIfnJAmIFChWd8gpfqCtExdudydrIfWTzXt6VRS04x8ARyEhMfR9YZY7MTPKnq+dB1c2l6qL05DQ/CV/wvkgdAg0ic5wl93NjhyGZYsSedll2PAPDNa+jhIWB57Ap0ZaFR8p5C+MBZe0WrbMGOjoba4wd3pGWkezTN0tdNbscLpvqdbX9kmR0Kt31qAt4EWKXuywGw7L6ZChAWTECyjQTpAjRnHuRmlqUIODdlLqPL/LUr5XyW5R1BCQvex4kjpwQ25MJoetK6w81TUMdn+KxB3e/D3bDw++Vj0haYRWUcpkXNQPlBgj2Z9Uc3yMB2k49SMTYJ9XSiOSHpI+K+pAU7RsdIoFjdOACl0rzIQL0MvutJcOtPS/V/CB+24OztsaEH+ZkvOPE/BrFaNSuE+JrgvlrVq3uDTr0r0fUjin1WNzkAUcX5M8ZFqn49cmCJHRWz8/mmwB/4Eosxw0DTw1T5Qb8SgMh9Hwd98n1XfASLC/9Vtnu46QJCNail60jJfRRXQZzuJwLo8xPKMVMH09Nlnlbj1CAPqwd3ANaNfpNvu2xU4nvtcImBAqZpLiU1+fgJ6XrFI4j8HvGNiUB06OkjdTfWBSLARjr/0H3iH5QfLJ1ml7skpJwxN2SwZ5jFT7bTSZX5LZHSQuGXGVwuHsymOT0iQtCvEQ99A/A4bJDIwBeJ89WgoEn9+V7X0nCPIGADAeCpXU5buhBl0jeNKd5jaFDsMkbpJjuwgoORUJ1LriQtkbY5UfVw65FIELzAiZt5RUrAxdu3dsNxHeJKFBazAe6VcYDgIeHovPu1Lu9lMojEZGO0Fibr1HyHgqri5IZBgrClEjWrGS0PkW55DvYLktjDfFy3h8jttdhCq+Epm7y/QSQrnqc6Q0vMb6Ec9ZrnAGLFegee5UyC8uNRB3F0un7UK5oH3TP71fISH5qlDAWIaz8cp+aH0HQ8rv7amKbd7kZBNzwBy2J/K2ssqgcYq+Ig+Ga9pm8Ev4eN4/ud4L9E9R4JJX43ZVFe+bui2qqJtdt2GWyrmyYhOPEv5ZcCkJmwuc8cryxRxz9QdG7aFKt0Bk87fDV13u4IdijQoAcVm5Pd58wK9wVuuOrjevO0lj2ygtSM45jHGVWonQY3fol1aT4esUYus00ul4gdB5lAOj8GVtg0sele9sW8Wt+CBMZEBf6TQuY4+WKbhY8kA21m96qy8R2gAEAGJfclX9V7p2Y8yWTBkxud+fe4KyfxkJXoT3dwDn+qFrpFzHOcsi7Vg2MoI7YurKJp7ZpNWIVa3U7Yx9ByWamuzelADuZwElTDz9EYmyiliR3jhsIzmkENxjk1LGAmsBWxoTSt+SQlQKpFngtTYm9p9P8T5vrY+Z+57wxFxXVNNCCm4VdaByiGYxaQ5ESZ0jL0mdzJw3mScYZ3n+PZLHdOwaf0SsNy/rHzC4XUaT6D+0tGvex1diP6kZW7qHIf2zC7CIVpUCwsMH/4ll/DHyxgztExQZGWRFzxWvpdWL7xiqPjfA7WstF8IRAdLTtT0v1bLRReuLyr31jBzyBFHFl6+rqDfUWammWdii6M2VtZ98BWKmHhV+u6WVJaqmNWht4s4xKl2T06M+JhSH7ivedU6gCEMEMKoco9fc7fnscCVTrTJ2z8GUUxCUk4BXN1nqo/HwjolAnnehe4Y3ezfPjfSA61nx1DUNZrJ1Z8b+60EbAu2fr00BhxAYO1eeh74OlhWLRbhNZlDBYQ/+aIfXONuPQbmPiQs8vwBbtRIxefMIwUXG4BmFQ2CWX5GOaQPWOQkzBTsoq0myAFLSi5ZulPuP5pTsrsn8TfVmc087EoH8uqXZvlvh/hFJ2lYRB9a1NJhtfOiNDOENIWsH3znkCXRT1GMwQl1CnEh0JBUzKyAY+YKBLJik2olCAJctkfJ6pPKShmpU4UhOjH3NaIHox5he7YUrIVxIU80KZGU5ljxy2JmJg0jsI1kv6BEaJXqtYCaCojGjyPl1UufI4SfcAb3JpoY7KBRSMSE+luM6a4f9XBw8nCiP4s0sFMs3caBT42fWtwRNiXrJIS1QlsuGZ0SquI0nSeOHFOWh5rEOHG6+A9GPmj/owIyHpcBLGMbcVfJfXFfcKMiUMRr4mTs9H0ZOqDIVExK13sKahXVW8BeIUiRPLf7JFvBVjEWYUvLV/zKM19DUtAnWZyCUnFkltxQ75CWiPC7fkD0VyoUZFqsdxtMIB+IW94Bn/7DIfnP2j9ZCJPBEfbdg42YpcJh01fHIO02eLUXaoJbfgBh9W3JHV7hV5whsa+C3ytJW1ovkrCXy2y/fyWh1eNwByfuZPEPNlDHt69rJIt6Z5iwk/3IYL39i8uXCTYldFvqNvFVNy/Vd8p6PWZNUzsrJFSM5u8sKjmCTpl76Pl0khB1HJ8SagOI9b/WROPAmLWM4/+Btjcb/LW/VwP+OQNk+Mbk2aeb2wDEFuzpi07Wy1zCCYoxcGl5TtTamu1s2FK5s+lUacT3UI9zFIjq3S4HrQVM6U3cmiS46K2ys3ZjLqhdG8owUPNp8oPJ6P7cGoefv+EKxnEIV0mEBrHRDd0is49OK0Dnf3KAmtT32qsXt789MpiZIZYlw0ZvRwpKyEM/LS1QkoG3poyFPxMlMJ/8S08EGiA8TTTgtW/CAf+iKNRAl3SOwLV1DJ9L7OUimuwDTL9dFO2f2i8Gzz+kGyCTWYbn2Dc4omie9VTNDsRNRVuQJg3z/VaU4xfaVcapruEQGpkX2EYPIbBHeNW85rfQN+GBC1Lxq0bZg/LP5hymPU5d612aZ/elBjvqZmHQQUpS48KDSnPC7ukZo6RItF0p0FsVgn6GYkWbwElZvBjoGuj5eEfVz1BlU/diMy5s4d64F9jNCgqDkqeEFwDNnggU/TyOgtxn5OAHkBrEJ/Bqkp+YphS12rG1TVeY3+zZZZPCBajZeFayegAN8F/b4xOqIXyBkb5/yHCcF9b6wx5HdB/Qod/Sfz7qXb0oYFZrb38Jg18UsJnAiAf43VNl9/NR3ytpaTINwDMcNRi91LAD/Kl9OJnqmUrRPNkzkVkTHDWANUbCUSwRl230I55w2HWT7dknJ8Ae4tiLyVxABn4J5plSYrYMfcHbNEVq8UciCB4kzax+jUHFAvc/vhU3MoD488YrBR4NjqdXncdwzruEEY18mvhkNsSq9M8SVY40paOvy2S3lXbhwhcchIBaDRPBLuMR8Ui+MIW30C/MdjAx15bz/DfqU1/SlKNVF28+5OFuGEJv9iTjFoAVdyqqg7SH4GkGlHD6zWIH4pDWpqvp3XP+U/DeAuGCI6kKnAztRn+wKpMcfm2RwyvmUSNU6dcaXUbLCUmAT8MmyMxENKG6g8JhdvmaaoJzCdha2SX9pcF6VXKxU9qWpXWh3H+VDbf/GE7A/TFemXzC4gpc/0dgyW4GTSsuNS3hWMYHkPkrOUJ+6j2PBPGfb7w5SapARSgtPbnazuqXgfYbKer1WxXWGpU8edSckDnT6ML60ulFa9C4TEweePsG6iUiePjk2N/8JcTPhv6RgEzYPZs5PZ0Va9OnDD03RgFNaVuRN8SUG1CZC+CwV+OYAR5A92bgaKviqVnE8GdLVEq7qtZ7pDYjA5juXtEZeCnzVLpJKPRBKewI4ynpKXv7KQwZMBoF/U3ZG4SrDUp26tGklJkMvEf//1ce1MuIwVWqqvjjSFSoG42VGZw45IcCAyHbLt5sFw66+sOHmKAtED53sZlQzpLFZaNmpjsdwhFkk5xIJMdNvPeWNTAUyfeRbt+Pkwp9e3O1Eo+url2OkNmK9nIrBngqN7koYqr1+WNWhxbs6xOIgIylbcPWWc6WuMYfaC4IzpR422pFAODs1jO4BTWV+VxXtBPtklyIpngq6bFewy43gaaAcf6RqF6HdFwh9K1zrRKrFE3EWt6L8MFS/3g/L+F4plUI/zzcN8EE/RXe3ZkQWaDsf/Nffb7ZIgmQOecakfSGRCcE4zTMKJLV4BHZYLvwCO33Tsof+Zzb61nGbP4xqx9UZ/eX41RRgWqmGGoUMs0B3rTjZ/xiHlRHUxpuZgLi1FrozweqdlHiw3deG0DwWFIWS6ylwp4ttX5b9FI3cIslg+B6E6uMHRWeXo0c79wb+piQB6w8JX7Obgi2hvymoCohp8QXNHNjRykZvfSrN0vELOdfL5LM5HFLiaLRm4qROSpCI2Juot8Pl8ICebREICjsw5KXAWnkTupZlwihesWWEnX3jUOTma4Jcqr5sRCrF/oBp5/27RQt6Bx1CjB5bEX6cmmbVGlFPnkTbgZFQT06sQdo2jsYXnr/vugJghhgBhh0TVY5N92hplhJSg+XUrohxx3dQeDUTDgiJfDmRPxfWJ4Wtovni9MQQc8IcOfG5R5dAHytKxKdyQzhoYPDHYppKayv4QG6aVyJiNJCPe0XOvFUJRACL81nhcU+IjF3EeNzv9FudGQHbJoWFlBkx0YNU/5SzEv5EDJYr2H79gnqDKBxkYbvHtorCduNvJV1vItZhm4hj5S/JZDc5+jgidsR8Fy/+xCXOAei+C2OkQJDw83B0rrsIsAp2z39Tlb56owZq4nqsDiIITItu7fSYi+dwlH5aF63pvIxhNaCUJzSAlRiFaJvUTA5ki/6JbeguJ4UVEiUp4hIYXQrTCJkr7HmSQ+vfecnnvn8TZ21/AvsyOAYX3YutwNOlECXj6CNHrOVf3Rmda21ABPEdRK+bf+VkMsTlUcpkI/fY+tMP+Vdvpm93iavExkV7yZ6s8lcNz5aH367f3W1W/dqRRhvh1gmE8Hd4W4lOzmAa4aryCfyA4R95qxQs6Rj4iTcE/w9kDy7kqcuwY69aK5YNMK1PEugZQsl60L1GZY37+4kp+5wYhiiUwVnRJIuM+9JFt5giBF3QWl29g4DjIvQbq3gN/dWsz3rycfYKk8Da1vc5EHc41vPaUYan8rsqNbPIktvyUNcXl4NH10QOvvUwPUjEP1GnK+V47GRcvZod5rJV+ckxC5XA97fLtPRlhyYefCIjjtJ6EjV4xZDWS5vtrMk4zOE9Micb8otTW8VVPZUs7JGAS5stnxqk/EGXZFlMLm9zDjQNQVKWNrlJ1NAT2+KShjT6uoIgMlCSFjFc1tmvHJFPgdKLko9AFvNDG8RYUwonUxvLiPAb44SuXDv5t9OTHOQTl/zhGDyd1ig8QzUonj7DY1o6OLlE1C2NoWFpxbCH4wUpKiv9ABy7kTx3+So9x+TPaHzK7pUn2bTokCFZ68dsolX9c2lvJ+15XEPhoCCxnCXyx62fLA3AZffF/AOX2QWg3ZyA+ISyi7uY1bsYQa0h4LBRpqKnWV7fLkhJvqzawuuw9flk5C8cxN3y4aw3z9SjwHNixQn2MZzeKwo1AKTXoF42qWb3fMrHk/Ev66/w/gisknQarWUne3QmWZuS+qCuI4W/P4pSFoDVeMTV38zzyKR8d+nWQ50ayyzs1/1TidSr0qYRpILLwexqt9JlngZIorPRwp1pnae26DZPAke5gWnrC9eml2bk3VknVu84fP23c3sNDy6k1blOjo7YxmlIWWZrxyBkBPM/xlr2pP03Yf9xS5RxmrwoNvlS/vTpKfzkRSGuYXOYR5hFoVYkTU/746JkNO0Ct/1aUgOI8MPqR/4zp7en6Akb/ELjh8TNmgkQ42y1VbF9RWMW4mloVZQHF2ddP0bimrfRtkDwQIfYDJgCqlLv8TyfOEOBIyzHNWSJP71nYJ9h2aA7nJkmzuzP5pQwzkrcFIpWgOH/Sbm1lcBhH5mIeQ1r+KyRjlpb7sEZuQPVxTSNbitF6CHXnQeDHx0TVUYL5o9sfwyd1q1UuCZwZpeYZtokWa7P4rq77J1nGVrMZEjY+XhU4ubpJzj0VodaBo6vWF0PAEIEhN45cJM+nQKEYtRM9qxfPPUoU3ZKqMI+ynTjyatlj1FUletA4dL/QHYFO5VkFkKE3gZibIHKG5L6SaiU5VppIZy3cyXM7xNMpa3J3bg0lRHlQAOWujctSlKFQSb8bZTt982FTGnH9SVKZAwDMOAMDVRaRJcUDjFr0HEgHFXbnO88QyIGGOMMkNERjC3NQy45Kf2rCVCek9y9HFBy7Pl2bC5E6VG8SVhHnf+BIFWU7IsyZu+jGxnV+1ch/u02RXrNZx7B74z4tMmJ7LYiZ+1fyUwnT6F6En0bxEXoAaBULFdysI7tVzUPBCWK3QGkON0WHu/3GLVu+AdcCcO8UNEbCiCngAt6VCaIEYFYOgP2pgVRYkg1wk/K+57VunMwLVu80nZYyS9aZOd2bD0ex5bcIysqXNQTRI5n2eKzs2WhfUIp1W471OLHXqPRyOa4Bv6nRdeREMtk7XOe4QhklHu3kOuyg46Fo1P75JV96PSCkHjI+u9JFjc0+n953Ti9wXsbETlJZ3vPZNKK3JqSsXgyJYONCwrIHLadoHuHcV8FAWsulDLt4U+e85q2xIJn+6T2WzlAv+eBxMuXbaan0xNJGyKB5YZFiXzI2Rc0RABYs97Odm6quU3+hC+wPbTrGNUJA1Q+f0wKj8hKoneH2OcOfZQ1M9VF41PvteSWnW1dnhVK1FmQ6+mTdnqnxctV+FIXvJCXpj99O+G58Xm3AKriDciSYVGQ/0GzbzPZ0/i1KCSTtnBQkTd6atEY3bAF+liYBaOjUuSy8NU7OGp8k29rt7QfNZWc/OKUudP2kgVXhKCTuHb0ngk7FzJ3N76QxR2r6dXql4EuW9EeP7l4sJS7CDMD7/xoqzPEhh4raQZItamYiYg0LHHzsagfoaOitOZOhzI4IqPXZyYu646KFjSQoR48P67d7FopP3/UXsImv2L5b0oBYWqoRdFLYD8SoJDAvVHpG3Q3GOKNFiSMKAJnUNYp+wQidlXCkcPDG8mP5QdZtxn3V+POzpQB2pSEYK8zmJJUdub65sJAcRMVF11GeHmV4MBtGNmtX0DrWyMvDTf+m1gzfwA0GLkOvUUatflTzx4W8sHZIZb5KwNeiDXLl/U02QXp1Yd0HmpOufBU/tJPNZLiIMHO7SqpcOO6ustpJ3epBex9Qy325uPiyiyKxjJZwBnD0g3lKeL2PhOTifkMtqvjPwZ5tX4mcArrHRq4I+jNGJzeYZKlO2zVpdDv4a70ff7Qc/PGgXb0J82tzqNiisXnzQuTpnyrJbjMbCA1eTmuWOO9aJ1B4bGUaIX5Z5csz1VLGbZuT8aErKQ7ZXs7JC/haQ8fCdCD7akLqYkS+4O118k7QIZpD/ZR/F7UV1EMeRzv/VpRzQ/XwcWaGSet4uFq9BLFmCtKa839rfOvUQWC0vAoO0Zp92exxSn1QLuyDCuVVypo7DKmZICw0QgfN3whX6Ip1ADFsqRakvt9dX9xQ7TWaDcM94er+lsbYy1XohiQOgXrSRQHu5ptXK4OEdD2rMfPECYCh/qdAJuLY6Z0UpDUN4HMg9MS8tc6Bws2NE3ec8ky601DtcVe0Fj2ivFYsleFtpqr9IHSw+72wojfSl05EPaVeKC68C1BT2jrywrBkhF4sKNV+JXwXSvrvg7IhaUtybrSLtLYYMrnr0mCB7S7LFLd6x0n1x23fAkSL8xRJpbglefrkRwTXY8rDF9uuVOtj44SavQIoT2bPhUcaff989WCkag03Un8tOIbKyzdkHSbwdXxsC5W6q6viPB19z0rK+8rArMcFhScGnESmTD9c2QKOBRNifvuzs430I2DgfYfYGLqUOrPZoKWxdZQWpovMPTopvA8anrfDxsohHlkIE4mmy13Ck4CGpLBoA57jjZV8Hb5tr+rapHzdV5GoVCX7LC9DiNKrP4JJFymVlAL75M28Z6ka32KI2dIIyjBfvo4VghH6LbkaqyrY0KLooo1rs1DrAYCrpCphSrsw2Vz4zEBihelti+rYRr1ecKCfFGVKEP2mpAC/WmNI5NnXDvgTBC48GOs5WnP1aYO+7x59fuMHzsK4cbB4f00iKHT+PVb4TLP4MObFxUqiOeDmiafJBj9hyqAo4QWsDX5Hqa/ZLjBYUSAw6l/Z5U/lmgV5IOxZ4RKP3f+YyiT4vWZH6Ej+NlubPOZNQYia/sOqdzurjki6lOSBe8Aatjtx4L1ZfrTXIzhjPjNi/EvYiTUyEAw5A11kInIzOXxCeEhcBV5q+Dvxvvt8s9Q1hb1d/QjRNmSmM5LO9cyfuiPhfkm80XXmAQ7jmAoKa8135DdRPJ+/C5/1WqCUIhvmMby7Svt/D7HBJX2mAr7xqEgiLTggZY/YOSUEsGpeNC7x/DocKnTOd++OFOGjuQWT+5P9Hrz3WBHzwsJFDVyGpfl/+brCic9XeKH/aOF/wXm/ORfqLlZunVtmU0uaTpDn+v23qCvbQCgeCGyGAfl2Lm4M8agP8vM9vlSpZmMU7u12Y52cUWU/Mk98PoPMmVognaOo9O779/c/lCQUxBCZ91oIUJFX75JuFmhUQRDCLQ86dWED+a2SlOeaKTxdSb8JQ6a/uAyDqr7SidT6Q0MNH9//xCyEdwn7CEFLbzuCeQPCGGEdKCVIzA+qTxKQBbcT3AX500m93cACqjRue7xajsNBa8VTpYlWB/4/LARvD7mxkbclWawn6KrCrrWdrjeT/URKAIn0Sw/Zzpwjlmn/EJXk4mOtJnS0cQPSazpDiezUMi6r9D8X7MI9PwJIIZ2aqXVlikogp4fZpyNgNWap/79flu4DYCMCGNcX2oRWuOEWoKsp/Qw00+YQbLQbJvBbRaHtlTzU/MI7VMhl8L/r7Tr0Tz+7mnQXUYDK+N1ZaUD3Chc5T4emKoq7HnO2JqYnPoMEskljDkDkz82lkG7pdJl94qJd7w2VZZ+iugmrAe+G3Inoqhygj6CQ5CTYaiEsh6HtKdt6Jq7xzL5rrnyzZxWrArxG27VaCDt22Msuwj/llYXrzyuLxzgsHLeo3iXNOfKFarfTHrFb92TeKTjLvbZd3yRxfMHVPT72o4KN/d8xTdlXoXTByIZXUIELiwbjuAvt6LWiZ55cgzHIUme6EEOcnOjpx4yxY/jCkVIK/j+cQVKJNQUSlIO79IIxen6tOiFoyWRVZ9WVADMwXfGFLO1rGZuMxCKe9NdwqXPUm9s8LhGSGnvmhm1f0kVUmvHRJlkajPQZpPbH+JW/TPNHXttjb5m2it1BnufsDlXzJhJ0AL8jFDJqVtJZgSAnVx/KwYrFb+cZvyruTymSeTKl7x3v5nrz7nQPXZMeBLqs/M+h0WRkV+IkrUorm47VW0qXhLUTUezNscMmOzpkC+j+ErZN3paG27MMHCfg3aHWJde4iF/DeceoKM40USNefYV/8axwGt5n0aG4SVufN9+87joDj+YSSD8Ck5Z1WWuuRlhLO0KiHGBwIlf1l+ex6SFlaVeeK3GM02HZSDkDbHU+6ZYR5wFcgpqb1MykXTFDLUsR/JU76i1SG1ANFfZgzHKYXYrSN2gYWkIPgXcEQ5aI8LEk5qAQYyNjG0iuoDDS1ZNbeh87wC5fQYcM8ymbbWFQl52Pe7ixnOEEf7CFLyeM+5VYN+sVYpTnqE6/tNE7MVljF+dRf0KuLKW66VYBLW37feeT9OvgvIW7xs6RgdlVBdtZdc1eiGH9N/gjOB2tCiiThGzfX4PzQf1edRiTzLGYGuM1fy6o8y6UrEWjU3ggT2M/jdtmNZZug46J2MxR/wlbTAcQfFbz/Smdc+PR7K4aFRFWGJgsJP0V/YXLFHMb9NAE2tehK8iwOnUAy8alG+IU6uZXhOyD47RJNO9RFmquhfrKfHiAIfBXp8vPXPG+C+X2F3ufYAknYkSAsP+SRvWxVOu2L6e3cw1cUuVMj7EXxSZivJVR+ZxTQ98JR2ZmJDMCnwxWLkw7OxNlnXVQQ9mQ1GcCNkNb/q3sTiEuxTIpwOkLtxaPyfxsBidrCk48GqQX37vHpqK6oFFmct3m7mCloT2u6Ht+z6cFQ4MDL+/zYiTPUdosnHMpMrjxVrc/UeWvdUIRgHItsNwsRVVmhi689tSVt/zI7io54X+aXXgHChZ1J81VWaRAuqbWhMi8Hf0EPMzCxeBfleOEQ3P+mZh9dr/BoSdwt6xDwL+6RflMySEpPLkWuMytEKViNHbJV/lG3kynM1A3cucZPnhVondqtrOeBl5io6r7OJM5KpmW2UtHkRj8sT43qTWrWeVewEjtKLsa6B5bFcVY81Hb78KTVs3HexPiATNi8B1Qh59O5B+x7vnem5oRQ975Ywmo/PGyx5t34TJB8jGsCPgekXv86ffj6wBb5/ZdFdfVZr7TBip8FrKGPWCIbJLG0R54+lZGn4ggj3PpqaGPLSComiKvVlUQdf5+x0Ctda0G3IMqAJOXy+avXOgWUG0m73DYNm69OTh0btlojT6wUD9Fi11ontJlVUBxg7mttf8BRc6IydbST8Uw1OeINlXhDqgfCwGaPZF/+pxxEAPClycvwFulwT7myfJeChrsNGUlhNaN/wA+zGKHGoWLABB46PFQcFAC/ryPKJvYo1hru/uc6KJAbh63GA67weKB16TaPIvLDgKrWgHETxWpZISUImET1gGGucSn1RJbsCncKpr4bTYrrZjTnnftF+TxM5VrvU27vytyGhONzbnkjvET7TSE1DjAJdguRyvnv0uSSJnBDBPBf8UVwY3PLAMMNusB0QqsJMVmA0/YqqF4JS2yWL8RJHN3BHiJXTycYatu1XbRAvPp4lrhhWXu6WYsmKEyE+1la7wmybyAIQBjTrqyHG5ZFkEFM77PspV2m9B+i54Iv1rkWFz0zFVBKfHw349fSab9gnyX84CLnN7X8xrVcEY5iWLUk3yAFfcqwoyEAsCXZqBBCaimWaNcmcDd8DWRgKt/9k9SAhp9+6c5fglrsWuJLr0Q4BdSI7lp/w8uhs04BQRFwioDtLoX8gscAbDZ/tnoeem2hkvftEqyBRAeQy5HOPkD8L/7AWpSvLlzgBXCWpKYz6VGY4zyoikb2dJuwhxU7cnSbz/Do7f6gG6RTYvNvPh3DiCnTPZ0WLUUpyJtnDwyp0nlPgIp6w88w1wE9WoVt1Ff0g5gt9hTbYiW+w1x38CJOSoElXk62sBrJtllIcqbqzhg7OriYkMTEnvfK7hBn0djBKHLXaqJwG6QTIGkjK/mknEV3Txa4K1TUFTOYI7IacWVLCK+gcWmx25foLjDSHVC12SQiCzpSCfQw8JnQJT+lqsLIOxz60SnE47dKfXNtq8Z9yvSDblQUx8v/0USWTk/rgDa4S8zY8Siobc2NddYSbVhlhNDclCUeH3J/yfbU5uY5uZAiRhPp6YdTXrzQ2BiwlPMfHBfcOFT9fVDT6m4vjqi5OONExvYA2/3Un8lPnmRUYKx2V6anDRH+9RRUUSqfthRu1gkeJs/+PCzIsZSjSUrE4EM5D9K3VTMHp1BctsMWd6bAEjUWowfd2KdS5FD+QaSLXjwOm3SRomuRQbZtAg9kACFJj6OPiCWnEx3pYkJ6jdNK8JXyqrQrwpWqUJqvBBDoUpN12wZWyfxU7zL+yDCHJAhRIlZrxYq2rpkYVaFwBvlfLl+EDpIiVPZGwWePLM2nRX5dMugOGyHJhRDPPio4RbuvBjOYyx5Pqr+Kkv9quWAAsFgNj7gX8l1FU5XfkgZm6zWI0lnKhs508zrcSnvXzi4SkpicLHJuTUWybigWCHqyNfzBTdCw8uaZKqpIR1gICx3LYR9SqjZZ823KfLOAej8pwuGYVHGkp7InBzu5HEFsjluLOhXVr0u0z7K9inP3Kv7nwKAQuZtKBFlXPRG6ieWrLSuNa9I2X6djA24H6w92rD5E9CIFxdAk4x+a/7awi7E8LPgYHznGohioBkP8WFoW8UVbS6AQHD1g+RlZT9+BtbaAeYzy0DHYFUJq/An3N9LPS7U7GNzaD//kcgeGy4qtu77YeKknScjEfCdutaBKmrDbCJPFCI3vCE1dk2tfrPzh8fmWlFeYgw8z5wMtlRtx0RUDWKzUGiE9B6b8H4nWke3758FxDu2+U8SEs/dvwziVZBFvNEuGzbtBsKpNE+oAG3JqsXqHHb5ceodcGquewC6jvstgO/AN4l6sdUeSI3EvkQfxogkqs8KBvr86tyWq1K14Y79ZjjlZ8L/ibxGKTNlER5QJt0VhneJdj/kUSgiSj73I55p86oiucEII9VvJ8SKYPPmMhE333nVNtUFvn4KFadDZHU/GNcripMgRJ4YxUcBNhUHvpO7/6NxP7CthDr6PTkb9/6zAO4MGZszZMc8aqCt9psno24tVWwZmIuZnl+KDuN4hTb/7cznfSzzmovtv4PHZZV0YtS/wQOT1CxPJ1hYvT5qiTAObkjlALAGS7QCXPiPCi/d0fMU1pdk35/xmUOkh1zzEkBH0VFXdWeZ5yQvBRp5DxF9m3Ad5fAmwklpxm9Wtix2bZyTSEmR6/6RiZUt5UWuqPzHX+qs8eZKm8UK976u6B/tae+eRD68JXAwKL+Al5wOfRCkLmFlSJzUlkwOBAsOEMu2KBLDkQXUJTUUgu9floHBkV9yb/K81VV2I6e5uqlWKKTii/UVRVLYAJXSiDwwij3KsRJZcMyc8OuvrSqlAobPt4vdTCkQ3wibEHgrAhsgd2a8jmIHI5yB8RbLvjnvayGpInViEMfrjTjHH6xGfBM5oxkm2TWbltRBjVzkVmcz8QBLPXThKOvhBFWuS37vE4kfNUUUXOPBaAPiJ4RQPP/chmKkpvwM1IsShfhIxLcGHFs5P7bQwJu3ojY4qN3heqC8x9qlcM8u+pD5BjezF+u6WPAf4hk5Y0cT8SWkqfREOINRpkPep8QQ1PWtAg/PsJgGGyhvxRkSCioHl3s2lr0ilULoChhNF6CjBCfL58Vkgsmj/XhoKubxiwpVe7YqQK80APv9GWSgIZuqwnPyHzucfSmTsXFFTjh5NBYsOW4i0CmRbYrcgSpTxctSUur1Z7n3VjFc3RrXY8S04P5Pa56+bD6ucB6VtawhJ5qemNaxMFLXLTspB/CJekW/eciLjJVzBvRuMJYtEsueZqggW3oXUz6qY0EtlrFOwU20rPKrX8ge3xuLj9VEAUbCn0Oy0q56tYrruI/bul+VZKIpKaDDLCWFguKYDQ4vHdD/iwqrKBvXgty2I1AlV7aBl75u9iFF4xj/MmEtHfo1vNG6yJL8EwtCBR4ZZAAw2jo6QicMREGoWpQY8SmbqK3KQYqi0mkXUEozoFsgFadktQgj34X5LBqt7jitAhL1NF9HHMf9Awfv8rJ9ytiCsvrPdTMOHIBZrsF8dPFEIDydr4Q5Yk+Aa/ElocHS7nvbO/jGAtWTF82oFyp3Sfih1RueTmVM93HipQmMit98fX6HIMAsDu0xeEg9CrwehbXygoNiqXH9Z5a4Rn+VOt7DIbp5KjDQ5vWeBkYDgJE0VGQyrdLnXcUPvGsr1mAL0HUDzKlqB+zmHo/4Ne0cbxbiBZzKsSx7sxXPXzzcVaJY1prGxGrbfqM9QQKNJLG4+HjAyqRF/SPkN3AoNzh7+xVuq39oQVT/+K365itiDY8xigZfT4qFvT0A3FVtohvp0oL0aIxinkhppeH1TTSRVDol7ItaVRt6LToUwpgxxhLkpeXUonqsDwH7+mcWhxi0m7RRgzY6FEpwQAIyb8XwxIYCdAbvOUtDMzaEchRvI0u7AgXy6D5SvNP3Z0lpN5nUFjr21vwRQkf25Qx/QXlkV6+kRgWAmMLVAG7XIjuXCr8sRVfrPUjoiJoAXmhlMINM/NdS30xuBhkAKMwsbBOszz1fvHCCaxpLh9cpOvTC40pZiMxZgSFVYZOzeoBSJM5GNnhncg8MkHw8VmgcS/u7044lNu+uVaPSzPeHtwfRxMMU6d5vUhNEf74POKBxgXLHGuQm2mHeov5gnSIpjs515drUTj1yhbPMlPUFp2msD960UoZrxKTMAmbGVq5mDUbhOixpMdCsR4CCyJubirXoMNkUEkJUtcONZzd387CYuB1we/dgF6lI3bBaVfB+QMNC1JgBPG01RchO0KcIHf026FIaZl0eAJxt8Iy5YB7ZIVMm3yVWotv0U6oP5WzWOP9LZWXt3wIrMnrxIcFy+QivZ/HQhlKPc1kZsfgL1SRGyNHJb5QZIx6MNW7Sw+O2kwmkLuQ5IFa7KQx/msUe7a1fc3hth4BaBulwllQxKO6W5ix5YF19/TyH4gK0+Yqir+kkAWNvaHQ3BonRky6DgTICKKfWG/NJhv5IKe7nzOlBENoJCC66JiJrd2mOvN+4Y+BZGAizMesetE2hvIpOJtkYMaJtKQwfF6Dhpmem3tEjAlvCHoI4YmaxLb+yWPO0oRsD1npVpVA+jIA/SKU1C0XI7hCZxQUyu22WSvNvYg8R62gqKnnq4MZa3V6y6/FK6mSqpX+OQ7O0FGrI23/CUfSq67cvczVN1/864MYiJdBOo4YlZrEBWJQWmqgSrvIkCo9NdDF/sJQOyDYRLugZwROctKBoH5N23a88oUQ4AK6tPE4d/nygWAOtBY3NUobJI2cFdlUDClf8IZTzUJgJix+pWAm16X35PQTnqI6mqthgJ8ytwNz//p+GuBpcrreP3j80GduuEi+Cgn2dwfB7qELIHwjrpOe+hvRu1u0EPDCbUSDKYycJ2AYgASujxjjkPTNqaoigatlZyK8ccrYn3QaEoc2Np+BnL7gI5A/PCkODof6sMSO0tpqLpAg3BjB/VdtUHMGO+31nsQBuL9vZNYahtz9kIIkBNv4JVXcJe4B6LgdjIj2LdZP4+P49j12oEmkERlIFrAGFcSh/lZX3uglYbCD37MahYG33QH+dskUovpaHnaGrqrnh0iCQ2RX1bpdnJyiBmOysFlFog5cjfpzRr7puVPE/lfQFLEm4XXmfy3kBFweBA0/YXbyatgq11Ni+KDVsACOpOMZ3ap9uTmrXrBMYAtD3knOQ26iDZcd0i0TWrSh9hMa5frnDVsz5KcV2G/06TyS/7PTNerJ68eKGbHfTZRuHNns2PqQvkCPcRx2hn867mv2It77atFWTUbbsap9aMYe/9BFdHTgO9Nj1zz3l1o+yQmbTeD/6oJIELVahVBXaMuxWceKRC33dXGYOWYv564Tg1CsAMlZlo88SyCEiEwzODNTEhktqPQXqB4Bs/slRWPJlyzALizlyWECBoKSZ7jF1gmOnkESQnNfsxA6ramIMAJ+XcHn+dOHOqRLScYhnKz/rMJMWaX8Lm5dmdXdxxqYK5eAVHmQLVTi9cT28zm63MT4b3oPu2O6XQjfTObFf/VMim7dYH5GbdRx2xVRBmS9dgMsdy4tVyZI7CblNj7Gl4zNdHigoD3R7NfZup+hyFHQZ0ybnQRpOXpgvqIzkbiTpa0NGtxDBx/mIdmOd65P/24c928q9vTeRQdUp3ZS+3JI8tfvSkmDIBR30dZcNRJGIGSG9B5oBfuRLEyIwkB6V5O4iSfhESUkEO8LMfpv7tsEG9jAROA8Cl3t33NGOP7NfkROU7Nk/WpH7n7eadS2/g5SVvWy/1UzC1XLLbtGgxuhKtwNVGywkBtOCYxHJ2g6kVuciPoMDe9vORn4A49bZY1tJMSGvhIk0faVaV7h7jdDd7mVjPGsgbhdVcYHgXmWFJ1qlDvkzMAlwkNecpdZlX/Xb4ih7mDkx+Q/g8mxIZkSLex5vCeFqN9XclZRB4AHDtHbQ41EI4/fzy8Nbbi9wgVMl2en5kEehDosG0Ik7NAjyROoQaKm5ggfdgnsQQr7Qj4NszkXt/R2mhsGHjgPPxKokd0cT8NoYBfH6zvNGPGJR/M24MQiJuXO3PGpboRKdZ6S6dQH5l7mQWAmbCGxyuPJCyVZvME39oN9kb+CnmYi7DKH2du2dYob0Crwm9lb7iwxuiDOJ8zNHQV9+AbQD0Ly8bQCtKVoMW2xCsN1s2g8mhX6G1Pf1taulkcHxyCUVq+ruNmd1wUpebNxwD3ABu63gwTZCVei3QYgp4lsZGltaIumO+4O22xWjhhn8SgYPM8VnxMW5VrDlwPX7lX2VcidFmTTuDvoggfqJkAl8u63ClEB57mm/Na8mV0MT69CYO5P+/7anam0mGToVf+1PPgLxB/5ZuKfG3d/UOznEzmVxcnecGGSJmQjcvThpLd+tz2U/5BBF1PKKH8sC4Op/UmY65dxaJedKrdmWc8Np7oUjrwahZslpVAVdLgUyOTSwIEwnx8yy+bhan5+wCGDp5vyn/4VAM//hGYxl26/IaQ9DKYd5mM3vgM0RoCNfQozbKZUOnEc+Gn/eZ7BsY4fS5i6pqau8ukwMmhu5bPNaAS+TETu8XmWm6Sj5MDbeM/TXRleEvzRcbj+if33FuhJ1SihVsecmSySb9giDH42n2fy7SAuf41Rqsh5fDibUkqkoCUUy4gMm04xJhYNO+O8lsnM6hh9uVK8QvPlXM9v0xGioQDHwh7VhrI8TZmp9DVgGD5hzfNFxWqZ4WA9PxVus+VvvGyQThPkUKLNv5iyFYI4AP6ZKa5GIyDK23LN+2PorV9ebQNeoRlRN31urDzAh4uf+/XEG5sDW0Vi/Jn74kAxToFRj96Lq+q1C8E9eLrcFida0Y6VeKQheyTsmQiz1t6J/pYMlzS5S5SFer/SZT/x1jCAZQN1EIqFzU0MEbnLbAtUcbUdR4KezV/QlrOxfc4GwtTQmdn5ddDS0+KTdTLgGlc66S59VL86o/Sytr5ThnpB1LLHYPKm20TzoqFgZXjQ9oIojSQ0ac4Y6WwITsl8ihW+oEPdHwhDqOgC8FvkJZzNcA3BerUNI2n+CyVw3TF8B+cwLlcJ+76eqVLlHOssJuIQBDBYShfwUaKvivTC/Wr7Wr4cPEmTeKO9fx6zxBSRjTMl0M3zl1VhEOKhbRxby/yjX49DY58FyRpy+Fu2O3VNxa+KWhzdMa1sfTfHdzDkfiHrAbjInOEWc8BrDNs/cdXBkj/9MiorS6g5UuI079yPwnq5Z5ESMPx0IfQXK8iOCZ9/UXwQyzwXFkIhBoYfOGTq2Zd4esAKc0tN1MHvR9cMOVVGR9csUw5vG72xNa4ugen5KVkVsLKtKVS0J7GdfEpPJlntNyCCo2THk8OcVna80aMGsy1/BP1NFm0IabnhJGroZvfXV2DJbq5WwVMoXaCTb/hwxOoGJcHlzuPgOIItgGxBAlVdoLANlSBXhWYt5oUxHyXQ2qnzaNnYu42tp9h3Mn2/q/n44aetwRO+GyMzIqZNreGwYEzeWOiZ4AkfACj/DYUhjxhAhmyMT647ZBTJIuUgZ71Q4ghpWRD/Ckg61whQOATV6dOx7oCeLnBp4NdcP6tpueUx5v5hbcwYkDAP5vd1n3Ric7K/IW2jfjYrvNt8+mPWsfcMUXH6b9YheK4lktieXF1vODFemVda5vnb51pmSioT+J30R9Ty6+HFqB5UV4DBKjWvfWWNTmKb6wT/w6UKOabxTFFHdlT4F5ve6zTeBC2VV807NuOAFBG6CA05BgCkpVkgVCKW+ijWQNkQTuWOytMtenM5kvvxaFPg8WDlSDw7FFF453CMd4FhYJ/GMXvbQdRT/BESwk6qv5/IG5JoAs9IAgYvH7d2NFGcEwebegne9EHCNRlLKw0WuDVNiL69Yg04dBWbtXnuFP4Z8Jzjrxq7qYC9Ov6TNk6R6A4G3zvqM/bKhTEQLhs1OiWPX24PCFD2gtr/ZNjAC/YGlikWlgLNANuL63WqYrrgmRGWNAZcck//JJYJVOHIIrmw+aDZTWB0XJCCb9g6Fr9WvkyXm1RjEX2+o4eWH/kZkwowl5YRYFtO4TO3Xx92+oG+7SE8jwf2FZRbG2SyJKSbvBrNFRZv3X1Pa90S28ZOjJOJzKp5S0lZWTpMYIJFJsYbsSRahCF556ruBwaAmXFfRwbKBWwEXjBJq1T8o7NbiAWTSULvHHCBrWgCEDGu3WXwoAbZLoNlf5dBvlrHVykldEZHAbmDOftjzLtfeYGDUltloh/2Fa4hhIO/g5FmOF7fLyG6LvaZhuhogb4lWWSNvbqYsWMK4ckAN+eZrMmkFBk7MLLeKxOB3fGkY9AweEkaGFTOCfTV536ha3jZrsRWIWHBM1fkLe8RYcg7uoyE8se05beh/hR8r+G3pskj9OzGSZAbfC7NjqBqtyVU4WxWGmY9TiwkK6JDwrDMQaC6RxOnmplPm+pbh26/zryyJMsszU2JxBTbtVp7cXLabDBTE1AUz2kr+H3gmmH3DNvKGjdzYqIKoVnxBi7xh1L87sDkWwfQC0vBtCQoKIUKO1sgcg0/Xgq2xaWovvb0Ae8F1gkLjk8XHtnfJ6ibwT9JpO6jGV5X/SVniu84RLa2iUvd+EnZ3Z0uqr0Umr2mRYp3Mh5x6YaKpD8FoqPLUrZqFG6aeGjz0nJIrzFSJJdNPrEX4lK1QVKfi/32nOZ+8Ki9rtuMJjO5AskE14cXOoo9GudzPqRvdZGaPX9yOeTMsRIH/mfuKxd67S5JZJ9JTBgXVMf1KsZlDGVjZvqcuAZo5WpO7xSdPRQosGjeX/OLuDu7BpvVgu5HRGzbGW/e2Mt9FKPLKdhdqwoJBcpXkdugFa5YJVLZvzuYUmA4g5bjF0AzUD1y5/1savwTMf+wP99gyBDYMTkoIw1tdMmfOnS4EJluZimrQfUelfAhudal+rIG15Zlqa/pwUh4l+GH2KY3rAfJ3H4aKCwLI1A3DNBL9tjdSzLg7znHfPc1HtuaUGKdyUOPNSNHRpc86cs+jsv/RzZ6lnLj1KLZxVxkO7042Hp7uAWpbnvM7xdmxNF5c+26X83QZ1/f4LNGNcaH09STnEEKv4+fA0pKLm3DmVSSZxJTYd/h39QJ/YrbrVUj/HdkH4O/7VsioXt8wKT/YpYHZHBCht643DWL2EtcRL5rlg2NNcqpZI4BYwkUzj4tkZz5bHyvdwdl8o2UmkZuO1OHKNoOelVacb+gNQZATe3yccqqwL2iXscwMti1D2w6vYYHltOjwhaNuGlBrAQ1+DjhGRAjQg9EvR+5CX90CEtKWT3K5NIE3nGLuhcpCQvHNYUnH+da6nfOoaoh6vYhJT7thJDzSYpOrvgYpuv/Q6Tf8Lo06yAKz/itktyCJGCeos0WgsZLVpb22NfTzAqgl+LnLuPjFASDo23YB1KC5IHYJQSKjqCQkU7WTRBYcfRnPowiLl0zVFpMIqHPNabVfBLLA2O8rKZM9t/z5Ewzy78euIzdaSTh4gYUpb/32VleYFygW9SRvrk51c6598W2oA+xpQ+RJHQtuYnEeQ9PXecBcZ/MKj1ogybvz8P1RQCIQZhH+iohSFmWbzulnbz1UNdUWpfGXQcCaSUYbdhR1g/yyXNYtNfugZE0apDieIHQfAABnSoyb3G2z6YE2U3iqHEs7RBYR4d98z8LwAXaT0zh5mHPDsKnRzNPE1nPPPDBNPaKxY0aDocMhhXg0uHy2RrMzEddRWPILe5Pwl75XJZKFhS0xOBAgLUBNKkikcsw9zE1M6Hvl4fNiDGfYtbeq5AyXCWmoJQucHDdnJit2iaRaS+asmsazW9ZEbltuO+bW7QBsaKNzhvrVJsunZlB+eHiZ6PZsbCjL+EL3P6NdjxkgR6FNWxguBYwKbqwWEKNGPyTQMe+TQ8uxz4d65hlrhsME8kmiNZ/pK7aN6B+16SmehGaiAm/GQCAhglXG629tX3Pgc1NZP8P48x5CmgOrNB9FjKYm1VpCrOxVmhTe70tZ/uzkLD3E37AYA3sJlGmP/kTR6CUP6dQ6qMTX1azBowTZu9Z7v2el8tb8LXv6NHaTt9PNoTMT1K4zJYXl7NhuK6p4my39nQ87mYqsP5NGAS3PkPRJGlGM24pXGG7FIpiuWO8ZIljcs35/2hzDEM/PF6x3dT3YuSzlxM32KRVP1+nol6xbRfzrNde19Il21GJU3sDIh2/8uCNqUSu19OvHu275S0EUa6BPhyXdRqeYyRiwnvUf7Une96yz/eCl5JGxR12xYGt9iJxH7RT0lSqoZWQxEVycSDyJJ1AnHiwRqLyiLPd1c7bLd3VYNcEEBzSFy7AfnR9THnjjXsYreHr4RzComqiNjsYqsQ+w3sGGyx+utBB3vRdxMHWhJI/sc1kjb9OC9nneTfLs5jEEhw4sFfzDwGaXjjXFaC56q7eNEZt4pH6wkAH6vsJ2WlXI3ujfk8JUHv2p0ZEwD5630VDAV5hxYRb0vWx/dW1ORu31opubS+dz9xE4pQKOHFTClcKSj4M/7kG7tKOXPaeWARiBTzbLvKYDYazSBEzn5OnJSjtt4K3BWOcTqu1OQ3ySUCWE/SZhL8HJKHebwvTcyLtFF8snN4/3ScxcsHjybE70yJ0n8LkbOWMOo/shPy6lNwqhqUjFcwOS0W/gzJDVmOKXB08tNUpfm4NUbvBRTLn3l3VC4wV6zrCujyHepTnOdi6MvvYRufoOS8+P3E2Y3gmeP3XxWpXyk3wjY2vFknJXEy5xrAr53iL6qU+sHI869NiIB2ATxSODG5zhIDQ8ZjjFXnPyZtlOb6q6Rrkylcbojh0dLIB2LNxdClRlg/LBNj8njbdmobkCu9a/EeNCWDJ7eEgWCdk0FvgfHDaTrgSQlRfVQKL496L0T+EGYggRbkv0bzDZHqdME8tOv2fuoZKSWA6hKrCHDwjOk2LO7o+IgwUmzspadpj0Q3eBBmFpksOtSDBFASayhOMUbtcBsute2QAA1005y3tMjcKxBXFHMEh639xGSYk0UhzZ6tOVTDDuBY/EmWlMkYrB1oGrxeHAj0wCPyJMCPpjcEoQ6fI8ujv6k6SF/xwbaz5pDnz+bBVj1K50Ff0YbBHOFskatzz3d5fcJqntPxBqLUgi1oFU2nPtiHPkEo2HPIzuCEnMtqAuw989WFvBotmjLdnwq8iVvPWGRWW/zjFq5Z7gNxNiueYXPrwXmtmVyvV72/QjTaOiHM6vTyt3F0bAg/ZwfRE6vYCwxLq9JyUJ/7Xgyef7g1FxJqbvnE6MHCmYDlWPsKzU+16C7iLfdZwS2tEg+QOuZRnUV4kLXT/HSeFqLVkv4oQxw2lVVhZIU4rjofAsdP/MXPVSi+dnn5mvrtiiPQ2eahfh0mpJw93IiGo3rD7mKHH34LuPQe8AUPd363xHJoL3PU2MwhsR4zQM8ndERKsrhyWjbnaXv+Nwhh/T+wjdb15SFKmJQdCcLeadZs+mk6wSQhHuJIOl6aoE/Y7FapzYdfq6AalCQ/4sXD0eeGdRHrnrnxnCBQlD2o1h5bOH1UKRXT2iL5952qOA6AZjqsF0uueBoraoL4fKwQVAKpTLOQTIOb0/PFHXBQVWUZoofQoQYMDPOXWpcZyDz15AKsQYHVDXo/HBSJWm/DOOS/hB7IZDvyGMIgXCWzqWHRTSk4GknPTvguzldNvR3sW+ItSjKA6ZsMQiegBq1AROFYq2yrmUomIRecTD1ktsSkO6UerFDzrXKvHzNIMZ3da/g4IKZsfQzoul4rmoyxRCpavsZOBVDYqthp0/c3mj/MM/sr73twGpA1g2RQ7CKae2QvFgl8QOuJB4l+7jGCoY9chlExWrFlIMMmAdOmg82dqi8a2F7cYvQwqiPaZ5NjVONDgQWeSuhqO3Zmqw17tAxxXQDDanfK8SjS81Zzmk3wyui4zQ3CeDbVhXkEKjtMlGU4SB/Qxqj2s5to826bOMe2JM0+J9rPuEP9/MYr/loL1QCoVRk4AcxajgQcLhn/PZBlc6b6uBFuCopRqK4U8eUM8Ayifrzl9FfN3cPNnd63m+T2rMy9+0cx72Gys8Bk119qf+GGScYbtjbQugsbrxbr2PgiKl93heKGCQyjZxI3A8IQx76WH6+OveeRrnXH9j2NZoBtgglSAWR0N4j0KMfTgNgkDkDu9BxOtgNYD3HQ1C+hVewepHq84PzDXQTj6qhUIyrmDvBbXykrgwBg+HLi0CExlG31N4tGRqa/wSQajHxNDCV8FmeTyeFw5crm/CEiCxgjI3bDyM8CIfQJQyzWqskqnWVq/JAQDUPP5e09cW8wrikRhYlWt16bcwTME0uvynOvg5euXGxLQmWLLD1nqaETXgZDjOhaQ6fGpzr2FIdb+M/SbAWPcwwlCmunevSbpIySbsLPsEAh34Mujzrfr/da+DW/6zErVCTxOzmCJoGTocJ3IyiFfb8S23R7jqqVhi2+B7BB+z9Kp0MQwOW+7jImtiI3JECAdk14c/WnUa207JOGq/UU09jgqGdI//ptrPASNRaNMH8VhwWtwdxw6sAdcg6y74EOkFKs/lXGq4Frx1d3uLD5coL8dH+ur9YbINM9M9PrVHfDQj5N7jMtmBSKHMWHDUR3k2g2BM6lKEXi+cCab3iHGA6keY7NY+4UVPE7RQ6EcKltozfMAYcWJkGCJBxHB3m8RVvLbk8UzJYKqHskUXD8a9YNtzZ2i/olnir++ne8Gdo73pOPba8pVkxA6YCFTyCnWRGdEQ+hOv529+4o2QnESjdqisY7S5MrsRwXQwBS3qSWEaK5Ir4qD5UvgmYaqRJ+NRDRACR3ogSNF9OClXMGeitNTGSpdQc6sHJMSBzlUKNKOqlm7wV06AoGqqlQxPtA4g1GzfCq/93Hw1FH4tkn/NDZutk+2hpVWCxD7a7sQ5ZKyzCAb26bbcPm1yeVKg4juN+KmnWmAPvYtWi+TUYo83VQ9zFqsgY0f9qFNW1qZYmk7Tj0khpf7SLQ7B+/MGy+qsncxOfszyTFpSkGhERy3hO/TPVdM5cUbDQNNTsCj9dPBih2c38FxiCP5iAqpZIfw72rUdGKH92P1+SKuqkrYdC0OxVjjkURfdUR1KkdhWj+YVOAEmZFjviwIvrgPVRZ3yQoFFLPDMwKagGCgiLJmAaqK1dclxuIO3sCsFj7boRTyq4R+NCtQUmiAikEl/9dand6jMAxrrpqDMnY0pRaX8g3jzcxBUQnv+Pqonb4ss2RAIROiEa4KiCoS2v4C/Nn2G8xB0wGZh8aL5OKe4T1/5WJ4fs0govDZgySe/SJy7SOJZJ/FoWIb9E9rFb22rm9XtqB1Ssmd8ArEPWaLVl7oR2smEc24Yrur7MlzsroNDMKs4M9NkmL1Ea0HhziSB0/UjPpSMy8EjRs1klJvgWjKCd2zDkGyzE++2IBEWQ6Y0uEsnN/fJZpyPhqqoPaLiEl6sNMIs0GYXTg6lSHeyHvovj1t5C58zeI00LMwRTNw51UQJ44f4c91ctKP65ZNak65MJEOW8SPhLklIMMuHBYoowm2kptF3t4A5Su2mJR498uFB7j/72UkCLY7gWB9qrkZeD9FQj1/raugRcM8Ya2rE3bYuLLGP/hQWUjCO+xigzqkz4E5U9Y0Liqf081PNgmIIAKSyDlhN1Jld2HzG/i0Eu8yNySLgIflZoLCRdlPs/25DbWSoZSWng/MKanAZCoj5Ffq8ExD2Z3ZncBCsl9MOoC8eksLTrO9Er0EJjMnWLjVaoMWvSzljH8GSdqb4myWGNcMp2Nq/NHeo2xcI/kkbiXGf+rjHPT2StJdTYQw5ydGkqyj9Q4/Wtx9c0OJxscQLm2tZHBMsrlt7m+NgwIE6IX/3ElsSJ12kZ57KpEN64HTqIZz9QfzGM2N+YHb03+Qh5BIO1uLWWs+3+JPUUPXzOpYqCH4Cayhh4RpJ7EdkXy5HP79yMrlwPSsCMprWbXOt9W/qp3W37aRuHsVGccw46k6zjxF0EC7i13/EF1z0h9F18SQhqcS40UZZou202oZ5gxdafccfZj718MPKz/EWkfVAPmU214g95ZsFaQqydFNO8qnjP3q8+s8af+Il9nuLBRfMuGGrF/f4AXcw//KjG6Yn127tIrNWrlhkkcXixvGie7U4pzHzw9GGPyyUQX8KKITerw1C1aNRwrpMy3v0Rxviz7UFJycJltMFuyXLkpAHXpZo47Y0ErRidTaauJ3k/qZFCHAff61UGrwXGxXSn+Y7LdZUnk1upv3I4u8k+QkSr5h+OpBF5wxqpFjcIT623SuonvV5ANwuVdc4YdqqJlmkyNktRdIwlwc5MlSPTOHUQOUK7yo7jh6mM5Euf/0gZt12VkwAm+XD3xwUduja6SfZY1Bd3PendNVkungn5c5qgD5ARiWMFN25fmPn8btnIgwcUWvNwhqyu8Hnd5dkVtXqq8790qz3rmqDWDeolW9/9THJ+DQa2n5ceCSFMLTZMtV+pVXAvjchEUcLqpcYLYZQDII4+MX/oDoT90ER+5NjI8UqOrtlxsgoQAQThPQFfmSE3wc/Jg3Xi3kVe+ZlPCOhUtV3u8N1PmPTX7Xfv/5I5px3MBOL7rwu4edyZp30bsF94/Duk3BDgt0qHJEcOe9ys09zdOZMITUT2wzom2u7CioF7PD0ALmeMoVx7vxqw1T1BYY2a6foESEssWOiC6/ZP2jbEnq3m1+X1/+HMwKsROBt9Xudc1R2/sPIktQaYvA+rXSpwbDC89oxE+XA3yjV6ImwOLaPs4FA9Bybp24NvOsdvZ09zrX/Dj2q94wEBarqUo4XagH9SC0zaSk6EuL7SWsk0K07RseIGW0lHJS8uSQh4VDfLq/bvc8eAnxgGS8wwLD/M8CJVJJUy47ptq/Tm+lCShJlUejiKCR7nIbbtp1tV5mUpypYqLc81B8un8Mi+0rrlLkolIiH5Q6uBwx/hRfHIySBqJX2QjQgbaR2PWEJfYxSZPu/1fTgKSI3jowax+2MqPNBxH2GPIu/9C8ziBtb3vs84NEsUfnaRhLQuYBCR6W8r1/1Cw/cM9bIz8m3/hJsvxOIFbq/+UDn0VEKMkJ+WXBxsh0wAnClbrl7VwwCdyEsK91185BAADkTkZpL5hwO2rd4vl3bbzi+uJz9cEGJ1Lg995e430D8onSCZk1jD4AMN7UahNnetEH8DLLV+arYU38j+KXH7Ev8LGQ+dRrKbtYmhGX1wgwha4aDVIPJUeH6SQcaiuR+849RQ8m1M6UganB/NLUTVsoYD6Dy5F9c+E4lzpm3D93avYttb1R5JwYrNSvnvozFdw+oX+zivI8Zo+0nUur67300e1jeGbof+s6Uhpe5qT7MtBzFpDOXCx13XWnHYHVh1bW9qvahvPJzOMtMBxBwab/lEsj1z6dfgMXd4bVirKPyw2eeqAjJ/g/SQZOFa2nhnlqj6lAYJMdet8YWnxjR/M7LRlpJkYYPZQWIwK/IX4qrW2NCaTXHbk3+tdY4t2p6dzhlilnd2DAByJqD/Y6XhtZYXYUPhB6AW3iFj7blIE9meMia2r2NyANILRygT/2B1XgDVcAexFJVab+fLslztsWs+dZcXWr90I0cvczHUYQ2Vg+aMAjAAKBb/8pOUEbWTUu2rhZNTFPKqF3lv+X4+I5AEhBov/8DVJuYgmoRnmGHoWJz7m/e6TKqDPa9eWebP4wKiOpT5BB3DT8c3ASo3wqfoQT+8dzSWXTZI8op0gYy7yg8ePHOSavR5T9bSoQUVKP5Jsvo5hBh0cc+lYSlpxUo3WdWCd3AZKfd1j43DeYNUbtQU2Adnt/OW3opI4VqGUPLA8cGrnnJr3tVIdJ3YSF5lM+jeQsY7DSXwhaaRr+UHHIc5Cthji3ClfuBqAdTdEfBRB+dJX956v1HUGdDu8XHjtaVzJkmfXuByCOu/VX8f2xZaGsIQcoCSTd6+n6HPUQNVkKNJb7T4syTkVrR/Jh40wU1a1VNQypGYBIwbhwvLrMEwCr1wHJhbako3xgR74rZFtkNHhfZP/sLTmMpEUi1Q7poZWh0ekTcRleid6KpMWsz+dH6y7JpywTuKseTLnmzNulYdklwjUtiP7x3qY2tQbrUk2VGEAzmg5qW8VP2Et+OAOkkJuP+KJqspIzQqqFKeJ6T2wWLHuhMabSCwZbGiC2wDWB4G6iERTpJqtxGbUh4bCVNh9sKiV+5HGk1z00sczJU4pZyKmVsUm1ymXh1VYsaQdIUYD0N3cSfkGY2q8gTo0rF1sQBtgVzarv7QIGvsN/O782M0nHZ2ATk3u9nnLdq5BPTAiLCiL6j5fjLPEl0Cdb/CGvtYzKrQADfxybosSAbCsQRDv3DY2p6UWIumP8Z8a/fANgAM/HfrGJgQWEG7WvrnGqmUUfYXbPAE10L0nSAtdn4tuskPbcHmJWvHwvCH5uzJwwCzAVXI1hZc7+crH3af5PeLTG7arNFP78y5bYIVZeC3Qxb8fXaROjk4zLwDHhUUchq7tjHC9ZrUefXcoHQ1D2EPDZku74X79V5eFBZNeoSux3MxVqbvjbogzPijFYs6o3fTd9Dq6Uz64w7D+9h0lXMNx/0VgYlkMTagfHf22IgyO2v1HpGhpdhMHe0zr+C8dc7dm1h4nstccMwPSUaDtH3x+WXdX/Hn+EXyQbnIoT6lCCM9TZ3F9UVTF1PgJPXLxIKI96l6Ezup8FOqBTVtEM2+0CKbZhhRW3+XkiJa3xK0FcvE3jo2EEM1AnzZT1eMzgD7mMh45XzQFv59J6kJp6GFQSCOwdTxwoua3mnP8CHHGPbNiy74jM8NZT0IPCPwXl5ghNj+1g0PHS1H1dEkkLCDuslVwfyIXkiVLOyUrtgAlH4WUcCrUD0AFZxOMRXHO4EFYoqIZdloqDyS2SoAPFlOXwicC1wAg+TNeycUvbME1nhq+31LMFmtA4MNmKlpayQeYXXuibC0fIONmwBT+zgNyI5F8Fue6g8nrf7OLUImvfgccTUbliOq0T4kOrfV46nhRBp/J+OiQKDtbhlghZ3Uog7kTXNjTa91u8L48c4EWQx7Cwx5Z7Hrfp7PNt2HufyWXydF8JmEbpt0ySV/sJFaI/M7LHFalk3788/5OSwANMW+ZuW7r34MYUok8ONReAZ6M8wNqGvxfF3jPt8XwvmzhGgNCppG/ATQCr6r/vn3HhuhgocU75t9rYv7eM6TPMOqMSWmvUhG3KMDpGf/IMXcWGHS1OqtebAYE8XDO/+uhQZqiZ+8x8EcBaz3VCoPvNFGxul/wqDPd6qT+pqMhKpOuO0zzu67RH58LutcW6OTaQ2nZeKX0Z2AlUYW4pWAjvpq0lBzv+kjOBVn3qMWxaVvBHTDx1xJ4NorDytnfCUeKR90GNGHbK4U6Vc969Xak5h2+QZYvKSQHEnFuRD7D+Qma3EbYhsYLUJ3f5x/IAMxmdtipqM5CKJEiaP3SAU7w/31EhYdb7XGVrMFqn/ooFMfIXl67QnKGdwfItZrapstyCbgyGoy75cg9ErR71poIKKNl0CmYX9xsi++tTNB5Ef5djgzgulL8+peoQoWQA0M7SRIR3MAA12rwXMWUXLgH3xjCE3SNcNwb2vcj63z6PiQdf19ipB71Jl+pbh+VAcHNRXdW1dHfQ4DoxMyrscwOiz2FsB+cKK38eT++rDVoSWIIzEwVY9guYFZzumai3KdPjRA+zYflxpI/mQ8w0dxIJf2IP4UwRKNFGWa/gAMGZryBES8CRlP493HkeImJYvzDXmdm07cYitB5rm7tN2ooZX0Piag1KFfHDPr6moKkziD7z6EeksSza6X7ptWfoYuBs8PFgGoLMOtxSIBFU42oMFd7eqFLsJiFYx8EsjxK7smajmjAxQFYUEpHoTff4LbZnCx7B931rN/3y7mhgKBaemAQ1aU1mJ2yfQTxxXVhA/bgWXxOre5JVlHuYA9046rE3yXnISlNYhRb/Mw2VklGvs8TeLS8RRgFQ+0xi9xBCoaN99DLLRBOELCJsEAmsvEeaXX9PxjDQrOtUZhTKYs7xsNW4q+C82AsAIMGLyKKHHKscH/0tYNwJBbwi8Q8aPfr4ocEb2zljDukTTkaieM/swoWz4Vp5uXCGiJdQjDtSc/J9V3uKoPPTfP8qD4eWRs/lzQvGQ2ahtDmcGt7hlF9NHh7g8IJgYpBPYKUczApgd2IqMXrdOl7yzQSr0c817LQL8V71Y8qWM9eEu4IgvPfpCcXF5Ejbdr9wu2Z50aGHqjtQ4ZODONDAhIE+IsErVLO/kAoaIwati83G9PFLuf89IHX220qdZspGCR1ChsxiJBOevzpU0GMbk34aiqJZ8TK0bV6+GLHb7ih9WLAGW8nD6WVpMNQcJvUoXFHoBMrbROWu3I38qlLqn7BquQkWK0qJu8yjiQzBOyOaChSWpRlX2dzjq6P7qYgOZEmbkUV6EtnrdH/C+I2R82mG1q8LEvmD+UHpEe7JBqe/cFxVhn4xnB2IA/3Vfia8D2+94aurSvQIkigijVOaz0KHO4VQDjhYM2Jg1TL2U18FlsyjkmO0uCCCetW4J4LZeRwsAEEfbKW6QZ96PjkRNRh4R8t6HFCTNhX5biecQSlaDDr/9PRqMJ9pm3miB+c+cTQBd4bOuHTTkVx+wBIhJ86r/HQ1VCStn9TUmWmXqTc/1HqbL60XPTTTJSigJL3PBLvp1T5T/T0e6TwjjK6H7bvWAEJJUlHjNdK3wLQAMPtBPWNatX/10/IQ1YPXg0c95N6nzINBsOn9yFNzGVPo55T5wV2JrcTjMOh0bYHNzXjFzlBI8GB8vpXeNZVCALc/nsRp5mVGfxmm1DSZUhMWXlAmGJdUJ/pm2XZymG5IMHslH8IJWveTJIJrtQyX+hnzofOroGJq/NzT6DDAd1+xet/TALhvF4YTd3LXRU5tMU73ZzcX0JoE/oomfBfBaR2dYBpRvNVvVc8zSycKwZeeORktOoXLTp9JrmYvgC5QAvd9ccr4sErXd7ebv9irqLT87ydRtuVUC/Q9tbT7jY5brtYXjuKPAxfAlhJs7SLqQ6NRSmbpeyeeyZpb6CmgRYVJ99mmt+qB88ERLSfHBk4c+lo22dlCYEutKr2Pts2znqX3V2VWjNLfWGEAm8xKsYhMT0hLXVjUJ0rNSPxB4EorwylVCzdJ9EG4qthOzTzOSCzwB0BYyTRTcd9wrasycKgGFo88iFAYyBtCa2O4rtx12rvLDQIX/fEYBbsV4IIXdPVw1sYGy25WTcI/daeU2txYjujbmCZ2/pH+DnQj4H4NgErd+HUFTXZsdFAthAPC/+sYFhOPDwydT7bhzPTvDUKWGauMIWEgNHKuvRVwS3RAuH/DQXGw2S9ncs0J8Df63QCe7v4bmU0oOvHPZGMfQf4oC/Bdh6xryE5r7AYn/MLUTLQQiU2PzJVsffFWimioqqfetKN2jEtW4xrbtzime++xOR+D3OgZFDS1QIoSAIt6T9v8f9lqumwe0+Hfvpc9WTiRAxMrCV/LLM7Df3w51Wc2z9x+iOAy53hryn89r30HxeGC+NbEeqH0R+luhNzYihmm/LEwoPLEQg+Zf2lMs10DhawogxEoMGIi4Nc87eRAQoujuGS6WxPp67gINLCxzwdFpM0qNCBgCqTxLQfpSi//IlesGkyKdceK6QJMYbS/zkpLZexIFdY18Cw3Y40vGM/a6/lM41VojCkjFIVcaBn048vt30wwiZ1fs8ydQkGDAjhLOWQNAT+AJCkXCossSE1EWyOfNuePKXdxWC568mw0sEB0/Rv4picSOMlh0H1Ztt35kM9yVu0Fd3DllcyARZBnuVMH8iXmfctqYd+3XyhuEeHHLSMFXFlfv1MKdi364tSx6TuUMSUt0yeDxiRydzovO2HNvDMI+S09AgTI5UnJgM50v8zeBQSQjjnQmVmukjD2O6TkaRwOA9SqMfbdBhAZcxyo1pXWnDbZFcOgO6zrTmrWfZhoHo7E5vgcxbxJ74zxki7NgnM5oZoLtFe46VHDkMF26bhJOiJNJgw+f52+u4Qu0f7LqjCExODZSol9yLg8hNcs6I2+h1jOgBAdPjTY4DMLFeD4mMVwwEhSQvL3iPpSbsUdevXvYATLYdkwcrqohlL5n9eVBtCRIRK+NkT14A8nT9iWBpC8ZcJsAJZOVVuqG1EBEDd3T7K3YMx7yeVskSnoCQtLbXW4tRIAsjA7v9k9qHZLfU91aOZKnSAGXVq6DsHPYOndGf8cFj6ROl9tM00djhlU4BNPz8O53LsaOceoh/KDRi8lP/vaHk/BF5yWRs4YULzRRZcfHsCFezIHJnVlMe1wsA/ngvAhmZZIcJQgOgccwf0d/plds0Exvzof67dQNDH4mJMl6xICEUDRVDGCVmPXMAt6fzB7B1jxLN8GvtqqshrvN8UGXMa8CPV1rbqdyqwI1T4cca/0Ihq/l1H85trpkIqoy/nfbSVPMuc5XNwWaCr1UK50NSUwUVwJHYNd6ttWbnLmCXU8Ez95mCzyk81Y02TEwNM/MG1Umzk+ApF/hMzfXT3rm6kPRxRP/uKEJw0qBwk1JQvP0Q3YTvRO+EIpem4MKNm8BjDQ+iXcDCsqxzEmycv2A7IXA8GJAJ4ICUdEVyI3rYLYp5tNSuWnCN2SmDTXpgIfXUqoQT2lZ30b1MTW9sdxsUJvRpJy5Eb1cy1pfxDfODNiRt7dh0e0dJu+XZuo2to0xhzZMX5E/MLvvW9hDPyEIWsxzzJMpjDg9aUQjA95XBzXfGO9i9wcNuAgQi+Vd1YDvwaDjOKWfHpTbKrwh/e1PSHyvr1l2R/rvHMj2Ar1iFMlL0Mcupy/U3NQgj78IUr3CViSrAfh82YQG1EpVl+4yfJTq4WOGeWkXaz4dIO6DXx9yaddLwIPO6kn6HAYBpurLFT5TUS5AAhdNUGGRdnAQqooil5xpoLGqoWqLqOsLqRohlD20hW9WiHBypiuFylxKko3s39BVf3uwdu8y8etlFaLjWUHkOhQ3TzUyRC4wIELibm85JWhTSr7qSlgbKZI1eR604O2vepRTJyQVqxl+J1U9GyCqSC2C4zqEapJeZ0pVelNCKU4vMJRsrP/U/c4rges3UHq0xU7jpaE4OTiItQ3k1ZD1/xKCfsngPST+lJSIeKtDXYSUzwclJVOEqINlRRXxiB7Hrmys2XBc6KlxMvnoHyoXMdc+9ZwSTfrQw65eWJr7uAv5hIvKCpg1S3llk9JamHAsWqYaeqtXPO2W4aKjfVNK2jefMQl0mM0wyb+Gn5vaP5Npl8LGoDr+rGxXoCNjQoZ0GPvZrksaRylkroj29Z3nl/33oUbyxl17lFxdAC/QRUvtUBO4mGWOnPDxK3vWJbMs1FK666q8Cx5/3h2fLJMA2+/mmw5MuBbL5s3/v407fNWD3Ts06TiMH9RLg8gW1mdF80Eh4qqHqODcMpYinOWdFCkMICOdPQzHhOUuiUGxFpES+BAgnFmIPY1+0lcqRnQ2jlncwUfUvRvUT7doUvT1i4yZFnluniV+Er+r4VbxP1o2wKD1SAv1Oxgq0l5+ak0IDnPlf6I5KaldCIwxeUy8LPyjgydNNL0/jm0rzPiWp7KvCg7Rl/e7myOXdFv0MHEU3Z3gUF0u+fFMVsrOij+wZseiR+xrkUMw0jMtZF7dP000jNtQkNxnhlqjTNvAaV9yq1YwqnaJnEtMZy1TdSmi9k/KpWstU7CwjqZy/6QBfhOpsuF87hT3w4xRKaDZUSn9A5Ypyb6xs04ReZ5sKqQCRzSOR1cmDviOCMqa4ILQPd956L2fKnAxChjMUXU6EIMPcdN4oHqefMC/7A44DZ1ihe9bz/3cd+xFx+2vBK7tQFyItSoidTGTgn4fdHOqTOnr09Hss0NzNYHAt1vUcvQIyMGm4U+OFOQ1rC3sb9c9ckkrHRenof+mrMaL3UHQxyNe7OKRn6I3iUnZStc5aeFLnA+0Wey3IhjecrWYCjxYIcv7K+YolvP+jb/0cXd9s9o+A6a0Q+HbjDhkW06tTA3sKjEsauzRxSkmmCEF9gTvDoXwRx7IlAL+bcgyltk6YycZDlhlEV+aL+nXRB9ONyxgyRFOUgWMM9I7qfdaiT01mi9h+IbPyKWBZKFC48PxXvw9vA1Z9oZeHkJL3SZ7L9SBb7XDKVtlS+mUpvFqzrYNryf7XsfQeyKlwPyfH0w1AqXOkSy4qKU+/5j5umMOt0GZqCKcwWnlHAG6MgF+lkZ3f9Z5dHa7AOOH+ld6rRcpHA728lcpDp8OWalhgP3E0LVCgBBbu68teEm+RPGWexVSbMfXEjaFzIdjJcVsPHPsTp3SN+r6TcB8MOdfGc3ZWeczyD24NMmsxlcF2bq4BFO/g0ei7pihfMtdZ4Zu4Lasuz9ozSSbBxvALJ73cIj5DvMyagUa1C933jjj+y8ibHZ6q5x+tnJ+RjMQMFkFeK0QeCttdSXjHvOIOxJ+93Shem8zZdWDzOoFa5s1/9PHDGVLH+g58l34tfLYiggA49nr7dzXoMBD3YlaWaPiKdp99PWyuosLxa0ZfGjH0Ib6tuFXyG6kDRC9D0QuJWEUdseK3Hn3M134IEHxOnA4yu9YFDsX5gaxy/TX/sglRs7rBbzpTF1CLaAb0jkzz6zJhTu1s98vJaVzTB50qj/BIOOAiJiuGhnuiCgAHur2tlpfvgxijCaj9lASbSzuGLrVVOPQpguktkclfscjguhgdpDGhupDyIdejyV8v1PxF/Etl3B/u3sJMlmUI624QuHkfqgbQM2elFXyJQPhggZDILBqSQZYAnq+gsOQNcKfWz+N9BaVZ931PpWVKSpOgpw/5QgPuCZJx/ZUzw5cvB6SBgFxcDDWs0BnuR/149A225XJwYPv1ZQG9UnQmpTKLaKlLKViLtNrn+L1AR/EDvgeCi90DgIZrf7ucdoQbAu9H0fbwweNp3GmEcRICjr5xndafR2OVF3HQI3KHtTga7dZSKSEr/5nUmoZIRttQyA+y7j/q9qB32wb1q1asZIUHuRWUTZFa45ad3prx5Lsxnm339x6UKmuzDE7c/HsH/mkA2z0kLsHmxs4fGW7KP9gGELSNoBil4Vy4+SHBYtn5gVj0gJHnnOOV7norI3JEXgQl2VTqLhGHutifpUq23slORTgexiDYrOJQUe22RYqp59sKaEjgDDfMWrRJp+6OvjZHGLvTz9oLMR/Xzriv8DQ+R0ehbGU97sfkzVDCapurQNnR383KdqM3IZIJz9w5RsGISN6tDxQYbSfzBW/eHBvxKzHcIRX7/a9TCu6c7XzN6TI3s+vPpl2V8tQjogyes42gjm4nED3UlO8zlAnl/sLtc/fvL2F1Gz3dZuw/xBLHtOsZaW1FGHUJIgzC/8XJJzCg09eNKyn760MnscC2mq/sPWfRbp/FTjHP4fT0nvdxR9d6LhRpgJjSh0FUcjFR22huBbbtXdIGrflNV/Hl044CAmjylbVrUfZ1SBNYHcy5eL/ppsSpTXNyNkOA8z5xYxs/lcx2H6jK9SQn6ZxLX7SpA69YUhV69SD5ZaGb6HellkbXRj7GKNd7JvaF/xhJsaszoxHBVdx7Xf1ayzRBBt9t58tf5GfkwSzZfH1D/X2sIeZ7XLNnf1wJ0G0pNIbzcgZOSew6dECjx8zU6l6kWwx26gmSokJCixHflmFKiyzor6cV0rEGk1kCIYVf5nfH13L8gmwV80Gmfjj6mH5OUfnDliDYi/aJQNdkDMAqFWc/k9T3jXHWd0h/iagD4HhJjXgpclyvu9vevgGZH3OXAmDXNWXwzesjKSeECij0zR1rUhnV9pRq6PPyLZlP5tUSN7qHgqVuVJzmIWUVutqFBli68OlwFX8CnecVjmkhUh5gAgdy8/hvBHuGcj9U8+d/KLwf/+0eINrhNc2O396sZXHUmR9yTUZD1v125mev/SgiUaQikKtcZA/hpgAb66nxxlHjSkEvS7X0WGHzZ4BVr3oC9hgbzOU70UN2+dtQgXkneorjvXMdgWAxgsXTWmeF3HXbRL4xrVAsevDWcC2o/M7HvOK+hGz8L1zsN1WkUx6tmta5rcdNdgFe4qpotZDLGMdXh+G6KHG5c6l0F2okDdlzW/fCGE1OZaNo5xmxblsxntccJTdxLLBeILMcDxB4xENWTp0ENx32KKK4wUuHCtrHgMnFDrHWE+uxOkwVMIbnuk7l1YYZmFMCm5rQl+MLzhIuDRF0hkp66Y9j1DhPuVg4cHsqn+0jdIjGt7aA/oRIBuTLAFaONDCaW8liJq6zPVqg5C6FIgwrZMx+jjGymhOi5g0PPGPETu2vHE2aF772/SGSoVm05zCdtFyEiGrkudu97WdFUZIwm4aVK3J86CptBK5GG9YNLF3vbtrgcu0fPdBCib0LE5KaEJf5K1PGUNIljVYLbWzWRl/WkZRx/t9955KFEIv4pE/6re83z0cWf4Ddce2TEoQzZGoJvV8f2YQJ4GSCYlQPZ5EjZ6ud6HpSsZaheLfz9mLyhQdGx4DcBN3a4cFHjol20W3DEZXc5ckAYCPQkOv5dCjzyB1x2VhHFjgOhFT3sMtSW8yLtE5PxZ8anJrfvuYg4NYR4xUxeAzy5LcXF11exknn9dVl+DpU/Xah99ArRUbpThJChrypJ5a4MuhdXiS1PorBOa+gQCQVGLyh0XeKwUn7OAJUzrvp0y3znRB3iXzObobaR0z5i06A1rlrYC4NRqB12rPi58KCFbe5XrFI2I4XbVYZIG/+4pE8ETFZxcvmcJLqxQBWc2lmK5IqQitwLPCXXlyUTA2AFLAJYswCe0ZdHDt5qHpkKBXJ/lywcj9DZ3umkdjTpgt82jo1uS0LuHHBvQuMpNfCyet3HcYja+dAwMHfLSZfKky8ymDm46M6XhFQZDIXUGFftM6ILgvFnA++AmW4G7sK0EN5FNXzp2jhSLahWYNnKBc1jYAEYgLnIu73wL9Nm/9Hn0pKLhlAUgcqvdv3wLhQ3Ajj50K8ingd3mJ2xeWVQ2OEdZHQnLIXGA4AOwjC+zw7wCEvWS5t8x5KLnqLIKDYKH4VtpixAAfh0PoG29/RDC+ugewAK3PcGoLYrF/TB3bFYyMsGpl6dGCLcwuDRtIQkrpOBKQbXdU6/+IqQb+9ljU334vOHYeAnTctiZoPzrTyuVK16cFQyP+WS3M+u++57VWMFDwGc7yvywvbb2li/TTaZVLqRQ8+cpLtCfwOVsE4c1hzlUmj302agUze1GydWUUp0b7J3gd4hKoY9Z0659wAuVO3SBBg/SBLmnkEWu4VKNrblVzLPc9vqk3rKNW65isAeBMfhsoJiHznAY2dFIbtz/2zcjpCLYMr/dLDFV1C19uXFusXJOCGNBc7j/TO1ijYNfuq9lN5fMKDcmXKWNaVtjCaybkzpsnUpteHzheM2BlbIZs45RlREy2qetDwhLCFUYLuVmzzU3Uwe8H/05zxJ2elIatd3vAsh7dfSYXNAnVgIcthDuPlftYmEhcAI5R/qb2qSphyhIpRbg9dOplC20P2KtxGvE1tUBffFJO2lH9M2FIAySXFl1S06ahGDAER5V6Be2cbY4geBvBjb9NB22ot04OxC/VyR6IHcTbDu/9XAEZEWxbSQjqsnWkcNyHHyO4ug/FjhpVnoyg/IyGZ0PBOzbqBmFtwubYBa8j/LhR256QTDcqaBcClSx5hm2M+63zUdecBy39nCd2RUM1wrdvviTHpyEnltYHIETRfj1Gwvg4x+zwwSw//XwNJREuFyNL7ucSR/+cuX7Dmh+/2qZSu3yy07I+06NwUGGVeTTdUdKAz2kxGfJMSqhO+kPxWYuA5cCn3oDJR0/9xplAOVVS3V1eAckftvLx6azjgsNtJYGOzpz71qLpl+kzJiQ7WckN61FXaKqrDl5yujwlVRyrL9tqPeztS66ZGB0O+j1ydrCAZYv+k3cNA2QtM/oCzMokTdTNVIIPjuQ8jch4IgUKBrzSfPwn8TXMnUPoAMlvViKz53f2Odq8o0cFGwnUBv3f+tXY/wMhgumWBWiPX4Z5+3W+nFbKMIdXPzz7m5/6DfJj+6hkYvlpCfu1wO2W8zN8XWGercl+onxK/m4kfwx+QZ3bMsiZQOVs9SNVZZhTu+2hgXSPPKHSCqNNp3mk6RXaKpAc4yMUfmwR2Qr1sFu3RPHo2FHuIHLpTVEcZckoFUOK+W1KuMiEoHp2CVjiSefhvPsksn0fkCPGaaEtgOj/CmFDtk3edgl/JUM8mrMxTI9Zma9B8eTA3i0M0a8qWoX9pkje7ku2UIr9SY4LZA+hEfFBz3M+oUb+SrwieKDs8IdLjcJzgZhrq/Hv4OsEXRtT3ZRcli4S/qCidbWLlSjhRHgDSLi7zNpGMhLH8N11p/OKK+hTXObjlmx3FncWDMo6l0CeYutg2IH/sFXkijYvrPYlNBojoHToUS3j+ALSfvhZapCrvkBGa+soy/bfeFtk6h/SKvAUq3cz9r8e+bDDdeTQEZ6Oy3j7/bFsVRgceusE7TCT+y93KMFlv11+F66vaP3ro2MfNJ4yzdHT62CC/msQ3F10uHrpuZD0ZtyrP8eY5J742m4wEkwm/bXNBxuE7zIOmOUe0kFUA1hkfZEngb9h8Fnqia1kj4Rg4ySVjMq5Mlt5LSd/khmByvChZjlcRdBi/ZoILQSCTxpk8dejBiEWW4cKh18++I6mpiDQuYspg2+buDpU6djZZVU/whGc/39fLVNWT7t7udvbHP1iPRpsBMVlf6mYQ10shuTyyw2rNjb9BhjwfPJgLuU1j+fetB348aHbV98dBWu+rAbVjGI14iWEkBt+siOFr830tLgBdNXEn0xN+3Azv2zVoTLhLuc2LyvjjcQLNBPOQEpmaPQ==*/ </script> <meta charset="utf-8" /> <title data-rh="true">When Shoppers Venture Out, What Will Be Left? - The New York Times</title> <meta data-rh="true" name="robots" content="noarchive, max-image-preview:large"/><meta data-rh="true" name="description" content="A 16.4 percent sales decline in April may signal the bottom for retailers, but the climb back will be hard, and some companies may not make it."/><meta data-rh="true" property="twitter:url" content="https://www.nytimes.com/2020/05/15/business/economy/coronavirus-retail-reopening.html"/><meta data-rh="true" property="twitter:title" content="When Shoppers Venture Out, What Will Be Left? (Published 2020)"/><meta data-rh="true" property="twitter:description" content="A 16.4 percent sales decline in April may signal the bottom for retailers, but the climb back will be hard, and some companies may not make it."/><meta data-rh="true" property="twitter:image" content="https://static01.nyt.com/images/2020/05/15/business/15virus-retail1/15virus-retail1-videoSixteenByNine3000.jpg?year=2020&h=1687&w=3000&s=2cae9b43ca45e6d3d8cea71d5c9908c8d7987c509e969df4df62581f1faa7c63&k=ZQJBKqZ0VN&tw=1"/><meta data-rh="true" property="twitter:image:alt" content="When the Simon Property Group reopened Barton Creek Square in Austin, Texas, most of the mall’s stores were still closed."/><meta data-rh="true" property="twitter:card" content="summary_large_image"/><meta data-rh="true" property="og:url" content="https://www.nytimes.com/2020/05/15/business/economy/coronavirus-retail-reopening.html"/><meta data-rh="true" property="og:type" content="article"/><meta data-rh="true" property="og:title" content="When Shoppers Venture Out, What Will Be Left? (Published 2020)"/><meta data-rh="true" property="og:image" content="https://static01.nyt.com/images/2020/05/15/business/15virus-retail1/15virus-retail1-facebookJumbo.jpg?year=2020&h=549&w=1050&s=46eabef7be331bb2e5aa2ac3904e60fb1a633525e3fe672c996240c0b32958fb&k=ZQJBKqZ0VN"/><meta data-rh="true" property="og:image:alt" content="When the Simon Property Group reopened Barton Creek Square in Austin, Texas, most of the mall’s stores were still closed."/><meta data-rh="true" property="og:description" content="A 16.4 percent sales decline in April may signal the bottom for retailers, but the climb back will be hard, and some companies may not make it."/> <link data-rh="true" rel="canonical" href="https://www.nytimes.com/2020/05/15/business/economy/coronavirus-retail-reopening.html"/><link data-rh="true" rel="alternate" href="nyt://article/fd202df8-91c8-5522-872a-68901c8702a2"/><link data-rh="true" rel="alternate" type="application/json+oembed" 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data-testid="imageContainer-children-Image"><picture><source media="(max-width: 599px) and (min-device-pixel-ratio: 3),(max-width: 599px) and (min-resolution: 3dppx),(max-width: 599px) and (min-resolution: 288dpi)" srcSet="https://static01.nyt.com/images/2020/05/15/business/15virus-retail1/merlin_172118088_bf89bd18-8a3a-4e79-a060-ddd635cea277-mobileMasterAt3x.jpg?quality=75&auto=webp&disable=upscale&width=1800"/><source media="(max-width: 599px) and (min-device-pixel-ratio: 2),(max-width: 599px) and (min-resolution: 2dppx),(max-width: 599px) and (min-resolution: 192dpi)" srcSet="https://static01.nyt.com/images/2020/05/15/business/15virus-retail1/merlin_172118088_bf89bd18-8a3a-4e79-a060-ddd635cea277-mobileMasterAt3x.jpg?quality=75&auto=webp&disable=upscale&width=1200"/><source media="(max-width: 599px) and (min-device-pixel-ratio: 1),(max-width: 599px) and (min-resolution: 1dppx),(max-width: 599px) and (min-resolution: 96dpi)" srcSet="https://static01.nyt.com/images/2020/05/15/business/15virus-retail1/merlin_172118088_bf89bd18-8a3a-4e79-a060-ddd635cea277-mobileMasterAt3x.jpg?quality=75&auto=webp&disable=upscale&width=600"/><img alt="" class="css-rq4mmj" src="https://static01.nyt.com/images/2020/05/15/business/15virus-retail1/merlin_172118088_bf89bd18-8a3a-4e79-a060-ddd635cea277-articleLarge.jpg?quality=75&auto=webp&disable=upscale" srcSet="https://static01.nyt.com/images/2020/05/15/business/15virus-retail1/merlin_172118088_bf89bd18-8a3a-4e79-a060-ddd635cea277-articleLarge.jpg?quality=75&auto=webp 600w,https://static01.nyt.com/images/2020/05/15/business/15virus-retail1/merlin_172118088_bf89bd18-8a3a-4e79-a060-ddd635cea277-jumbo.jpg?quality=75&auto=webp 1024w,https://static01.nyt.com/images/2020/05/15/business/15virus-retail1/merlin_172118088_bf89bd18-8a3a-4e79-a060-ddd635cea277-superJumbo.jpg?quality=75&auto=webp 2048w" sizes="((min-width: 600px) and (max-width: 1004px)) 84vw, (min-width: 1005px) 80vw, 100vw" decoding="async" width="600" height="401"/></picture></div><figcaption data-testid="photoviewer-children-ImageCaption" class="css-ktho12 e3rygrp0"><span class="css-jevhma e13ogyst0">When the Simon Property Group reopened Barton Creek Square in Austin, Texas, most of the mall’s stores were still closed.</span><span class="css-14fe1uy e1z0qqy90"><span class="css-1ly73wi e1tej78p0">Credit...</span><span><span aria-hidden="false">Carter Johnston for The New York Times</span></span></span></figcaption></figure></div><div class="css-103l8m3"><div class="css-fowuij epjyd6m1"><div class="css-1jgcahq ey68jwv0" aria-hidden="true"><a href="https://www.nytimes.com/by/ben-casselman" class="css-uwwqev"><img alt="Ben Casselman" title="Ben Casselman" src="https://static01.nyt.com/images/2018/11/09/multimedia/author-ben-casselman/author-ben-casselman-thumbLarge.png" class="css-dc6zx6 ey68jwv2"/></a><a href="https://www.nytimes.com/by/sapna-maheshwari" class="css-uwwqev"><img alt="Sapna Maheshwari" title="Sapna Maheshwari" src="https://static01.nyt.com/images/2018/02/20/multimedia/author-sapna-maheshwari/author-sapna-maheshwari-thumbLarge-v2.png" class="css-dc6zx6 ey68jwv2"/></a></div><div class="css-233int epjyd6m0"><p class="css-4anu6l e1jsehar1"><span class="byline-prefix">By </span><a href="https://www.nytimes.com/by/ben-casselman" class="css-ojhyzr e1jsehar0" itemProp="name">Ben Casselman</a> and <a href="https://www.nytimes.com/by/sapna-maheshwari" class="last-byline css-ojhyzr e1jsehar0" itemProp="name">Sapna Maheshwari</a></p></div></div></div><div class="css-3xqm5e"><time dateTime="2020-06-01T17:34:41-04:00" class="css-8blifj e16638kd2"><span class="css-1sbuyqj e16638kd3">Published May 15, 2020</span><span class="css-233int e16638kd4">Updated June 1, 2020</span></time></div></header><section name="articleBody" class="meteredContent css-1r7ky0e"><div class="css-s99gbd StoryBodyCompanionColumn" data-testid="companionColumn-0"><div class="css-53u6y8"><p class="css-at9mc1 evys1bk0">The <a class="css-yywogo" href="https://www.nytimes.com/2020/06/01/business/stores-protests-damage.html" title="">coronavirus</a> pandemic dealt another crushing blow to <a class="css-yywogo" href="https://www.nytimes.com/2020/06/01/business/stores-protests-damage.html" title="">retailers</a> in April. Now the question is what the sector will look like as the economy reopens — and how much permanent damage has been inflicted.</p><p class="css-at9mc1 evys1bk0">Retail sales fell 16.4 percent last month, the <a class="css-yywogo" href="https://www.census.gov/retail/marts/www/marts_current.pdf" title="" rel="noopener noreferrer" target="_blank">Commerce Department said</a> Friday, by far the largest monthly drop on record. That followed an 8.3 percent drop in March, the previous record. Total sales for April, which include retail purchases in stores and online as well as money spent at bars and restaurants, were the lowest since 2012, even without accounting for inflation.</p><p class="css-at9mc1 evys1bk0">Some of the declines in individual categories were staggering. Restaurants and bars lost half their business over two months. At furniture and home furnishings stores, sales were off by two-thirds. At clothing stores, the two-month decline was 89 percent. 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data-src="https://static01.nyt.com/newsgraphics/2020/05/14/retail-sales-total/16253c37a3ffadf9ea6688acc8ee499d3013742a/total-retail-sales-335.png" src="data:image/gif;base64,R0lGODlhCgAKAIAAAB8fHwAAACH5BAEAAAAALAAAAAAKAAoAAAIIhI+py+0PYysAOw=="/> <div id="g-ai0-1" class="g-graphic g-aiAbs g-aiPointText" style="top:4.2036%;margin-top:-6.7px;right:98.1153%;width:29px;"> <p class="g-pstyle0">+</p> </div> <div id="g-ai0-2" class="g-graphic g-aiAbs g-aiPointText" style="top:4.2036%;margin-top:-6.7px;right:94.0182%;width:29px;"> <p class="g-pstyle0">2</p> </div> <div id="g-ai0-3" class="g-graphic g-aiAbs g-aiPointText" style="top:4.2036%;margin-top:-6.7px;left:6.1039%;width:33px;"> <p class="g-pstyle1">%</p> </div> <div id="g-ai0-4" class="g-graphic g-aiAbs g-aiPointText" style="top:13.8137%;margin-top:-6.7px;right:94.0182%;width:29px;"> <p class="g-pstyle0">0</p> </div> <div id="g-ai0-5" class="g-graphic g-aiAbs g-aiPointText" style="top:23.4239%;margin-top:-6.7px;right:98.1153%;width:29px;"> <p class="g-pstyle0">–</p> </div> <div id="g-ai0-6" class="g-graphic g-aiAbs g-aiPointText" style="top:23.4239%;margin-top:-6.7px;right:94.0182%;width:29px;"> <p class="g-pstyle0">2</p> </div> <div id="g-ai0-7" class="g-graphic g-aiAbs g-aiPointText" style="top:33.034%;margin-top:-6.7px;right:98.1153%;width:29px;"> <p class="g-pstyle0">–</p> </div> <div id="g-ai0-8" class="g-graphic g-aiAbs g-aiPointText" style="top:33.034%;margin-top:-6.7px;right:94.0182%;width:29px;"> <p class="g-pstyle0">4</p> </div> <div id="g-ai0-9" class="g-graphic g-aiAbs g-aiPointText" style="top:39.3119%;margin-top:-18.3px;left:74.8667%;margin-left:-64px;width:128px;"> <p class="g-pstyle2">Retail and food</p> <p class="g-pstyle2">services sales</p> </div> <div id="g-ai0-10" class="g-graphic g-aiAbs g-aiPointText" style="top:42.6442%;margin-top:-6.7px;right:98.1153%;width:29px;"> <p class="g-pstyle0">–</p> </div> <div id="g-ai0-11" class="g-graphic g-aiAbs g-aiPointText" style="top:42.6442%;margin-top:-6.7px;right:94.0182%;width:29px;"> <p class="g-pstyle0">6</p> </div> <div id="g-ai0-12" class="g-graphic g-aiAbs g-aiPointText" style="top:47.5827%;margin-top:-7.2px;left:74.7833%;margin-left:-57.5px;width:115px;"> <p class="g-pstyle3">Monthly changes</p> </div> <div id="g-ai0-13" class="g-graphic g-aiAbs g-aiPointText" style="top:52.2543%;margin-top:-6.7px;right:98.1153%;width:29px;"> <p class="g-pstyle0">–</p> </div> <div id="g-ai0-14" class="g-graphic g-aiAbs g-aiPointText" style="top:52.2543%;margin-top:-6.7px;right:94.0182%;width:29px;"> <p class="g-pstyle0">8</p> </div> <div id="g-ai0-15" class="g-graphic g-aiAbs g-aiPointText" style="top:59.9959%;margin-top:-6.7px;left:42.2625%;margin-left:-44px;width:88px;"> <p class="g-pstyle4">RECESSION</p> </div> <div id="g-ai0-16" class="g-graphic g-aiAbs g-aiPointText" style="top:61.8645%;margin-top:-6.7px;right:98.1153%;width:29px;"> <p class="g-pstyle0">–</p> </div> <div id="g-ai0-17" class="g-graphic g-aiAbs g-aiPointText" style="top:61.8645%;margin-top:-6.7px;right:93.8422%;width:37px;"> <p class="g-pstyle0">10</p> </div> <div id="g-ai0-18" class="g-graphic g-aiAbs g-aiPointText" style="top:71.7416%;margin-top:-6.7px;right:98.1153%;width:29px;"> <p class="g-pstyle0">–</p> </div> <div id="g-ai0-19" class="g-graphic g-aiAbs g-aiPointText" style="top:71.7416%;margin-top:-6.7px;right:93.8422%;width:37px;"> <p class="g-pstyle0">12</p> </div> <div id="g-ai0-20" class="g-graphic g-aiAbs g-aiPointText" style="top:79.3541%;margin-top:-9.3px;right:4.0561%;width:119px;"> <p class="g-pstyle5">April: –16.4%</p> </div> <div id="g-ai0-21" class="g-graphic g-aiAbs g-aiPointText" style="top:81.3518%;margin-top:-6.7px;right:98.1153%;width:29px;"> <p class="g-pstyle0">–</p> </div> <div id="g-ai0-22" class="g-graphic g-aiAbs g-aiPointText" style="top:81.3518%;margin-top:-6.7px;right:93.8422%;width:37px;"> <p class="g-pstyle0">14</p> </div> <div id="g-ai0-23" class="g-graphic g-aiAbs g-aiPointText" style="top:90.9619%;margin-top:-6.7px;right:98.1153%;width:29px;"> <p class="g-pstyle0">–</p> </div> <div id="g-ai0-24" class="g-graphic g-aiAbs g-aiPointText" style="top:90.9619%;margin-top:-6.7px;right:93.8422%;width:37px;"> <p class="g-pstyle0">16</p> </div> <div id="g-ai0-25" class="g-graphic g-aiAbs g-aiPointText" style="top:97.3687%;margin-top:-6.7px;left:9.6462%;margin-left:-20px;width:40px;"> <p class="g-pstyle4">’06</p> </div> <div id="g-ai0-26" class="g-graphic g-aiAbs g-aiPointText" style="top:97.3687%;margin-top:-6.7px;left:22.0606%;margin-left:-20px;width:40px;"> <p class="g-pstyle4">’08</p> </div> <div id="g-ai0-27" class="g-graphic g-aiAbs g-aiPointText" style="top:97.3687%;margin-top:-6.7px;left:34.4219%;margin-left:-19.5px;width:39px;"> <p class="g-pstyle4">’10</p> </div> <div id="g-ai0-28" class="g-graphic g-aiAbs g-aiPointText" style="top:97.3687%;margin-top:-6.7px;left:46.8201%;margin-left:-19.5px;width:39px;"> <p class="g-pstyle4">’12</p> </div> <div id="g-ai0-29" class="g-graphic g-aiAbs g-aiPointText" style="top:97.3687%;margin-top:-6.7px;left:59.2336%;margin-left:-19.5px;width:39px;"> <p class="g-pstyle4">’14</p> </div> <div id="g-ai0-30" class="g-graphic g-aiAbs g-aiPointText" style="top:97.3687%;margin-top:-6.7px;left:71.6318%;margin-left:-19.5px;width:39px;"> <p class="g-pstyle4">’16</p> </div> <div id="g-ai0-31" class="g-graphic g-aiAbs g-aiPointText" style="top:97.3687%;margin-top:-6.7px;left:84.0454%;margin-left:-19.5px;width:39px;"> <p class="g-pstyle4">’18</p> </div> <div id="g-ai0-32" class="g-graphic g-aiAbs g-aiPointText" style="top:97.3687%;margin-top:-6.7px;left:96.496%;margin-left:-20px;width:40px;"> <p class="g-pstyle4">’20</p> </div> </div>  <div id="g-total-retail-sales-600" class="g-artboard" style="width:600px; height:374.604163659184px;" data-aspect-ratio="1.602" data-min-width="600"> <div style=""></div> <img id="g-total-retail-sales-600-img" class="g-aiImg" alt="" data-src="https://static01.nyt.com/newsgraphics/2020/05/14/retail-sales-total/16253c37a3ffadf9ea6688acc8ee499d3013742a/total-retail-sales-600.png" src="data:image/gif;base64,R0lGODlhCgAKAIAAAB8fHwAAACH5BAEAAAAALAAAAAAKAAoAAAIIhI+py+0PYysAOw=="/> <div id="g-ai1-1" class="g-graphic g-aiAbs g-aiPointText" style="top:4.2036%;margin-top:-6.7px;right:98.7517%;width:29px;"> <p class="g-pstyle0">+</p> </div> <div id="g-ai1-2" class="g-graphic g-aiAbs g-aiPointText" style="top:4.2036%;margin-top:-6.7px;right:96.4642%;width:29px;"> <p class="g-pstyle0">2</p> </div> <div id="g-ai1-3" class="g-graphic g-aiAbs g-aiPointText" style="top:4.2036%;margin-top:-6.7px;left:3.6041%;width:33px;"> <p class="g-pstyle1">%</p> </div> <div id="g-ai1-4" class="g-graphic g-aiAbs g-aiPointText" style="top:13.8137%;margin-top:-6.7px;right:96.4642%;width:29px;"> <p class="g-pstyle0">0</p> </div> <div id="g-ai1-5" class="g-graphic g-aiAbs g-aiPointText" style="top:23.4239%;margin-top:-6.7px;right:98.7517%;width:29px;"> <p class="g-pstyle0">–</p> </div> <div id="g-ai1-6" class="g-graphic g-aiAbs g-aiPointText" style="top:23.4239%;margin-top:-6.7px;right:96.4642%;width:29px;"> <p class="g-pstyle0">2</p> </div> <div id="g-ai1-7" class="g-graphic g-aiAbs g-aiPointText" style="top:33.034%;margin-top:-6.7px;right:98.7517%;width:29px;"> <p class="g-pstyle0">–</p> </div> <div id="g-ai1-8" class="g-graphic g-aiAbs g-aiPointText" style="top:33.034%;margin-top:-6.7px;right:96.4642%;width:29px;"> <p class="g-pstyle0">4</p> </div> <div id="g-ai1-9" class="g-graphic g-aiAbs g-aiPointText" style="top:42.6442%;margin-top:-6.7px;right:98.7517%;width:29px;"> <p class="g-pstyle0">–</p> </div> <div id="g-ai1-10" class="g-graphic g-aiAbs g-aiPointText" style="top:42.6442%;margin-top:-6.7px;right:96.4642%;width:29px;"> <p class="g-pstyle0">6</p> </div> <div id="g-ai1-11" class="g-graphic g-aiAbs g-aiPointText" style="top:47.0534%;margin-top:-9.3px;left:53.8772%;margin-left:-115px;width:230px;"> <p class="g-pstyle2">Retail and food services sales</p> </div> <div id="g-ai1-12" class="g-graphic g-aiAbs g-aiPointText" style="top:52.2543%;margin-top:-6.7px;right:98.7517%;width:29px;"> <p class="g-pstyle0">–</p> </div> <div id="g-ai1-13" class="g-graphic g-aiAbs g-aiPointText" style="top:52.2543%;margin-top:-6.7px;right:96.4642%;width:29px;"> <p class="g-pstyle0">8</p> </div> <div id="g-ai1-14" class="g-graphic g-aiAbs g-aiPointText" style="top:53.7225%;margin-top:-7.2px;left:53.8093%;margin-left:-57.5px;width:115px;"> <p class="g-pstyle3">Monthly changes</p> </div> <div id="g-ai1-15" class="g-graphic g-aiAbs g-aiPointText" style="top:61.8645%;margin-top:-6.7px;right:98.7517%;width:29px;"> <p class="g-pstyle0">–</p> </div> <div id="g-ai1-16" class="g-graphic g-aiAbs g-aiPointText" style="top:61.8645%;margin-top:-6.7px;right:96.3659%;width:37px;"> <p class="g-pstyle0">10</p> </div> <div id="g-ai1-17" class="g-graphic g-aiAbs g-aiPointText" style="top:65.8687%;margin-top:-6.7px;left:23.7926%;margin-left:-44px;width:88px;"> <p class="g-pstyle4">RECESSION</p> </div> <div id="g-ai1-18" class="g-graphic g-aiAbs g-aiPointText" style="top:71.7416%;margin-top:-6.7px;right:98.7517%;width:29px;"> <p class="g-pstyle0">–</p> </div> <div id="g-ai1-19" class="g-graphic g-aiAbs g-aiPointText" style="top:71.7416%;margin-top:-6.7px;right:96.3659%;width:37px;"> <p class="g-pstyle0">12</p> </div> <div id="g-ai1-20" class="g-graphic g-aiAbs g-aiPointText" style="top:79.621%;margin-top:-9.3px;right:2.9295%;width:119px;"> <p class="g-pstyle5">April: –16.4%</p> </div> <div id="g-ai1-21" class="g-graphic g-aiAbs g-aiPointText" style="top:81.3518%;margin-top:-6.7px;right:98.7517%;width:29px;"> <p class="g-pstyle0">–</p> </div> <div id="g-ai1-22" class="g-graphic g-aiAbs g-aiPointText" style="top:81.3518%;margin-top:-6.7px;right:96.3659%;width:37px;"> <p class="g-pstyle0">14</p> </div> <div id="g-ai1-23" class="g-graphic g-aiAbs g-aiPointText" style="top:90.9619%;margin-top:-6.7px;right:98.7517%;width:29px;"> <p class="g-pstyle0">–</p> </div> <div id="g-ai1-24" class="g-graphic g-aiAbs g-aiPointText" style="top:90.9619%;margin-top:-6.7px;right:96.3659%;width:37px;"> <p class="g-pstyle0">16</p> </div> <div id="g-ai1-25" class="g-graphic g-aiAbs g-aiPointText" style="top:97.3687%;margin-top:-6.7px;left:6.2758%;margin-left:-20px;width:40px;"> <p class="g-pstyle4">’06</p> </div> <div id="g-ai1-26" class="g-graphic g-aiAbs g-aiPointText" style="top:97.3687%;margin-top:-6.7px;left:19.2558%;margin-left:-20px;width:40px;"> <p class="g-pstyle4">’08</p> </div> <div id="g-ai1-27" class="g-graphic g-aiAbs g-aiPointText" style="top:97.3687%;margin-top:-6.7px;left:32.2055%;margin-left:-19.5px;width:39px;"> <p class="g-pstyle4">’10</p> </div> <div id="g-ai1-28" class="g-graphic g-aiAbs g-aiPointText" style="top:97.3687%;margin-top:-6.7px;left:45.1685%;margin-left:-19.5px;width:39px;"> <p class="g-pstyle4">’12</p> </div> <div id="g-ai1-29" class="g-graphic g-aiAbs g-aiPointText" style="top:97.3687%;margin-top:-6.7px;left:58.1474%;margin-left:-19.5px;width:39px;"> <p class="g-pstyle4">’14</p> </div> <div id="g-ai1-30" class="g-graphic g-aiAbs g-aiPointText" style="top:97.3687%;margin-top:-6.7px;left:71.1104%;margin-left:-19.5px;width:39px;"> <p class="g-pstyle4">’16</p> </div> <div id="g-ai1-31" class="g-graphic g-aiAbs g-aiPointText" style="top:97.3687%;margin-top:-6.7px;left:84.0893%;margin-left:-19.5px;width:39px;"> <p class="g-pstyle4">’18</p> </div> <div id="g-ai1-32" class="g-graphic g-aiAbs g-aiPointText" style="top:97.3687%;margin-top:-6.7px;left:97.0815%;margin-left:-20px;width:40px;"> <p class="g-pstyle4">’20</p> </div> </div> </div> <script type="text/javascript"> (function (containerId, opts) { if (!('querySelector' in document)) return; var container = document.getElementById(containerId); var nameSpace = opts.namespace || ''; var onResize = 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user interaction // (e.g. when an accordion menu or tab opens) // observer.disconnect(); // observer = null; update(); } } function selectChildren(selector, parent) { return parent ? Array.prototype.slice.call(parent.querySelectorAll(selector)) : []; } // based on underscore.js function throttle(func, wait) { var timeout = null, previous = 0; function run() { previous = Date.now(); timeout = null; func(); } return function() { var remaining = wait - (Date.now() - previous); if (remaining <= 0 || remaining > wait) { clearTimeout(timeout); run(); } else if (!timeout) { timeout = setTimeout(run, remaining); } }; } })("g-total-retail-sales-box", {namespace: "g-", setup: window.setupInteractive || window.getComponent}); </script>   </div><footer id="interactive-footer" class="css-nt2azn interactive-footer"><p data-testid="note" id="interactive-notes" class="css-cudxsp interactive-notes">Seasonally adjusted</p><p data-testid="source" id="interactive-source" class="css-cudxsp interactive-source">Source: Census Bureau</p><p data-testid="credit" id="interactive-credit" class="css-cudxsp interactive-credit">By The New York Times</p></footer></section></div><div class="css-s99gbd StoryBodyCompanionColumn" data-testid="companionColumn-1"><div class="css-53u6y8"><p class="css-at9mc1 evys1bk0">April could prove to be the bottom for sales. The March figures were helped in part by panic buying, and stores were generally open for the first half of the month. <a class="css-yywogo" href="https://www.nytimes.com/interactive/2020/us/states-reopen-map-coronavirus.html" title="">Most states</a> have begun to lift barriers to commerce and movement, and many economists expect spending to rise in May as people venture out.</p></div><aside class="css-ew4tgv" aria-label="companion column"></aside></div><div data-testid="Dropzone-3"></div><div class="css-s99gbd StoryBodyCompanionColumn" data-testid="companionColumn-2"><div class="css-53u6y8"><p class="css-at9mc1 evys1bk0">But in contrast to the nearly vertical drop, any rebound is likely to be gradual. Big states like New York and California remain largely under lockdown, and businesses face significant restrictions elsewhere. Even as businesses reopen, there is no guarantee that customers will return in numbers previously seen.</p></div><aside class="css-ew4tgv" aria-label="companion column"></aside></div><div data-testid="InteractiveBlock-5"><section data-testid="inline-interactive" id="retail-sales-categories" data-id="100000007141268" data-source-id="100000007141268" class="interactive-content interactive-size-scoop css-kqcwdy"><div class="css-17ih8de interactive-body" slug="retail-sales-categories" data-sourceid="100000007141268" id="embed-id-100000007141268"> <script>window.registerInteractive && window.registerInteractive("100000007141268");</script>     <style media="screen,print"> #g-retail-sales-categories-box , #g-retail-sales-categories-box .g-artboard { margin:0 auto; } #g-retail-sales-categories-box p { margin:0; } #g-retail-sales-categories-box .g-aiAbs { position:absolute; } #g-retail-sales-categories-box .g-aiImg { position:absolute; top:0; display:block; width:100% !important; } #g-retail-sales-categories-box .g-aiSymbol { position: absolute; box-sizing: border-box; } #g-retail-sales-categories-box .g-aiPointText p { white-space: nowrap; } #g-retail-sales-categories-335 { position:relative; overflow:hidden; } #g-retail-sales-categories-335 p { font-family:nyt-franklin,arial,helvetica,sans-serif; font-weight:300; line-height:14px; height:auto; filter:alpha(opacity=100); -ms-filter:progid:DXImageTransform.Microsoft.Alpha(Opacity=100); opacity:1; letter-spacing:0em; font-size:13px; text-align:left; color:rgb(0,0,0); top:1px; position:static; text-transform:none; padding-bottom:0; padding-top:0; mix-blend-mode:normal; font-style:normal; } #g-retail-sales-categories-335 .g-pstyle0 { font-weight:700; line-height:13px; height:13px; font-size:16px; text-align:center; top:1.3px; position:relative; } #g-retail-sales-categories-335 .g-pstyle1 { height:14px; text-align:right; position:relative; } #g-retail-sales-categories-335 .g-pstyle2 { height:14px; position:relative; } #g-retail-sales-categories-335 .g-pstyle3 { line-height:13px; height:13px; position:relative; } #g-retail-sales-categories-335 .g-pstyle4 { font-weight:700; height:14px; position:relative; } #g-retail-sales-categories-335 .g-pstyle5 { font-weight:700; height:14px; text-align:right; position:relative; } #g-retail-sales-categories-600 { position:relative; overflow:hidden; } #g-retail-sales-categories-600 p { font-family:nyt-franklin,arial,helvetica,sans-serif; font-weight:300; line-height:15px; height:auto; filter:alpha(opacity=100); -ms-filter:progid:DXImageTransform.Microsoft.Alpha(Opacity=100); opacity:1; letter-spacing:0em; font-size:14px; text-align:left; color:rgb(0,0,0); top:1.1px; position:static; text-transform:none; padding-bottom:0; padding-top:0; mix-blend-mode:normal; font-style:normal; } #g-retail-sales-categories-600 .g-pstyle0 { font-weight:700; line-height:13px; height:13px; font-size:16px; text-align:center; top:1.3px; position:relative; } #g-retail-sales-categories-600 .g-pstyle1 { height:15px; text-align:right; position:relative; } #g-retail-sales-categories-600 .g-pstyle2 { height:15px; position:relative; } #g-retail-sales-categories-600 .g-pstyle3 { font-weight:700; height:15px; text-align:right; position:relative; } #g-retail-sales-categories-600 .g-pstyle4 { font-weight:700; height:15px; position:relative; } </style> <div id="g-retail-sales-categories-box" class="ai2html">  <div id="g-retail-sales-categories-335" class="g-artboard" style="max-width: 335px;max-height: 627px" data-aspect-ratio="0.534" data-min-width="0" data-max-width="599"> <div style="padding: 0 0 187.1797% 0;"></div> <img id="g-retail-sales-categories-335-img" class="g-aiImg" alt="" data-src="https://static01.nyt.com/newsgraphics/2020/05/15/retail-sales-categories/e6d6194d39e85804e99e8aabfe15347a2e48141d/retail-sales-categories-335.png" src="data:image/gif;base64,R0lGODlhCgAKAIAAAB8fHwAAACH5BAEAAAAALAAAAAAKAAoAAAIIhI+py+0PYysAOw=="/> <div id="g-ai0-1" class="g-graphic g-aiAbs g-aiPointText" style="top:1.3977%;margin-top:-6.8px;left:49.9613%;margin-left:-165.5px;width:331px;"> <p class="g-pstyle0">Change in retail sales from February to April</p> </div> <div id="g-ai0-2" class="g-graphic g-aiAbs g-aiPointText" style="top:7.5348%;margin-top:-7.2px;right:41.6961%;width:44px;"> <p class="g-pstyle1">–89</p> </div> <div id="g-ai0-3" class="g-graphic g-aiAbs g-aiPointText" style="top:7.5348%;margin-top:-7.2px;left:58.3724%;width:33px;"> <p class="g-pstyle2">%</p> </div> <div id="g-ai0-4" class="g-graphic g-aiAbs g-aiPointText" style="top:7.5348%;margin-top:-7.2px;left:62.6023%;width:104px;"> <p class="g-pstyle2">Clothing stores</p> </div> <div id="g-ai0-5" class="g-graphic g-aiAbs g-aiPointText" style="top:13.9138%;margin-top:-7.2px;right:41.6961%;width:44px;"> <p class="g-pstyle1">–67</p> </div> <div id="g-ai0-6" class="g-graphic g-aiAbs g-aiPointText" style="top:13.9138%;margin-top:-7.2px;left:62.6023%;width:108px;"> <p class="g-pstyle2">Furniture stores</p> </div> <div id="g-ai0-7" class="g-graphic g-aiAbs g-aiPointText" style="top:20.2929%;margin-top:-14.2px;left:62.6023%;width:112px;"> <p class="g-pstyle2">Electronics and</p> <p class="g-pstyle2">appliance stores</p> </div> <div id="g-ai0-8" class="g-graphic g-aiAbs g-aiPointText" style="top:20.2929%;margin-top:-7.2px;right:41.6961%;width:44px;"> <p class="g-pstyle1">–65</p> </div> <div id="g-ai0-9" class="g-graphic g-aiAbs g-aiPointText" style="top:26.6719%;margin-top:-14.2px;left:62.6023%;width:120px;"> <p class="g-pstyle2">Food services and</p> <p class="g-pstyle2">drinking places</p> </div> <div id="g-ai0-10" class="g-graphic g-aiAbs g-aiPointText" style="top:26.6719%;margin-top:-7.2px;right:41.6961%;width:44px;"> <p class="g-pstyle1">–50</p> </div> <div id="g-ai0-11" class="g-graphic g-aiAbs g-aiPointText" style="top:32.9712%;margin-top:-19.7px;left:62.6023%;width:147px;"> <p class="g-pstyle3">Sporting goods, hobby,</p> <p class="g-pstyle3">musical instrument</p> <p class="g-pstyle3">and book stores</p> </div> <div id="g-ai0-12" class="g-graphic g-aiAbs g-aiPointText" style="top:33.051%;margin-top:-7.2px;right:41.6961%;width:44px;"> <p class="g-pstyle1">–49</p> </div> <div id="g-ai0-13" class="g-graphic g-aiAbs g-aiPointText" style="top:39.43%;margin-top:-7.2px;right:41.6961%;width:44px;"> <p class="g-pstyle1">–45</p> </div> <div id="g-ai0-14" class="g-graphic g-aiAbs g-aiPointText" style="top:39.43%;margin-top:-7.2px;left:62.6023%;width:124px;"> <p class="g-pstyle2">Department stores</p> </div> <div id="g-ai0-15" class="g-graphic g-aiAbs g-aiPointText" style="top:45.8091%;margin-top:-7.2px;right:41.6961%;width:44px;"> <p class="g-pstyle1">–41</p> </div> <div id="g-ai0-16" class="g-graphic g-aiAbs g-aiPointText" style="top:45.8091%;margin-top:-7.2px;left:62.6023%;width:116px;"> <p class="g-pstyle2">Gasoline stations</p> </div> <div id="g-ai0-17" class="g-graphic g-aiAbs g-aiPointText" style="top:52.1882%;margin-top:-7.2px;right:41.6961%;width:44px;"> <p class="g-pstyle1">–35</p> </div> <div id="g-ai0-18" class="g-graphic g-aiAbs g-aiPointText" style="top:52.1882%;margin-top:-7.2px;left:62.6023%;width:137px;"> <p class="g-pstyle2">Miscellaneous stores</p> </div> <div id="g-ai0-19" class="g-graphic g-aiAbs g-aiPointText" style="top:58.5672%;margin-top:-7.2px;right:41.6961%;width:44px;"> <p class="g-pstyle1">–35</p> </div> <div id="g-ai0-20" class="g-graphic g-aiAbs g-aiPointText" style="top:58.5672%;margin-top:-7.2px;left:62.6023%;width:139px;"> <p class="g-pstyle2">Car and parts dealers</p> </div> <div id="g-ai0-21" class="g-graphic g-aiAbs g-aiPointText" style="top:64.9411%;margin-top:-14.2px;left:62.6023%;width:107px;"> <p class="g-pstyle4">Total retail and</p> <p class="g-pstyle4">food services</p> </div> <div id="g-ai0-22" class="g-graphic g-aiAbs g-aiPointText" style="top:64.9411%;margin-top:-7.2px;right:41.6961%;width:44px;"> <p class="g-pstyle5">–23</p> </div> <div id="g-ai0-23" class="g-graphic g-aiAbs g-aiPointText" style="top:71.3253%;margin-top:-14.2px;left:62.6023%;width:139px;"> <p class="g-pstyle2">General merchandise</p> <p class="g-pstyle2">stores</p> </div> <div id="g-ai0-24" class="g-graphic g-aiAbs g-aiPointText" style="top:71.3253%;margin-top:-7.2px;right:41.6961%;width:44px;"> <p class="g-pstyle1">–15</p> </div> <div id="g-ai0-25" class="g-graphic g-aiAbs g-aiPointText" style="top:77.7044%;margin-top:-14.2px;left:62.6023%;width:132px;"> <p class="g-pstyle2">Health and personal</p> <p class="g-pstyle2">care stores</p> </div> <div id="g-ai0-26" class="g-graphic g-aiAbs g-aiPointText" style="top:77.7044%;margin-top:-7.2px;right:41.6961%;width:44px;"> <p class="g-pstyle1">–11</p> </div> <div id="g-ai0-27" class="g-graphic g-aiAbs g-aiPointText" style="top:83.924%;margin-top:-14.2px;left:62.6023%;width:144px;"> <p class="g-pstyle2">Building materials and</p> <p class="g-pstyle2">garden supply dealers</p> </div> <div id="g-ai0-28" class="g-graphic g-aiAbs g-aiPointText" style="top:84.0835%;margin-top:-7.2px;right:41.5739%;width:37px;"> <p class="g-pstyle1">–4</p> </div> <div id="g-ai0-29" class="g-graphic g-aiAbs g-aiPointText" style="top:90.4625%;margin-top:-14.2px;right:62.6712%;width:109px;"> <p class="g-pstyle1">Food and</p> <p class="g-pstyle1">beverage stores</p> </div> <div id="g-ai0-30" class="g-graphic g-aiAbs g-aiPointText" style="top:90.4625%;margin-top:-7.2px;right:54.3452%;width:44px;"> <p class="g-pstyle1">+10</p> </div> <div id="g-ai0-31" class="g-graphic g-aiAbs g-aiPointText" style="top:90.4625%;margin-top:-7.2px;left:45.7233%;width:33px;"> <p class="g-pstyle2">%</p> </div> <div id="g-ai0-32" class="g-graphic g-aiAbs g-aiPointText" style="top:96.8416%;margin-top:-7.2px;right:62.5463%;width:120px;"> <p class="g-pstyle1">Nonstore retailers</p> </div> <div id="g-ai0-33" class="g-graphic g-aiAbs g-aiPointText" style="top:96.8416%;margin-top:-7.2px;right:54.3452%;width:44px;"> <p class="g-pstyle1">+14</p> </div> </div>  <div id="g-retail-sales-categories-600" class="g-artboard" style="width:600px; height:627.809255294881px;" data-aspect-ratio="0.956" data-min-width="600"> <div style=""></div> <img id="g-retail-sales-categories-600-img" class="g-aiImg" alt="" data-src="https://static01.nyt.com/newsgraphics/2020/05/15/retail-sales-categories/e6d6194d39e85804e99e8aabfe15347a2e48141d/retail-sales-categories-600.png" src="data:image/gif;base64,R0lGODlhCgAKAIAAAB8fHwAAACH5BAEAAAAALAAAAAAKAAoAAAIIhI+py+0PYysAOw=="/> <div id="g-ai1-1" class="g-graphic g-aiAbs g-aiPointText" style="top:1.396%;margin-top:-6.8px;left:49.9784%;margin-left:-165.5px;width:331px;"> <p class="g-pstyle0">Change in retail sales from February to April</p> </div> <div id="g-ai1-2" class="g-graphic g-aiAbs g-aiPointText" style="top:7.4491%;margin-top:-7.8px;right:36.4481%;width:46px;"> <p class="g-pstyle1">–89</p> </div> <div id="g-ai1-3" class="g-graphic g-aiAbs g-aiPointText" style="top:7.4491%;margin-top:-7.8px;left:63.5418%;width:34px;"> <p class="g-pstyle2">%</p> </div> <div id="g-ai1-4" class="g-graphic g-aiAbs g-aiPointText" style="top:7.4491%;margin-top:-7.8px;left:66.7369%;width:110px;"> <p class="g-pstyle2">Clothing stores</p> </div> <div id="g-ai1-5" class="g-graphic g-aiAbs g-aiPointText" style="top:13.8204%;margin-top:-7.8px;right:36.4481%;width:46px;"> <p class="g-pstyle1">–67</p> </div> <div id="g-ai1-6" class="g-graphic g-aiAbs g-aiPointText" style="top:13.8204%;margin-top:-7.8px;left:66.7369%;width:115px;"> <p class="g-pstyle2">Furniture stores</p> </div> <div id="g-ai1-7" class="g-graphic g-aiAbs g-aiPointText" style="top:20.1918%;margin-top:-7.8px;right:36.4481%;width:46px;"> <p class="g-pstyle1">–65</p> </div> <div id="g-ai1-8" class="g-graphic g-aiAbs g-aiPointText" style="top:20.1918%;margin-top:-7.8px;left:66.7369%;width:212px;"> <p class="g-pstyle2">Electronics and appliance stores</p> </div> <div id="g-ai1-9" class="g-graphic g-aiAbs g-aiPointText" style="top:26.5631%;margin-top:-7.8px;right:36.4481%;width:46px;"> <p class="g-pstyle1">–50</p> </div> <div id="g-ai1-10" class="g-graphic g-aiAbs g-aiPointText" style="top:26.5631%;margin-top:-7.8px;left:66.7369%;width:219px;"> <p class="g-pstyle2">Food services and drinking places</p> </div> <div id="g-ai1-11" class="g-graphic g-aiAbs g-aiPointText" style="top:33.0141%;margin-top:-15.3px;left:66.7369%;width:205px;"> <p class="g-pstyle2">Sporting goods, hobby, musical</p> <p class="g-pstyle2">instrument and book stores</p> </div> <div id="g-ai1-12" class="g-graphic g-aiAbs g-aiPointText" style="top:32.9345%;margin-top:-7.8px;right:36.4481%;width:46px;"> <p class="g-pstyle1">–49</p> </div> <div id="g-ai1-13" class="g-graphic g-aiAbs g-aiPointText" style="top:39.3059%;margin-top:-7.8px;right:36.4481%;width:46px;"> <p class="g-pstyle1">–45</p> </div> <div id="g-ai1-14" class="g-graphic g-aiAbs g-aiPointText" style="top:39.3059%;margin-top:-7.8px;left:66.7369%;width:132px;"> <p class="g-pstyle2">Department stores</p> </div> <div id="g-ai1-15" class="g-graphic g-aiAbs g-aiPointText" style="top:45.6772%;margin-top:-7.8px;right:36.4481%;width:46px;"> <p class="g-pstyle1">–41</p> </div> <div id="g-ai1-16" class="g-graphic g-aiAbs g-aiPointText" style="top:45.6772%;margin-top:-7.8px;left:66.7369%;width:123px;"> <p class="g-pstyle2">Gasoline stations</p> </div> <div id="g-ai1-17" class="g-graphic g-aiAbs g-aiPointText" style="top:52.0486%;margin-top:-7.8px;right:36.4481%;width:46px;"> <p class="g-pstyle1">–35</p> </div> <div id="g-ai1-18" class="g-graphic g-aiAbs g-aiPointText" style="top:52.0486%;margin-top:-7.8px;left:66.7369%;width:146px;"> <p class="g-pstyle2">Miscellaneous stores</p> </div> <div id="g-ai1-19" class="g-graphic g-aiAbs g-aiPointText" style="top:58.4199%;margin-top:-7.8px;right:36.4481%;width:46px;"> <p class="g-pstyle1">–35</p> </div> <div id="g-ai1-20" class="g-graphic g-aiAbs g-aiPointText" style="top:58.4199%;margin-top:-7.8px;left:66.7369%;width:148px;"> <p class="g-pstyle2">Car and parts dealers</p> </div> <div id="g-ai1-21" class="g-graphic g-aiAbs g-aiPointText" style="top:64.7857%;margin-top:-7.7px;right:36.4481%;width:46px;"> <p class="g-pstyle3">–23</p> </div> <div id="g-ai1-22" class="g-graphic g-aiAbs g-aiPointText" style="top:64.7857%;margin-top:-7.7px;left:66.7369%;width:198px;"> <p class="g-pstyle4">Total retail and food services</p> </div> <div id="g-ai1-23" class="g-graphic g-aiAbs g-aiPointText" style="top:71.1626%;margin-top:-7.8px;right:36.4481%;width:46px;"> <p class="g-pstyle1">–15</p> </div> <div id="g-ai1-24" class="g-graphic g-aiAbs g-aiPointText" style="top:71.1626%;margin-top:-7.8px;left:66.7369%;width:188px;"> <p class="g-pstyle2">General merchandise stores</p> </div> <div id="g-ai1-25" class="g-graphic g-aiAbs g-aiPointText" style="top:77.534%;margin-top:-7.8px;right:36.4481%;width:46px;"> <p class="g-pstyle1">–11</p> </div> <div id="g-ai1-26" class="g-graphic g-aiAbs g-aiPointText" style="top:77.534%;margin-top:-7.8px;left:66.7369%;width:209px;"> <p class="g-pstyle2">Health and personal care stores</p> </div> <div id="g-ai1-27" class="g-graphic g-aiAbs g-aiPointText" style="top:83.985%;margin-top:-15.3px;left:66.7369%;width:153px;"> <p class="g-pstyle2">Building materials and</p> <p class="g-pstyle2">garden supply dealers</p> </div> <div id="g-ai1-28" class="g-graphic g-aiAbs g-aiPointText" style="top:83.9054%;margin-top:-7.8px;right:36.4515%;width:38px;"> <p class="g-pstyle1">–4</p> </div> <div id="g-ai1-29" class="g-graphic g-aiAbs g-aiPointText" style="top:90.2767%;margin-top:-7.8px;right:50.9952%;width:173px;"> <p class="g-pstyle1">Food and beverage stores</p> </div> <div id="g-ai1-30" class="g-graphic g-aiAbs g-aiPointText" style="top:90.2767%;margin-top:-7.8px;right:45.2816%;width:46px;"> <p class="g-pstyle1">+10</p> </div> <div id="g-ai1-31" class="g-graphic g-aiAbs g-aiPointText" style="top:90.2767%;margin-top:-7.8px;left:54.7083%;width:34px;"> <p class="g-pstyle2">%</p> </div> <div id="g-ai1-32" class="g-graphic g-aiAbs g-aiPointText" style="top:96.6481%;margin-top:-7.8px;right:50.9573%;width:127px;"> <p class="g-pstyle1">Nonstore retailers</p> </div> <div id="g-ai1-33" class="g-graphic g-aiAbs g-aiPointText" style="top:96.6481%;margin-top:-7.8px;right:45.2816%;width:46px;"> <p class="g-pstyle1">+14</p> </div> </div> </div> <script type="text/javascript"> (function (containerId, opts) { if (!('querySelector' in document)) return; var container = document.getElementById(containerId); var nameSpace = opts.namespace || ''; var onResize = throttle(update, 200); var waiting = !!window.IntersectionObserver; var observer; update(); document.addEventListener('DOMContentLoaded', update); window.addEventListener('resize', onResize); // NYT Scoop-specific code if (opts.setup) { opts.setup(container).on('cleanup', cleanup); } function cleanup() { 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"},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fwww.nytimes.com\u002F2020\u002F06\u002F01\u002Fbusiness\u002Fstores-protests-damage.html"}],"text":"coronavirus"},{"__typename":"TextInline","formats":[],"text":" pandemic dealt another crushing blow to "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fwww.nytimes.com\u002F2020\u002F06\u002F01\u002Fbusiness\u002Fstores-protests-damage.html"}],"text":"retailers"},{"__typename":"TextInline","formats":[],"text":" in April. Now the question is what the sector will look like as the economy reopens — and how much permanent damage has been inflicted."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":0},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Retail sales fell 16.4 percent last month, the "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fwww.census.gov\u002Fretail\u002Fmarts\u002Fwww\u002Fmarts_current.pdf"}],"text":"Commerce Department said"},{"__typename":"TextInline","formats":[],"text":" Friday, by far the largest monthly drop on record. That followed an 8.3 percent drop in March, the previous record. Total sales for April, which include retail purchases in stores and online as well as money spent at bars and restaurants, were the lowest since 2012, even without accounting for inflation."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":1},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Some of the declines in individual categories were staggering. Restaurants and bars lost half their business over two months. At furniture and home furnishings stores, sales were off by two-thirds. At clothing stores, the two-month decline was 89 percent. 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class=\"g-pstyle1\"\u003E%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-4\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:13.8137%;margin-top:-6.7px;right:94.0182%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E0\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-5\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:23.4239%;margin-top:-6.7px;right:98.1153%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E–\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-6\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:23.4239%;margin-top:-6.7px;right:94.0182%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E2\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-7\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:33.034%;margin-top:-6.7px;right:98.1153%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E–\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-8\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:33.034%;margin-top:-6.7px;right:94.0182%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E4\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-9\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:39.3119%;margin-top:-18.3px;left:74.8667%;margin-left:-64px;width:128px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003ERetail and food\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003Eservices sales\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-10\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:42.6442%;margin-top:-6.7px;right:98.1153%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E–\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-11\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:42.6442%;margin-top:-6.7px;right:94.0182%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E6\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-12\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:47.5827%;margin-top:-7.2px;left:74.7833%;margin-left:-57.5px;width:115px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle3\"\u003EMonthly changes\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-13\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:52.2543%;margin-top:-6.7px;right:98.1153%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E–\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-14\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:52.2543%;margin-top:-6.7px;right:94.0182%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E8\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-15\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:59.9959%;margin-top:-6.7px;left:42.2625%;margin-left:-44px;width:88px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003ERECESSION\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-16\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:61.8645%;margin-top:-6.7px;right:98.1153%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E–\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-17\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:61.8645%;margin-top:-6.7px;right:93.8422%;width:37px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E10\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-18\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:71.7416%;margin-top:-6.7px;right:98.1153%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E–\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-19\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:71.7416%;margin-top:-6.7px;right:93.8422%;width:37px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E12\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-20\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:79.3541%;margin-top:-9.3px;right:4.0561%;width:119px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle5\"\u003EApril: –16.4%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-21\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:81.3518%;margin-top:-6.7px;right:98.1153%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E–\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-22\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:81.3518%;margin-top:-6.7px;right:93.8422%;width:37px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E14\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-23\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:90.9619%;margin-top:-6.7px;right:98.1153%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E–\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-24\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:90.9619%;margin-top:-6.7px;right:93.8422%;width:37px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E16\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-25\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:97.3687%;margin-top:-6.7px;left:9.6462%;margin-left:-20px;width:40px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E’06\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-26\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:97.3687%;margin-top:-6.7px;left:22.0606%;margin-left:-20px;width:40px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E’08\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-27\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:97.3687%;margin-top:-6.7px;left:34.4219%;margin-left:-19.5px;width:39px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E’10\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-28\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:97.3687%;margin-top:-6.7px;left:46.8201%;margin-left:-19.5px;width:39px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E’12\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-29\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:97.3687%;margin-top:-6.7px;left:59.2336%;margin-left:-19.5px;width:39px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E’14\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-30\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:97.3687%;margin-top:-6.7px;left:71.6318%;margin-left:-19.5px;width:39px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E’16\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-31\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:97.3687%;margin-top:-6.7px;left:84.0454%;margin-left:-19.5px;width:39px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E’18\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-32\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:97.3687%;margin-top:-6.7px;left:96.496%;margin-left:-20px;width:40px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E’20\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\u003C\u002Fdiv\u003E\n\n\t\u003C!-- Artboard: 600 --\u003E\n\t\u003Cdiv id=\"g-total-retail-sales-600\" class=\"g-artboard\" style=\"width:600px; height:374.604163659184px;\" data-aspect-ratio=\"1.602\" data-min-width=\"600\"\u003E\n\u003Cdiv style=\"\"\u003E\u003C\u002Fdiv\u003E\n\t\t\u003Cimg id=\"g-total-retail-sales-600-img\" class=\"g-aiImg\" alt=\"\" data-src=\"https:\u002F\u002Fstatic01.nyt.com\u002Fnewsgraphics\u002F2020\u002F05\u002F14\u002Fretail-sales-total\u002F16253c37a3ffadf9ea6688acc8ee499d3013742a\u002Ftotal-retail-sales-600.png\" src=\"data:image\u002Fgif;base64,R0lGODlhCgAKAIAAAB8fHwAAACH5BAEAAAAALAAAAAAKAAoAAAIIhI+py+0PYysAOw==\"\u002F\u003E\n\t\t\u003Cdiv id=\"g-ai1-1\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:4.2036%;margin-top:-6.7px;right:98.7517%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E+\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-2\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:4.2036%;margin-top:-6.7px;right:96.4642%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E2\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-3\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:4.2036%;margin-top:-6.7px;left:3.6041%;width:33px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-4\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:13.8137%;margin-top:-6.7px;right:96.4642%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E0\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-5\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:23.4239%;margin-top:-6.7px;right:98.7517%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E–\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-6\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:23.4239%;margin-top:-6.7px;right:96.4642%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E2\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-7\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:33.034%;margin-top:-6.7px;right:98.7517%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E–\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-8\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:33.034%;margin-top:-6.7px;right:96.4642%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E4\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-9\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:42.6442%;margin-top:-6.7px;right:98.7517%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E–\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-10\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:42.6442%;margin-top:-6.7px;right:96.4642%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E6\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-11\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:47.0534%;margin-top:-9.3px;left:53.8772%;margin-left:-115px;width:230px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003ERetail and food services sales\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-12\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:52.2543%;margin-top:-6.7px;right:98.7517%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E–\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-13\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:52.2543%;margin-top:-6.7px;right:96.4642%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E8\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-14\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:53.7225%;margin-top:-7.2px;left:53.8093%;margin-left:-57.5px;width:115px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle3\"\u003EMonthly changes\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-15\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:61.8645%;margin-top:-6.7px;right:98.7517%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E–\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-16\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:61.8645%;margin-top:-6.7px;right:96.3659%;width:37px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E10\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-17\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:65.8687%;margin-top:-6.7px;left:23.7926%;margin-left:-44px;width:88px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003ERECESSION\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-18\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:71.7416%;margin-top:-6.7px;right:98.7517%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E–\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-19\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:71.7416%;margin-top:-6.7px;right:96.3659%;width:37px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E12\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-20\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:79.621%;margin-top:-9.3px;right:2.9295%;width:119px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle5\"\u003EApril: –16.4%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-21\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:81.3518%;margin-top:-6.7px;right:98.7517%;width:29px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E–\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-22\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:81.3518%;margin-top:-6.7px;right:96.3659%;width:37px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E14\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-23\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:90.9619%;margin-top:-6.7px;right:98.7517%;width:29px;\"\u003E\n\t\t\t\u003Cp 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The March figures were helped in part by panic buying, and stores were generally open for the first half of the month. "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fwww.nytimes.com\u002Finteractive\u002F2020\u002Fus\u002Fstates-reopen-map-coronavirus.html"}],"text":"Most states"},{"__typename":"TextInline","formats":[],"text":" have begun to lift barriers to commerce and movement, and many economists expect spending to rise in May as people venture out."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":true,"adsDesktopHoldout":true,"adsHybrid":true,"adsMobile":true,"adsMobileHoldout":false,"bad":false,"index":4},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"But in contrast to the nearly vertical drop, any rebound is likely to be gradual. Big states like New York and California remain largely under lockdown, and businesses face significant restrictions elsewhere. Even as businesses reopen, there is no guarantee that customers will return in numbers previously seen."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":5},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"And the financial system may be an added source of vulnerability as the economic downturn places strains on households and businesses, the "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fwww.nytimes.com\u002F2020\u002F05\u002F15\u002Fbusiness\u002Feconomy\u002Ffed-financial-stability-coronavirus.html"}],"text":"Federal Reserve said Friday"},{"__typename":"TextInline","formats":[],"text":"."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":6},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"“It’s probably fair to say the worst is over in terms of a collapse, unless there are waves of new outbreaks,” said Jim O’Sullivan, chief U.S. macro strategist for TD Securities. “But how fast does it come back? The short answer is none of us really know.”"}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":true,"adsMobile":true,"adsMobileHoldout":false,"bad":false,"index":7},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"The downturn appears to have left lasting scars on a retail industry that was already struggling. "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fwww.nytimes.com\u002F2020\u002F05\u002F03\u002Fbusiness\u002Fj-crew-bankruptcy-coronavirus.html"}],"text":"J. Crew"},{"__typename":"TextInline","formats":[],"text":" and "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fwww.nytimes.com\u002F2020\u002F05\u002F07\u002Fbusiness\u002Fneiman-marcus-bankruptcy.html"}],"text":"Neiman Marcus"},{"__typename":"TextInline","formats":[],"text":" have filed for bankruptcy protection, "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fwww.nytimes.com\u002F2020\u002F05\u002F15\u002Fbusiness\u002Fjc-penney-bankruptcy-coronavirus.html"}],"text":"followed Friday by J.C. Penney"},{"__typename":"TextInline","formats":[],"text":", a 118-year-old chain with more than 800 stores and nearly 85,000 employees."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":true,"adsDesktopHoldout":true,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":8},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Surveys show that many Americans still fear the virus and are wary of crowded places. Epidemiologists and public health officials say those concerns are well founded: Anthony S. Fauci, the government’s top infectious-disease expert, "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fwww.nytimes.com\u002F2020\u002F05\u002F12\u002Fus\u002Fcoronavirus-live-news-updates.html"}],"text":"told a Senate committee"},{"__typename":"TextInline","formats":[],"text":" this week that rushing back to normal life could “trigger an outbreak that you may not be able to control.”"}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":9},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Even if Americans feel comfortable returning to stores, they may not have as much money to spend, since millions have lost their jobs."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":10},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"“Consumers are definitely feeling anxious about the future,” said Jay Sole, a retail analyst at UBS. “Whether it’s the pandemic, which is making people hesitant to go out in public to crowded places, or they’re worried about their jobs or the state of the economy going forward, people’s willingness to spend has declined.”"}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":true,"adsMobile":true,"adsMobileHoldout":false,"bad":false,"index":11},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"The pressure is not limited to big-name companies. In a "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fportal.census.gov\u002Fpulse\u002Fdata\u002F"}],"text":"survey"},{"__typename":"TextInline","formats":[],"text":" released by the Census Bureau on Thursday, nearly 90 percent of small retailers reported being hurt by the pandemic, and few said they expected a quick rebound. A third said they thought it would take more than six months for business to return to normal, and 6.6 percent said they did not expect a full recovery."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":true,"index":12},{"__typename":"ImageBlock","media":{"__typename":"Image","altText":"","caption":{"__typename":"TextOnlyDocumentBlock","content":[{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Clothing retailers, like Berlin’s in Charleston, S.C., are especially dependent on physical locations."}]}],"text":"Clothing retailers, like Berlin’s in Charleston, S.C., are especially dependent on physical locations."},"credit":"Cameron Pollack for The New York Times","crops":[{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":400,"name":"articleLarge","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2020\u002F05\u002F15\u002Fbusiness\u002F15virus-retail4\u002Fmerlin_172107831_39de031d-afb6-4e61-8828-3e1cd0d4a744-articleLarge.jpg","width":600},{"__typename":"ImageRendition","height":433,"name":"popup","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2020\u002F05\u002F15\u002Fbusiness\u002F15virus-retail4\u002Fmerlin_172107831_39de031d-afb6-4e61-8828-3e1cd0d4a744-popup.jpg","width":650},{"__typename":"ImageRendition","height":683,"name":"jumbo","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2020\u002F05\u002F15\u002Fbusiness\u002F15virus-retail4\u002Fmerlin_172107831_39de031d-afb6-4e61-8828-3e1cd0d4a744-jumbo.jpg","width":1024},{"__typename":"ImageRendition","height":1365,"name":"superJumbo","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2020\u002F05\u002F15\u002Fbusiness\u002F15virus-retail4\u002Fmerlin_172107831_39de031d-afb6-4e61-8828-3e1cd0d4a744-superJumbo.jpg","width":2048}]},{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":150,"name":"thumbLarge","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2020\u002F05\u002F15\u002Fbusiness\u002F15virus-retail4\u002F15virus-retail4-thumbLarge.jpg","width":150}]},{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":127,"name":"articleInline","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2020\u002F05\u002F15\u002Fbusiness\u002F15virus-retail4\u002Fmerlin_172107831_39de031d-afb6-4e61-8828-3e1cd0d4a744-articleInline.jpg","width":190}]},{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":1200,"name":"mobileMasterAt3x","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2020\u002F05\u002F15\u002Fbusiness\u002F15virus-retail4\u002Fmerlin_172107831_39de031d-afb6-4e61-8828-3e1cd0d4a744-mobileMasterAt3x.jpg","width":1800}]}],"id":"SW1hZ2U6bnl0Oi8vaW1hZ2UvN2M0MDUzM2MtZjVkMy01ZjA2LTgwMGItNWE5MmI1MjYwOGQ0","imageType":"photo","legacyHtmlCaption":"Clothing retailers, like Berlin’s in Charleston, S.C., are especially dependent on physical locations.","timesTags":[],"uri":"nyt:\u002F\u002Fimage\u002F7c40533c-f5d3-5f06-800b-5a92b52608d4","url":"\u002Fimagepages\u002F2020\u002F05\u002F15\u002Fbusiness\u002F15virus-retail4.html"},"size":"MEDIUM"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":true,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":true,"index":13},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"The plunge in sales, especially in areas like clothing, has shown how reliant many retailers have remained on physical outposts, even as the internet has upended the shopping landscape. J. Crew said in its bankruptcy filing that it expected to lose almost $900 million in sales because of the temporary store closings. The retailer’s most recent annual sales were about $2.5 billion."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":14},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Mr. Sole anticipates 100,000 store closings by 2025 as the pandemic accelerates the shift to online sales, according to a recent report, with the biggest cuts in apparel, consumer electronics, home furnishings and groceries."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":true,"adsDesktopHoldout":false,"adsHybrid":true,"adsMobile":true,"adsMobileHoldout":false,"bad":false,"index":15},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"The pandemic has forced retailers to quickly adapt to a fully digital environment and speed up some investments that may have otherwise taken place over several years, said Joel Bines, managing director at AlixPartners, a consultancy and restructuring firm. That goes beyond their website operations to online ordering for curbside and store pickup, appointment shopping, partnerships with Instacart or Postmates, and other initiatives, he said."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":16},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"“Anything that puts digital into the transaction — that acceleration is a direct result of this,” Mr. Bines said."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":true,"index":17},{"__typename":"InteractiveBlock","media":{"__typename":"EmbeddedInteractive","advertisingProperties":{"__typename":"CreativeWorkAdvertisingProperties","sensitivity":"SHOW_ADS"},"appName":"","bylines":[],"compatibility":"INLINE","credit":"By The New York 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style=\"top:7.5348%;margin-top:-7.2px;left:62.6023%;width:104px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003EClothing stores\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-5\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:13.9138%;margin-top:-7.2px;right:41.6961%;width:44px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E–67\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-6\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:13.9138%;margin-top:-7.2px;left:62.6023%;width:108px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003EFurniture stores\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-7\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:20.2929%;margin-top:-14.2px;left:62.6023%;width:112px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003EElectronics and\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003Eappliance stores\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv 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style=\"top:45.8091%;margin-top:-7.2px;right:41.6961%;width:44px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E–41\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-16\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:45.8091%;margin-top:-7.2px;left:62.6023%;width:116px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003EGasoline stations\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-17\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:52.1882%;margin-top:-7.2px;right:41.6961%;width:44px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E–35\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-18\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:52.1882%;margin-top:-7.2px;left:62.6023%;width:137px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003EMiscellaneous stores\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-19\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:58.5672%;margin-top:-7.2px;right:41.6961%;width:44px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E–35\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-20\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:58.5672%;margin-top:-7.2px;left:62.6023%;width:139px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003ECar and parts dealers\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-21\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:64.9411%;margin-top:-14.2px;left:62.6023%;width:107px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003ETotal retail and\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003Efood services\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-22\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:64.9411%;margin-top:-7.2px;right:41.6961%;width:44px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle5\"\u003E–23\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-23\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:71.3253%;margin-top:-14.2px;left:62.6023%;width:139px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003EGeneral merchandise\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003Estores\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-24\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:71.3253%;margin-top:-7.2px;right:41.6961%;width:44px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E–15\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-25\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:77.7044%;margin-top:-14.2px;left:62.6023%;width:132px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003EHealth and personal\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003Ecare stores\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-26\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:77.7044%;margin-top:-7.2px;right:41.6961%;width:44px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E–11\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-27\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:83.924%;margin-top:-14.2px;left:62.6023%;width:144px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003EBuilding materials and\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003Egarden supply dealers\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-28\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:84.0835%;margin-top:-7.2px;right:41.5739%;width:37px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E–4\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-29\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:90.4625%;margin-top:-14.2px;right:62.6712%;width:109px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003EFood and\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003Ebeverage stores\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-30\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:90.4625%;margin-top:-7.2px;right:54.3452%;width:44px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E+10\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-31\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:90.4625%;margin-top:-7.2px;left:45.7233%;width:33px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-32\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:96.8416%;margin-top:-7.2px;right:62.5463%;width:120px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003ENonstore retailers\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-33\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:96.8416%;margin-top:-7.2px;right:54.3452%;width:44px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E+14\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\u003C\u002Fdiv\u003E\n\n\t\u003C!-- Artboard: 600 --\u003E\n\t\u003Cdiv id=\"g-retail-sales-categories-600\" class=\"g-artboard\" style=\"width:600px; height:627.809255294881px;\" data-aspect-ratio=\"0.956\" data-min-width=\"600\"\u003E\n\u003Cdiv style=\"\"\u003E\u003C\u002Fdiv\u003E\n\t\t\u003Cimg id=\"g-retail-sales-categories-600-img\" class=\"g-aiImg\" alt=\"\" data-src=\"https:\u002F\u002Fstatic01.nyt.com\u002Fnewsgraphics\u002F2020\u002F05\u002F15\u002Fretail-sales-categories\u002Fe6d6194d39e85804e99e8aabfe15347a2e48141d\u002Fretail-sales-categories-600.png\" src=\"data:image\u002Fgif;base64,R0lGODlhCgAKAIAAAB8fHwAAACH5BAEAAAAALAAAAAAKAAoAAAIIhI+py+0PYysAOw==\"\u002F\u003E\n\t\t\u003Cdiv id=\"g-ai1-1\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:1.396%;margin-top:-6.8px;left:49.9784%;margin-left:-165.5px;width:331px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003EChange in retail sales from February to April\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-2\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:7.4491%;margin-top:-7.8px;right:36.4481%;width:46px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E–89\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-3\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:7.4491%;margin-top:-7.8px;left:63.5418%;width:34px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-4\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:7.4491%;margin-top:-7.8px;left:66.7369%;width:110px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003EClothing stores\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-5\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:13.8204%;margin-top:-7.8px;right:36.4481%;width:46px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E–67\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-6\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:13.8204%;margin-top:-7.8px;left:66.7369%;width:115px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003EFurniture stores\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-7\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:20.1918%;margin-top:-7.8px;right:36.4481%;width:46px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E–65\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-8\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:20.1918%;margin-top:-7.8px;left:66.7369%;width:212px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003EElectronics and appliance stores\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-9\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:26.5631%;margin-top:-7.8px;right:36.4481%;width:46px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E–50\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-10\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:26.5631%;margin-top:-7.8px;left:66.7369%;width:219px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003EFood services and drinking places\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-11\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:33.0141%;margin-top:-15.3px;left:66.7369%;width:205px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003ESporting goods, hobby, musical\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003Einstrument and book stores\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-12\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:32.9345%;margin-top:-7.8px;right:36.4481%;width:46px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E–49\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-13\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:39.3059%;margin-top:-7.8px;right:36.4481%;width:46px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E–45\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-14\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:39.3059%;margin-top:-7.8px;left:66.7369%;width:132px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003EDepartment stores\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-15\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:45.6772%;margin-top:-7.8px;right:36.4481%;width:46px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E–41\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-16\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:45.6772%;margin-top:-7.8px;left:66.7369%;width:123px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003EGasoline stations\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-17\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:52.0486%;margin-top:-7.8px;right:36.4481%;width:46px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E–35\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-18\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:52.0486%;margin-top:-7.8px;left:66.7369%;width:146px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003EMiscellaneous stores\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-19\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:58.4199%;margin-top:-7.8px;right:36.4481%;width:46px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E–35\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-20\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:58.4199%;margin-top:-7.8px;left:66.7369%;width:148px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003ECar and parts dealers\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-21\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:64.7857%;margin-top:-7.7px;right:36.4481%;width:46px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle3\"\u003E–23\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-22\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:64.7857%;margin-top:-7.7px;left:66.7369%;width:198px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003ETotal retail and food services\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-23\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:71.1626%;margin-top:-7.8px;right:36.4481%;width:46px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E–15\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-24\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:71.1626%;margin-top:-7.8px;left:66.7369%;width:188px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003EGeneral merchandise stores\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-25\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:77.534%;margin-top:-7.8px;right:36.4481%;width:46px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E–11\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-26\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:77.534%;margin-top:-7.8px;left:66.7369%;width:209px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003EHealth and personal care stores\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-27\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:83.985%;margin-top:-15.3px;left:66.7369%;width:153px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003EBuilding materials and\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003Egarden supply dealers\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-28\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:83.9054%;margin-top:-7.8px;right:36.4515%;width:38px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E–4\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-29\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:90.2767%;margin-top:-7.8px;right:50.9952%;width:173px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003EFood and beverage stores\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-30\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:90.2767%;margin-top:-7.8px;right:45.2816%;width:46px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E+10\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-31\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:90.2767%;margin-top:-7.8px;left:54.7083%;width:34px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-32\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:96.6481%;margin-top:-7.8px;right:50.9573%;width:127px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003ENonstore retailers\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-33\" class=\"g-graphic g-aiAbs g-aiPointText\" style=\"top:96.6481%;margin-top:-7.8px;right:45.2816%;width:46px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E+14\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\u003C\u002Fdiv\u003E\n\n\u003C\u002Fdiv\u003E\n\n\u003Cscript type=\"text\u002Fjavascript\"\u003E\n\t(function (containerId, opts) {\n\t\tif (!('querySelector' in document)) return;\n\t\tvar container = document.getElementById(containerId);\n\t\tvar nameSpace = opts.namespace || '';\n\t\tvar onResize = throttle(update, 200);\n\t\tvar waiting = !!window.IntersectionObserver;\n\t\tvar observer;\n\t\tupdate();\n\n\t\tdocument.addEventListener('DOMContentLoaded', update);\n\t\twindow.addEventListener('resize', onResize);\n\n\t\t\u002F\u002F NYT Scoop-specific code\n\t\tif (opts.setup) {\n\t\t\topts.setup(container).on('cleanup', cleanup);\n\t\t}\n\n\t\tfunction cleanup() {\n\t\t\tdocument.removeEventListener('DOMContentLoaded', update);\n\t\t\twindow.removeEventListener('resize', onResize);\n\t\t\tif (observer) observer.disconnect();\n\t\t}\n\n\t\tfunction update() {\n\t\t\tvar artboards = selectChildren('.' + nameSpace + 'artboard[data-min-width]', container),\n\t\t\t\t\twidth = Math.round(container.getBoundingClientRect().width);\n\n\t\t\t\u002F\u002F Set artboard visibility based on container width\n\t\t\tartboards.forEach(function(el) {\n\t\t\t\tvar minwidth = el.getAttribute('data-min-width'),\n\t\t\t\t\t\tmaxwidth = el.getAttribute('data-max-width');\n\t\t\t\tif (+minwidth \u003C= width && (+maxwidth \u003E= width || maxwidth === null)) {\n\t\t\t\t\tif (!waiting) {\n\t\t\t\t\t\tselectChildren('.' + nameSpace + 'aiImg', el).forEach(updateImgSrc);\n\t\t\t\t\t}\n\t\t\t\t\tel.style.display = 'block';\n\t\t\t\t} else {\n\t\t\t\t\tel.style.display = 'none';\n\t\t\t\t}\n\t\t\t});\n\n\t\t\t\u002F\u002F Initialize lazy loading on first call\n\t\t\tif 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Macy’s and Gap Inc. are among retailers that have announced aggressive plans to reopen stores in coming weeks, as has the "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fwww.nytimes.com\u002F2020\u002F04\u002F28\u002Fbusiness\u002Fcoronavirus-shopping-malls-simon.html"}],"text":"Simon Property Group"},{"__typename":"TextInline","formats":[],"text":", the nation’s biggest mall operator."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":true,"adsMobile":true,"adsMobileHoldout":false,"bad":false,"index":19},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fwww.placer.ai\u002Fcovid-19\u002F"}],"text":"Data from Placer.ai"},{"__typename":"TextInline","formats":[],"text":", a company that uses mobile phone data to analyze foot traffic, shows that activity has picked up, although it is not close to levels before the pandemic."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":20},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"“There are so many unknowns still, but we’re definitely seeing things trending back toward normal,” said Ethan Chernofsky, vice president for marketing for Placer.ai. “There’s a potential light at the end of the tunnel.”"}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":21},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Some companies are easing into the reopening. American Eagle Outfitters, the teen retailer that also owns the underwear chain Aerie, hired a medical director in mid-March to advise it on bringing employees back to its stores and Pittsburgh headquarters, and has reopened more than 200 locations this month. The company has viewed online purchasing and pickups at stores or outside malls as a good transition for consumers wary of the full-on mall experience, said Andrew McLean, the company’s chief commercial officer."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":true,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":22},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"“We’re finding that’s a great gateway into retailing for consumers who might want to get out and see the mall but aren’t necessarily there yet from a safety standpoint,” he said."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":true,"adsHybrid":false,"adsMobile":true,"adsMobileHoldout":false,"bad":false,"index":23},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"The retail collapse is both a result of the economic crisis and a major contributor to it. Plunging sales mean less tax revenue for cities and states, delayed rent payments for landlords, and lost business for manufacturers, trucking companies and thousands of other businesses. More than anything, it means lost jobs: The nation’s second-largest private-sector employer, after health care, the retail industry cut 2.1 million jobs in April."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":true,"index":24},{"__typename":"ImageBlock","media":{"__typename":"Image","altText":"","caption":{"__typename":"TextOnlyDocumentBlock","content":[{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Customers waiting for Barton Creek Square to open."}]}],"text":"Customers waiting for Barton Creek Square to open."},"credit":"Carter Johnston for The New York Times","crops":[{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":401,"name":"articleLarge","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2020\u002F05\u002F15\u002Fbusiness\u002F15virus-retail3\u002Fmerlin_172118046_86b16052-392a-4e8c-932a-1046ce9c74fc-articleLarge.jpg","width":600},{"__typename":"ImageRendition","height":434,"name":"popup","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2020\u002F05\u002F15\u002Fbusiness\u002F15virus-retail3\u002Fmerlin_172118046_86b16052-392a-4e8c-932a-1046ce9c74fc-popup.jpg","width":650},{"__typename":"ImageRendition","height":684,"name":"jumbo","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2020\u002F05\u002F15\u002Fbusiness\u002F15virus-retail3\u002Fmerlin_172118046_86b16052-392a-4e8c-932a-1046ce9c74fc-jumbo.jpg","width":1024},{"__typename":"ImageRendition","height":1367,"name":"superJumbo","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2020\u002F05\u002F15\u002Fbusiness\u002F15virus-retail3\u002Fmerlin_172118046_86b16052-392a-4e8c-932a-1046ce9c74fc-superJumbo.jpg","width":2048}]},{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":150,"name":"thumbLarge","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2020\u002F05\u002F15\u002Fbusiness\u002F15virus-retail3\u002F15virus-retail3-thumbLarge.jpg","width":150}]},{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":127,"name":"articleInline","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2020\u002F05\u002F15\u002Fbusiness\u002F15virus-retail3\u002Fmerlin_172118046_86b16052-392a-4e8c-932a-1046ce9c74fc-articleInline.jpg","width":190}]},{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":1202,"name":"mobileMasterAt3x","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2020\u002F05\u002F15\u002Fbusiness\u002F15virus-retail3\u002Fmerlin_172118046_86b16052-392a-4e8c-932a-1046ce9c74fc-mobileMasterAt3x.jpg","width":1800}]}],"id":"SW1hZ2U6bnl0Oi8vaW1hZ2UvMmIyZTIzOGYtNmE1ZS01YmMxLWE0M2ItZTNkMGYyY2YzYzA5","imageType":"photo","legacyHtmlCaption":"Customers waiting for Barton Creek Square to open.","timesTags":[],"uri":"nyt:\u002F\u002Fimage\u002F2b2e238f-6a5e-5bc1-a43b-e3d0f2cf3c09","url":"\u002Fimagepages\u002F2020\u002F05\u002F15\u002Fbusiness\u002F15virus-retail3.html"},"size":"MEDIUM"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":true,"index":25},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Angela Sherbanee was caught in the first wave of layoffs. She worked at Dylan’s Candy Bar inside the Mohegan Sun casino in Connecticut; the casino closed in mid-March, and the store along with it. She has been out of work for close to two months."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":26},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"“It’s very scary right now because I don’t know how the casino is going to open back up,” she said. "}],"textAlign":"LEFT"},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Ms. Sherbanee, 55, is technically on furlough. But she is skeptical she will be able to return to work soon, if at all. One of her daughters, a college student who worked part time at a Levi’s outlet inside a different casino, has been told that her own furlough will turn into a layoff at the end of the month. The only member of the family who is working is her younger daughter, a high school senior employed at a pizzeria, where business is booming amid the lockdown."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":true,"adsMobileHoldout":false,"bad":false,"index":27},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"“Who would’ve thought that the 18-year-old who’s working at the pizza place is an essential worker?” Ms. Sherbanee said."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":true,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":28},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"The drop in consumer spending might have been even steeper had it not been for the trillions of dollars in emergency funding approved by Congress. Credit and debit card "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Ftracker.opportunityinsights.org\u002F"}],"text":"transaction data"},{"__typename":"TextInline","formats":[],"text":" analyzed by economists at Harvard and Brown Universities shows a significant increase in spending in mid-April, when $1,200 stimulus checks began arriving in bank accounts."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":true,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":29},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"“That’s the stimulus doing what it’s intended to do, providing a little bit of a lift to households,” said Robert Rosener, senior U.S. economist at Morgan Stanley."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":30},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Expanded unemployment benefits have helped soften the blow for workers who have lost jobs — at least those who have been able to file for benefits. Researchers at the Brookings Institution estimated this week that unemployment insurance "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fwww.hamiltonproject.org\u002Fblog\u002Fincomes_have_crashed_how_much_has_unemployment_insurance_helped"}],"text":"replaced half of lost wages in April"},{"__typename":"TextInline","formats":[],"text":"."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":true,"adsMobileHoldout":false,"bad":false,"index":31},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"For Laura Campbell, a manager at Half Price Books in Renton, Wash., being laid off was an emotional blow but not, at least in the short term, a financial one. Because of the extra $600 per week being paid to unemployed workers right now, Mx. Campbell — who uses the gender-neutral title “Mx.” and plural pronouns — is making more than the $16.05 hourly wage at the bookstore."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":32},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"“I have been able to pay off two credit cards,” they said."}],"textAlign":"LEFT"},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Still, the experience has exacerbated Mx. Campbell’s longstanding concerns about the future of retail. Even before the pandemic, workers often asked one another how long the business could continue in the Amazon era. And while not expecting physical retail to disappear overnight, Mx. 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"},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","uri":"nyt:\u002F\u002Farticle\u002F20bcb118-67da-5243-8493-328e6a252240","url":"https:\u002F\u002Fwww.nytimes.com\u002F2024\u002F11\u002F18\u002Fbusiness\u002Fmedia\u002Fsubstack-politics-newsletters.html"}],"text":"But profits remain elusive"},{"__typename":"TextInline","formats":[],"text":"."}]}]},{"__typename":"ListItemBlock","content":[{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[{"__typename":"BoldFormat"}],"text":"The Cost of Late-in-Life Divorce:"},{"__typename":"TextInline","formats":[],"text":" As the number of couples who split after the age of 50 rises, more Americans are "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","uri":"nyt:\u002F\u002Farticle\u002F0fcbf936-b38e-52b6-93d9-c9f973f7abe1","url":"https:\u002F\u002Fwww.nytimes.com\u002F2024\u002F11\u002F17\u002Fbusiness\u002Fdivorce-retirement-savings.html"}],"text":"looking at a retirement that is drastically different"},{"__typename":"TextInline","formats":[],"text":" than they had expected."}]}]},{"__typename":"ListItemBlock","content":[{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[{"__typename":"BoldFormat"}],"text":"The Rise of Niche Streamers:"},{"__typename":"TextInline","formats":[],"text":" The streaming wars didn’t kill smaller streaming services like Hallmark+ and BritBox. 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