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Сравнение данных 2-х таблиц, Сравнение и перенос данных из 2-х таблиц
 
Добрый вечер, я работала с таблицей данных, после завершения работы выяснилось, что часть данных не сохранились, как можно перенести данные из исходной таблицы?
 
MIG13, ну вы бы показали что есть и что нужно получить хотя-бы на 10-20 строках...в файле примере..а так скорее всего ВПРом проверить чего нет отфильтровать и скопировать недостающие данные
Не бойтесь совершенства. Вам его не достичь.
 
По названию темы задача непонятна. Сравнили - и что? Предложите новое. Модераторы заменят
 
Вот исходная таблица:в ней более 100 столбцов и около 2000 строк,
Неизменный столбец - Название сделки!
Все остальные изменены в новой таблице, при корректировке, произошел сбой и телефоны и e-mail не перенеслись в новую таблицу!
Мне надо слить данные из исходной таблицы, в новую! не понимаю как это сделать, я новичок!
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SOAuD10BRzO+KH1w+F6DSOFXutisRS+kCjXpZtFvLXi/KTpadO3bY8EbXuqwMP2GMICEFgaAcTt0oijv30hAK3vC3n0uwkC0OsmqO2vTSl8IVHenwaK7dmJ85NPzCcbvm17JMrb0wsetscQFoDA0gggbpdGHP3tCwFofV/Io99NEIBeN0Ftf21K4QuJ8v40UGzPVpy//e0nG79teyTK29MLHrbHEBaAwNIIIG6XRhz97QsBaH1fyKPfTRCAXjdBbX9tSuELifL+NFBsz1acv/nNbzd+2/ZIlLenFzxsjyEsAIGlEUDcLo04+tsXAtD6vpBHv5sgsC69npsvffZ9895nv2G+48D4W/OVL/DzTRAqq00pfCUT5avTY3N0dBTeJ2fTwZN/zKsl8gvfN5fBxPrIDENbyYEV58cf/3bjt22fTJR/+I0mqG0gy/dnPvzblSCXdxg748FQDK5rUs2LPqwBgc0Q2F3cen8uP/zAzaHpeZNimzZPNAa9qWqvv/6++Yyaj9/78jk1wicQGEQgq9ZTWgza/MB85fWgKygEAqMIZNWr643mVbmnXWYOpb5pru+b+0dhKbZCfr42G2qcKF+dmuPjU3PV2vNJ84mZmisjUd6MiJJaWXH++uPfbPy27VOJcrTBaxPn9IavJET248uueDDthuQzX/Ab7i/9cD/jQ69AYI0I7Cpuaf7UNxrfm3Aj+jtfpo0cbaqMCfZYYhyuCZtrZAljyoHArrWOvUEOlmCDEMiv19TDQOpt6c91Jsq7yEXmMhMnytqCTZyPjs0pZc66XJ1vlCirJ418cuwW+Gahp8U7deeRLfamzx61IzvhyVp7t5LKgy0SHr+bSddo48HLFBhkr70ryhOSsCEJd0zfN3zcJvjW14/2w9ZrN0HUbzsO6svZV2VdP9047GTyq19/LN5/8Icnht5f/K//zfzn//JF87nf/7z5d//+P4h6tp1tP5QoBxxSiXKSu9RYmR6SbRQXFZ7ulodGK5EWOpBIM3xT3unTLw6f+fC8/aqP12jg1ZnRnHX6csXUdyI2Oi9wBATqQyB/3Hax5GKMz5shjigBprp03uAn5ke6rp9GEM7UXsUrFeMTCDAE8mvdG6f1p1tzqFPS5wb7IjKBz4NFIL9eZybK7Xyd2jvxXEfspcT8zfMEigWa0/V5/TTn52szTMYT5bOT5ivYO3yibIUTJa6eeDtZkmBo4nTnQWz+K7tRWY89epIWEu6QjLabAtp0qATzvc/SpiEWohc3CZWToAOoOQ9+GSPa8Y2PMzGlH25f1RfjoLKpYzQu0f3lP31s9PuLf/CHIkG+82/+bVTHtrHiTiXKfsyEZTNQPe4BLXhk2zHTDQF7cbSNb1njvxZHzYE9346HFkOncdJGrN9hfRIPNGmTHeKWzju7wp7h2rXMNOcsNmrkCj4DAUIge9zSRolu4Kp5U6x/YU1rYy+sBd+Qv2fTNsn55tPHKsU2K8AhEFAIZNd6a580LRPlsXXFNuZrS1xfuY/TA0Mgv1653iaASfMx5RThnObb1h7tcQf3t1rf+nyCP4VXyc/XZgMeSZSvzOnxkTme+ji58SH5RJk9Ne2eUHWbaO56lEy1heJ6Ky6aRP2kSpt0bo0WfZUkhk05CUuV2w0JE3BIlOkabVhsV+2GgxL60LvazITr7qDtl/zQdSf10wZUKuHh7fmx7Zuf07Hjp8PPivMff/nr5Ps//qffN//6+PfMv/rs7ybLbTvbPk6UCWvGux63BKndsHV+hUWQJhFV354KnSTKa7q0Ex4U5oMbkj59is2IR5Ts8BtZ4nc6bb+uXPlQEyfwFQiMIZA7bim2aL2jNYfOZTmfZ/mx2oC1MShitB2YtDc2WpQfMgK5tU5YJjVI+5XB/dfAvoiM4/NgEcivV5pX6RsO9pPvWRXUpGHaW+kbm031oT2sLOPzu+1Hn6u+KzzNz9dmIAwmymcnzR/0Yr9XntJFMlEOorAWYjI9+Wmh8TLaGIRkjyfgrA/exifmKhHm7XiSSCL+8vf9V0obm19xv+1q29PmImr/fnjyTRjRRB8l0K4Cn8ybCzpxmNJP66vHRGFK4yA/+cJCZX1jbNyx4vzFP/669/0vPv0ve8tsO9s+TpTbMTOeonE3ffdyx3FTifJwG9ewyn92wYPHik3kpAfOCyXCpButTypnbUjvTo8j+qW66diokio4DQQCAtnjluKpJx5lPHVrwZf42kUxS3Onthm87+ZgxCcDBYdJBLJrve2FNB32fPY6aZb2NewzaHVoX5QcAS4eEgL59ZrY17aAkoaTOUjYO3Xztf/L1TT/dnu0/v2tbqvP62c2P1+bYdKbKG+SJFsX5ibKJCaa6KKNPI2rnSTdxCkmw6YCKxu0FyUFJKxUIu2vCX9YP+RW3yf5ISZ6qqztjJ1TO/bp7VMw0Tj01+3sXy9VgUwYuEUmMcamhRXnz37xTxu/bfsoUW7HKJ5gqHETZv1aaMdCm73G1/E2DLTKDvPzQPjxm1J0TFpqQFK8ROdaU5oH3V7hTpwlY0PVxSkQqA2B/HFL83t7Q5bHF83n0cbLx3UXYxT7ao1gc6nHmfpi80FtBMDfxRDIr3XvenKN4LrvGaFvR9olLbNvsfW0w+XDQCC/XtX+egzG3vm60yjPOSgO0ntirW99PuZM+eX5+dpszIlE2X/deu6TZOp+s0SZJjZazP355YffCP8lAAlmWqKctheeREebirY+ibhJImmDwUUbks5oc0GjZ59kK/TVjK09ljabNtECQDh0wcMsN4dtQATbKkCo7/YJhOiPynrH6BPlf/jFr8ymbytumSiTf8RLOxo1brnIEQa8DV3rcBlvI5Gr6cziuCkHtl3Eg8KbsBCx1VwUerGVonbEA8UJnRMv+px6aj9Jg0G/Tf1wrOriFAhUhkD2uG3H7+OSbmx1n7RW+Wo01zblIqbimCR7vD3NBeKGZmX4w93lENiV1kmHXJvj+6+RfdFysKCnQhHIr9d2XhVz7cDgo70Pzde0d5L7r+H9rW6rzwf8qKQoP1+bDTxOlN0f7+r+D+Xw/ylP/M+U5ybK3eTnF/4vfdn+X7uUHNHi3m4KSIwkNvbVm25hl22EPWpHdijhpP6icilaD7G0779W0Ylc0ED2wtNbEnK3yel+s91eo6/X0VM7PkaXoJMN3qe6Rv2SrTbRcRhRWcAgHqMV59///Fcbv237LlEm3wbGbMfofJXYCu4csFTOx07XvP24jWCkqpPd8ECxxaAgTTRx8Bn3H9YPcMV5+kLzB4JYfbrr6S1LXqI4CX3avhI+MfdwCARqQiBv3MYjTycRVI/mWx1TFI987uy+kcPXIRnHZBefQCBGYFda79c46ZivUVbTpHuu79S1eAy4cjgI5NdrSo+NNmnvraGlfU/Yf8calQ8qpH25v9Vt9bnuvL7z/HxthkGcKG9mJ7SSiXK4jAOHQCvkECQcljYg+gKMV93xsRXn//7ZLzd+2/ZRopwcsx1IOePeMayzzeflYUr3U/XZctbL6ZS+UAcIrBOB5eN2nThiVOUjAK2XzxE87BCAXjssajgqhS8kyouqZWoisqhTUWdWnD/9h19u/LbtkShHsM6+kJeHKd1P1ScS5Sloos5hIrB83B4mzhj1/hGA1vfPATyYjgD0Oh2rEmqWwhcS5UXVMDURWdSpqDMrzm3fSJQjWGdf2JYD277jYUr3U/WJRHkKmqhzmAgsH7eHiTNGvX8EoPX9cwAPpiMAvU7HqoSapfCFRLkENazQh3kJ2goBKGRI4KEQIuAGEJiBAOJ2BlioWjUC0HrV9B2c89BrXZTn4OvWu3fvzNu3b82bN2/M69evzc3Njbm+vjavXr0yL1++NJeXl+bFixfm+fPn5uLiwjx79sycn5+bp0+fmidPnpjHjx+bR48emYcPH5oHDx64/x7KOoY3MIAGoAFoABqABqABaAAagAagAWgAGtiHBu7fv2+2ee/kifL5zd8bvA8bAxsM0MD+NQAe9s8B4gAczNUA4haamauZWutD69B6TdqFXuvSq+Vr29f2FpQH9q9e1yR6+Lob0WMy2Q2uc/UKHsrgYS5vqH/YvCFuD5v/Q4p/aB1ar0nv0GtderV8bfva3oLyAIlyXSLa1QSFyaQMHYCHMnjYVZzB7jr5Rdyuk1fEa8wrtB5jAp2Uiwn0Wi43qbixfG372t6C8gCJcl0iSgkrxzVMJmXoADyUwUOOmIKNw+EScXs4XB96XEPr0HpNMQC91qVXy9e2r+0tKA+QKNclol1NUJhMytABeCiDh13FGeyuk1/E7Tp5RbzGvELrMSbQSbmYQK/lcpOKG8vXtq/tLSgPkCjXJaKUsHJcw2RShg7AQxk85Igp2DgcLquI2//1XfOpz35o/tT98c5L898//7753DcPhyPEYx6uq9A6/kAt/vZQq4FD0euf3n3fvHf3x9Xzbvna9pW0cHV6bI6Ojtr3iTmb0UsyUXYLagP6Z9v3579rvlvZxPPdD/7E+f+pDy6rF84SC/xBTCZK13qTWIJmJA9+M2vjUPvqNPHND32MVhSfvRjTWNyc8yfmv/8vtqnr5a3DJ8xVhS4U6XHX4/8Sc1DNfci4bbWrdPteAXHqNlMVr+s1a2Qtvie1Xtn+cC1chHGI9fN9I/a9okyurbQu0frJ9xlrKLP4rFWvbi5nawoS5S7xTSTKZ+bk+NRctXXOTpqE+WR6qhwlyi6o4mASgVf0pPhj87lmI/CpD37s7pjX4zdLDPaA71onk7CQ3JAu2hsnQudUtn/NSB58IvWpzzc3fdiESGOyE+Pn7jbJcqKM6pTzOYCx4KKJA3dOT76oXYo3jw9f3MsZL8Uz+Z/SVg3+0zjwOaQtGbek4ZrXUfA9xPchl0Va38N+5ZDxj8du1xg217gbdO350Npq67G9g0+M23V3DWWtLg9Fr0iUBxPlrtAeuafLLHGWpfGZTJT9pm5s4+kIobvS9lM8xdFPSWjDyxZeF7ypJ9Z645iaALp2w356W0iUGe4DC9rqJxORfFlMtNa6a6OamazfxqboV8eGuvPb8CN5IB9VHFge3WLYxJa1zxY7GhfdIX4vfNWyG18XN9zuiG+uv6mxZ/vqe/t+OMZugRZjYH4J/PQYCJ++vui6tdf53mGixxzPVYNz3SxM4nETVx0f5C8++/VTJjYybr3ehnkd0p4tsxtdrlu2EW5v+sUxPmbzffHNlDjuysS2Ni2s3V+pdWhm73zTXiCsuXbe8PNFHONdWeS3s8PnGcZtxWWRXgfX7aE5tMXug/abfLS30vvBKCciHFPzut1z8D4V/gO+6sRYn0t+U777fsU6Fe0nyfflPi1f275GLDRPl5uvYB+f0vPl8e5EouxIiTeLEvC/N5YQ2ui6QGSJsiYrDtS/N6KNIEYSJ9s2RLPNtCxLkehtkZ96DDiXmEWTSZh0Zb1acYv1ktJH6poav14wRCIn9euwEuV2snq/26xqWw3mkofOHo85azfEUCJ++I0rV48mdHVzQGIy5Nvc2FOYCS0lMBYY2badL9JHW8bb++MuYVCLTOi3s9fpt23L5i6JlR8Dx92Vh/pzMeF+Ez5T/af6+Oz4KwsLEbcT1tHhdZJ00elZajOlZ78uR7Ef1kxvM2yKnI/NzaNQXhaepfIMv/QaBd2UoAk3n7h1Xq0zA2tr5HdUl3FbcZmYm+3egs15en8xPC/7ebe70W7xsdfUPB32CAw/txeheZ1yLDp/P+wJpT/zfNW+S35Tvqs1wfpoeWb4SBt6PLs5t3xt+0pbODvpfqM842vX1hmRKA8FQ9h0SnDF5jGx8ddCssBbQkMCK4jhtj2xYWEP/bfkjG5GvK3Qj26Pc/HUT04muwmAfQQd9SknID8+oUOnhwma0RoXMcP122IoypWmExqWPDB7kZ12cubxk7An44/ZY8mox2jcN8IyPM3eKIbSGLtJPjz1/ZPmK2Hvu8VjGm8ea1c33BTgGlZjs36PYmXbc7zYzYnUuJP2uA/pcQdMG5v9/nM7OOaYlY5h8o8AACAASURBVHIs4lbEaoIvp5Vuc+XHYDVK16Tu4vI+PVN76rPPZmu/mp9t0HjwWYLehdZTcyGuib3VUpyFNVQlOuG6W1+7tVX6NbQ+1V02qFe+bo/Oy33zLiW+zfzE92NRHMTzulvzeWI9tHZwXxvbjlfWVp9LfhO+q/2Nqz/o/zLzr+Vr29eoBf+Hvab/Qa/5iTJffNXm0RHJv+JIx3wBV2IRxPgyekKkk2S/kSSb9pMJtEeUSJSniXtwMomwnWZTBup+2zjtiAUkNfmnriX8jnROOpT6JR13OvWTVXed3TBqMZY8eHs+DthEx2NGH0cxwW1I/2R8Dfs2L/YSmAUNeR+G47Ib6zTeqL+undRe4rrFbRAra9O26+Yu5wtbmOZhMm/c0n8aHz5LxUXEbVJbjLto/qA1jbTGY5bacQ3z47Z8hs2woeJzR4hP6g+fpWpt334JrUM3e0mKpQbkfODXJZpLdBzLumTHzQlif9S1q71M67V33R6dQ1PY2Wsd1mFuTcZFPK/rPYX8qR7dPKf1QeY8ui99Ttz6z5TvsT/DiX6nCWk773XL17avcQtXp+b46NhM/fa1SJSjp0wJANTiKoh2QqOkIdHWikfXEfY4cf44bKj15kPbiYSp2kflPf4daD09mewyEPZiW+sndTdNfK23Xx9iQhJ2uX7b9qJcT1b6XH+tTdqjWLP9i7igBS4ZE3wi5/Z0fGhf2LkYQyKGZ8WM7jeBM++PH7t++BhUWzf+btHqdMbGQr6OYtXYtn0Ttk07wt/Z1X4l7XH/Joy7139uB8cdr+VgIefPhN5Id/ZzolbiG1mk7YT9qTb5U2Sl7xJxhU/laJy4kFovzz/y81A+3brE1in6JlTYI/C5R69bTZnbz4j2HadrKBN61ePn8yY/5piF4755N53IxvqL9y5iT2H74f7xY1um/BP70KZcn8v+E76n9sC2zx4tSHudRnJft3xt+4ot2MSYfd16qyfKDdiOOHaHxIJgr/mgGyN6fDMYkSmIUfa5UPgxiSJ6IsTJG/clN8E12xOTSYNvzWNJ+64mCqUn3yalGX+t++2ftUMb1gYnYUfp1+IoypUPiRtTkgdlz02U8q6iTOa0r208h4lP2Zvqm6jXTsg9sRfFd6Ql70NyEXd1PUZducKM+fKndxkPTVvXdxgr17Cy4fqZiVXTRixqzA+rHdd3DyZ92pruPx8LjtPxvV9cZNxOW0c7jWvfW22yecZpL2i7X89zbMq5Q/uA8xJ1VoJPWusl+HTQPqi1yCdU74ffvXbY+HmjmyPaeSbMKzzm11DmxyP0qrCS67Yfc4cPx8MeJ+Zda499y6zD2tZvMQzl/pzfABV7Crsv4f7x48QeQ++15LnuO+E72ST/aH+Z1IPGYnfnlq9tXwkLV+b0mP4PZfs5/WmydUY+UfaDd+SF3ws2G3MHXAs8v86PA7iJerx9qNcCbcUQrmkh+XMSrhe1v3vzqQ++2yQsqafXXhD86632mGxIIe+O7Nr6EZOJDdg1vmkicLrlSdaQZlo9t5OJ3LA2OInJTOs3XS60SZNUi7fkQduTvjiORPxY3tRYQmzZsrQ9HxutbR7TzLdpsTd0V1P51fbj+ha8JGJVlDPeHPbsbq4Yqx0vvX3ffIHyZcqn0D6BBcelrTcNE9UHH/dk/2kc+Ow4LQsLGbfet/Q6Sn4nNKb097lvcu3wta5Pz+M2xToYzR3kGz5L1VkJfqW0XoJfh+wDX4vEflesnWpt1esPrXF23V9DWXJPRTe1+/KIoTk0Pe9q7HU+0yXS3jbfhwwmyo3/3LbOeVyZ3qOF83Yc4Tztu9wvNmtMAWuCnV+2fW1vQXmQSpTTE44Fnm1Swya0WVRtMIZFHotsGr+yccHiVwY/VfPgFmW+oS8D0/nxiLluPma1cp3H77xxG2+owEcenoDj9jjm1fr2/oBTYDikgV3qNXpw0ia34oYkz5VwzB5gpHVr+dr2tb0F5QES5TRZQ4G3xrJdTiZrxGtXY6qZB7torGOBQKK8K32v1W7euEWivFadrGFcebWO/dcaNFHyGHapV/1Ul761t4590H5i0/K17Wt7C8qD6YnyfkArOQDX5NsuJ5M14bTrsYAHzDO71hjs59dY3rhFogyN5tdoLkzzar3ccebCC3b2y/Fu9ernav5zOiTJ2/Ft+dr2tb0F5QES5e1IXcskuNvJBBhP1Ql4gFamagX1ytEK4rYcLhAXu+UCWt8tvtBvXnyh17x47lqflq9tX7fevXtn3r59a968eWNev35tbm5uzPX1tXn16pV5+fKluby8NC9evDDPnz83FxcX5tmzZ+b8/Nw8ffrUPHnyxDx+/Ng8evTIPHz40Dx48MD9MS/rGN7AABqABqABaAAagAagAWgAGoAGoAFoYB8auH//vtnmvX2qrVJ1+0QZLyBggwGv/SMAHvbPATwAAnMRQNzORQz1a0UAWq+VucP0G3qti/ccfGXPZpAo1yWiXXmbQ5y78u2Q7IKHQ2IbY10LAojbtTCJcYwhAK2PIYTykhCAXktiY9yXHHwhUR7HGTU2QCCHODfoFk0UAuBBAYJTIFABAojbCkiCi1kQgNazwAgjCyEAvS4EdKZucvCFRDkTGTAjEcghTmkRZ5sgAB42QQ1tgMB+EUDc7hd/9L4cAtD6clijp+0RgF63x3BJCzn4QqK8JGMH1FcOcR4QXDsbKnjYGbQwDAR2hgDidmfQwnBhCEDrhRECdwYRgF4H4SmuMAdfSJSLo3UdDuUQ5zqQ2O8owMOC+L/+vvnMZ79hvuO6/FvzlS+8b770wwX7R1erQaCKuIXeV6O3fQ6kCq3vEyD0XRQCUq8brPM//IZ57wvfN5dFjcqY73z5ffPel88L82p7dyRfm9kbTJTPTo7M0dGROT69mmw9+ce83ILakPDZ9l2gSIYGePnhB53vzRiw+R1Cy5flEOd4L3uuoXTNdVGKZiQP5+ZLSr/R5GgncZXsfebDv+2AdmP+wHzldXfJH/kFI8Q4xbr9rCze9cjmnDs8aewHNO45GKHuOAIybtv6ar4pIa6g93EuUWMYgaTWh5ugdJ8IuD1Ct58X+wNRJvcJck9EN5T9QGops95KvdabKLu5m+1Ror3gPjWWsW/J12aG+xPlsxNzdHxiTo63TJRd4MQBI4JrM9+XaWU3J0xMPqBlkC/jSF295BBn2SP2SWfQMdd5QZrRPOjJcPjcLwJhjA0hun7HUVzXlrl4YfHT1ccREAACfQjouDV8fmkb2djisdlnC9eBQMkIRFov2dmD983ue9h+nt8413OUO6e9ctOO7QPkPqKWMk++1Gu9ibKWsuREl9Z7LvnabBw9ifKVOW0S5JMz/7n5E2WfTPAnbSk3HUH0FMZ+isf/XojdkyoKPGbJBWR3h6u7065FnAryrt2Yn65HPjEwF3AoEcghTmmxsDOxCFjftNaYv2OamazfxqboV8fG+9HGOeJBtNeJr45Xb7/bjOtyNsZ2/F1dX8YT5XgiVvYdTjwe4/G5eSAsuLqczw26TGET9WX99W26eYDPF7pM3wQYK+dY4RgIDCMg43Yo7siO1ruOBbu59Xb8Wso2u4Zft/FHbcdsym9X8Vgnr/AJBMYQkFofq43yvSLg1k2aH6wn3RoZx39Xpn2O63Y1Si+TeqV1n8+hfG5txiX2Gk3ZhyNfvdb7wZAT2b70PG654PP0UN9yvtb7MX3eMWKPWi6t7y5X6/rt9ktNNet72J9JC/s6k3xt5kUyUb46PTZHJ2eNxS0T5Sio0k5agmiD7YKEJcqavFQQiTaCKBKx71e2bYhnhMqytJ/uqko0BmoedFEOcZYMYKwXrzXSsfB9SDMuRtjkJupK/TqbotxPzmGi0raaBjEP0k8eX2Njisv5KKVdKhFthO9NDeGvH0uHn4xP7qe37fvjN9VcX2GTP4RNX18Sb+G7TqKd701SEeYQ2TYsjqGcEMEnEBhHQMSt0xrfnMbtdXyktPseexI0GCut+Sk25dzD4yH2EVeAQAoBofVUBVwrCgE3L7h1Vq35en1vb8CFOSKMQq+/oaA5KL9M6rXdh7C5Vc6bCqN2fN2+gY/dHtvxd/tBN0+HfIj6orWAzrsEWM77jS22/5Bl+iFJfC4987x0N1Ftqe9f8Gs1wPqUNvZzJvnazIc4Ub46NcdHJ8amyVsnylHgpJyUYAthiI00tZVCsletMMMGWxDFbXuiBalk0n5O2IyQMEJfvD2OBQI5xCkMFnaiJx3rntBh8NdrsFczWuMiZrh+W4OiXGk6oeE+Hvxi1z29lU9qyXnfv7+DOLYJTo9T4iT9FbEuxkX9d59y8WmuJ8YqFxnZl6jf2xfHW7UXi0Jb78t8UeBtU+XdWHAEBMYQEHHbq9fWip5D3GWrX9pwcW1Sz7xca72pM8sm9E6o4nM+AkLr85ujxR4QCPsHlRSF6+6pY/PTEP4HLd081u45QvLXOl9LWeOu1GtibrVjIVxS+xRerrnT9UXduC+xh7K2HI6USCvjyrbeU+lz2TqxRog9UVtb+Cst7OtM8rWZFypRpq9ck7EtnygPkUZdDN1BccSqzXwbgN0fE1LiEUT5Mtro6yTZiczZoz56BNb66oREARD8x0EKgRziTNkt5ZpMAK1XXms6IZ6kmUjnpEOpX9Jxd1fPT17ddXbDqAUq4qHti/zkk6OPB+o7HlNc3nbiPtLj1zi5c7dI+vohJkXccrv+mPvpriTnFm5zAJveviTewTc2Pnst+CLsdH2ny+Mx4QoQ6ENAxG1S66xlNH/QejaWKNOTiMQmaIZN6J1xgcPZCAitz26NBssiIOcKvyegeUZ7Iuvy0qG9ROllUq/duh/Gx/cFqbmbl4dGdGAx6/AMc6srjvvq9lNte9Wfx5LWA/vZ7e+kbbavIVfEZ4rL2J8D+er1mTlp/sq1/UvX0fv4tPki9vhL/tXrFLjKhhKNIN4t1h2xqqU/1XWEPU6kP6YEIbrzou2ozpyokCQrVPpP5WTSX6/aEjUhUaLMk6upmhETlrDL9dsiJcp1fOlzffdT/65WT44qRqLkX5dz9tJlLp553FCc0SeZEOOii92nwMhe1u1dVTt+WmQ0Fuy8ty+Otx5PW8afIls7YWxj5d1YcAQExhCQ8yfTbqphMhZ4Ra5ruj4UK02dqTZ744H6wScQGEZAan24Lkr3i0C0nkd7BOZf7zrb1HHzC63VrI09LLxM6jUxt/J9QWoe5eVq6H7s6cQ2tccU+ZK1xTHnx7ZM+aL3VPrcNuleqTVoZOxd470eSb42c0U9UdZGtnyi3JhzRIbNq7dvr/mENQZaEu/LQ3Kr3WvOI3KFCJV9Lhx+THbY3ZauK2+j2xB3JTjqRyCHOPutl1CiJg6hpyHNtGXhq0d8w9qMK2GHJ9+yXPnQ/v6F15c8+Po8nnT8uPhTyR+v7+M5dfPKj4vXtSxJe/ZKO377TY6Agb2ufWvOgx+JOCc7zIbsawibvr68bwG/BBf8d56Oi+AjjYst/rZ9KLdjxAsITENAxu20dVTHXtdTrM3hWLEtfZs5NmU8dL3jCAgMIaC1PlQXZXtGQKyJjS8u+aJvpnDf1Bpr6+m1mvbbtZS1w5N6VXsGW0es+wkc7N4n7AvauZmwsW3pmMPpjuO+3DzO63N++HHT3u31CHM6Z23lXlD5ldhbWpdEm1YL3dhsjf2/JF+b+bPzRNm65cjkX3F2ImmJ4Nf5sRZSVNa2D/VaAIRItbD8OS3+Xjj+7s1nPvx+8zQqkQA4sfE7PO0xE9hm0K+7VQ5xFo8QTQxOmypB4nqlY6eZVretfuSGtRmxmNy0ftPl/KvXepIVPDjbzM/GnJjoLODtmHyyKOPFFlNCG5JJf7H5N1U3lSh380Fkow/Pxnrkp+vXL0Jh/GIuaHEm7O0nj9lkXxpvPiZ+3A46MdfQ3OJqiPK2DT6AwAQERNy29dPrKBlL6D3EA+maxwtf6/z1KB7pZhSPIWUTeif88bkpAimtb2oL7XaPAN8327U3zAFiTWXXnUt6fuL7kFrKPLZSrzS3Mtz1ui9waeZde67mUb430fh2iWfc12Ci3LjEbekcR++p5HnLSdgz9a0Rak3RY2ew7OtQ8rWZFyOJ8nyj8qvXQ+0tETxYWF0hJHYdh9UgkEOc1Qy2YEeL5MFOpqmbUgXjCNeAwJII5I3beIO15FjQFxAYQiCv1od6QhkQ2B6BXeo1enDSuGsT2HAzYnv3D8bCP//M14195+ALifLByGbZgeYQ57Ier7O3EnmQdy7XiTtGBQS2QSBv3CJR3oYLtN0tAnm1vltfYR0I7FKv8d7Iz91IlOfrbiWJ8vyBo0U9COxyMqkHhf17Wh4PfV/h2T9W8AAIlIJA3rhFolwKr/AjRiCv1mP7uAIEciKwW736uTr8nIx/tT3nIFZsixJk+szB1x6fKK+YKQwty9cdAOP2COSYJLb3AhaAABCYgwDidg5aqFszAtB6zewdnu/Qa9mcU4JMnzn4uvXu3Tvz9u1b8+bNG/P69Wtzc3Njrq+vzatXr8zLly/N5eWlefHihXn+/Lm5uLgwz549M+fn5+bp06fmyZMn5vHjx+bRo0fm4cOH5sGDB8b+Rtk6hjcwgAagAWgAGoAGoAFoABqABqABaAAa2IcG7t+/b7Z544ly2TdHqvXOihKv/SMAHvbPATwAAnMRQNzORQz1a0UAWq+VucP0G3qti/ccfCFRrovzarzNIc5qBluwo+ChYHLgGhDoQQBx2wMMLq8OAWh9dZSuekDQa1305uALiXJdnFfjbQ5xVjPYgh0FDwWTA9eAQA8CiNseYHB5dQhA66ujdNUDgl7rojcHX0iU6+K8Gm9ziLOawRbsKHgomBy4BgR6EEDc9gCDy6tDAFpfHaWrHhD0Whe9OfhColwX59V4m0Oc1Qy2YEfBQ8HkwDUg0IMA4rYHGFxeHQLQ+uooXfWAoNe66M3BFxLlujivxtsc4qxmsAU7Ch4KJgeuAYEeBBC3PcDg8uoQgNZXR+mqBwS91kVvDr4SifKVOT0+MkdH7H1yNhkZ+99D4QUEcogTKG6PAHjYHkNYAAJLI4C4XRpx9LcvBKD1fSGPfjdBAHrdBLX9tcnBV2+iPCM3FgggURZwHOxJDnEeLHgZBw4eMoIJU0BgIQQQtwsBjW72jgC0vncK4MAMBKDXGWAVUDUHX0iUCyByjS7kEOcacVl6TOBhacTRHxDYHgHE7fYYwkIdCEDrdfAELz0C0GtdSsjBV2+i3H31+ticXk0HBk+Up2O15po5xLlmfJYaG3hYCmn0AwTyIYC4zYclLJWNALReNj/wTiIAvUo8Sj/LwVciUZbDvjo9bn6vfGKm/koZibLE71DPcojzULHLOW7wkBNN2AICyyCAuF0GZ/SyfwSg9f1zAA+mIwC9TseqhJo5+BpNlE2TIp80f9hr6m+WkSiXII39+5BDnPsfRf0egIf6OcQIDg8BxO3hcX6oI4bWD5X5OscNvdbFWw6+xhPlq1NzfDT969dIlOsS0a68zSHOXfl2SHbBwyGxjbGuBQHE7VqYxDjGEIDWxxBCeUkIQK8lsTHuSw6+okT57EQmxWcnzX8TdXxqpv5MGYnyOHGHUCOHOA8Bp12PETzsGmHYBwL5EUDc5scUFstEAFovkxd4lUYAek3jUurVHHxFibI5O5H/h/KMJNkChUS5VLks61cOcS7r8Tp7Aw/r5BWjWjcCiNt184vRdQhA6x0WOCofAei1fI64hzn4ihNl3sMGx0iUNwBthU1yiHOFsCw+JPCwOOToEAhsjQDidmsIYaASBKD1SoiCmw4B6LUuIeTgC4lyXZxX420OcVYz2IIdBQ8FkwPXgEAPAojbHmBweXUIQOuro3TVA4Je66I3B19IlOvivBpvc4izmsEW7Ch4KJgcuAYEehBA3PYAg8urQwBaXx2lqx4Q9FoXvTn4QqJcF+fVeJtDnNUMtmBHwUPB5MA1INCDAOK2BxhcXh0C0PrqKF31gKDXuujNwdetd+/embdv35o3b96Y169fm5ubG3N9fW1evXplXr58aS4vL82LFy/M8+fPzcXFhXn27Jk5Pz83T58+NU+ePDGPHz82jx49Mg8fPjQPHjxwf8zLOoY3MIAGoAFoABqABqABaAAagAagAWgAGqhRA3iiXNfNkWq8tcGA1/4RAA/75wAeAIG5CCBu5yKG+rUiAK3Xytxh+g291sV7Dr6QKNfFeTXe5hBnNYMt2FHwUDA5cA0I9CCAuO0BBpdXhwC0vjpKVz0g6LUuenPwhUS5Ls6r8TaHOKsZbMGOgoeCyYFrQKAHAcRtDzC4vDoEoPXVUbrqAUGvddGbgy8kynVxXo23OcRZzWALdhQ8FEwOXAMCPQggbnuAweXVIQCtr47SVQ8Ieq2L3hx8IVGui/NqvM0hzmoGW7Cj4KFgcuAaEOhBAHHbAwwurw4BaH11lK56QNBrXfTm4AuJcl2cV+NtDnFWM9iCHQUPBZMD14BADwKI2x5gcHl1CEDrq6N01QOCXuuiNwdfvYny1emxOTo6at/H5vRqGjhf/epXp1VErVUjkEOcqwZoocGBh4WARjdAICMCiNuMYMJU0QhA60XTA+cUAtCrAqTw0xx8JRNllyQfn5qJubGACYmygONgT3KI82DByzhw8JARTJgCAgshgLhdCGh0s3cEoPW9UwAHZiAAvc4Aq4CqOfhKJMpn5uRo+hNkjQMSZY3IYZ7nEOdhIpd31OAhL56wBgSWQABxuwTK6KMEBKD1EliAD1MRgF6nIlVGvRx8xYny1ak5bhLl42P62nXzeXI2ecRIlCdDteqKOcS5aoAWGhx4WAhodAMEMiKAuM0IJkwVjQC0XjQ9cE4hAL0qQAo/zcFXnCifnTS/S2ZPlF3ifGSm5spIlAtXzULu5RDnQq6uuhvwsGp6MbiVIoC4XSmxGFaEALQeQYILBSMAvRZMTsK1HHz1JMonpnuGfGVOm6fLxxP/mhcS5QRTB3gphzgPELbsQwYP2SGFQSCwcwQQtzuHGB0UggC0XggRcGMSAtDrJJiKqZSDrzhRbr963eXFSJSLYbwiR3KIs6LhFusqeCiWGjgGBHoRQNz2QoOClSEAra+M0JUPB3qti+AcfMWJcvO3rsUTZP1V7BGM8ER5BKADKc4hzgOBaqfDBA87hRfGgcBOEEDc7gRWGC0QAWi9QFLgUi8C0GsvNEUW5OArkSg3Y21/l0z/j/LU3ydblJAoF6mVxZ3KIc7FnV5hh+BhhaRiSKtHAHG7eooxwBYBaB1SqAkB6LUmtozJwVc6Ud4CByTKW4C3oqY5xLkiOPY2FPCwN+jRMRDYGAHE7cbQoWFlCEDrlRF24O5Cr3UJIAdfSJTr4rwab3OIs5rBFuwoeCiYHLgGBHoQQNz2AIPLq0MAWl8dpaseEPRaF705+EKiXBfn1XibQ5zVDLZgR8FDweTANSDQgwDitgcYXF4dAtD66ihd9YCg17rozcEXEuW6OK/G2xzirGawBTsKHgomB64BgR4EELc9wODy6hCA1ldH6aoHBL3WRW8Ovm69e/fOvH371rx588a8fv3a3NzcmOvra/Pq1Svz8uVLc3l5aV68eGGeP39uLi4uzLNnz8z5+bl5+vSpefLkiXn8+LF59OiRefjwoXnw4IH7Y17WMbyBATQADUAD0AA0AA1AA9AANAANQAPQQI0awBPlum6OwFsgMAsBOynhBQSAQF0IIG7r4gvebo4AtL45dmi5PALQ6/KYb9NjDr6QKG/DANoCgcIRyDFJFD5EuAcEVocA4nZ1lGJAPQhA6z3A4HKRCECvRdLS61QOvpAo98KLAiBQPwI5Jon6UcAIgEBdCCBu6+IL3m6OALS+OXZouTwC0OvymG/TYw6+kChvwwDaAoHCEcgxSRQ+RLgHBFaHAOJ2dZRiQD0IQOs9wOBykQhAr0XS0utUDr6QKPfCiwIgUD8COSaJ+lHACIBAXQggbuviC95ujgC0vjl2aLk8AtDr8phv02MOvopPlD+6e9vcunWrfd8x97ZBDG0PG4GP7prbt0hDH5m7t2+ZOysXVI5J4rBFg9EDgeURQNwujzl63A8C0Pp+cEevmyEAvW6G275a5eArTpTPTszR0VHifWLOJoz0q1/9alvrnrkTElxKdOmTkpUBgy6psfUn1B0wgyIgwBG4d4c02Hzevms+4oUrPM4xSawQFgwJCBSNAOK2aHrgXEYEoPWMYMLUzhGAXncOcdYOcvAVJ8oJF89OmsT5ZEqabNz/oxyZcEnvbXN3RlZiE5q1P+2LcMIFIJAZgRyTRGaXYA4IAIERBBC3IwCheDUIQOurofIgBgK91kVzDr7GE+WrU3N8dGxOr6aB0z1RZvX7EuXw1Ng/5esSY/s0ukms79mvytITwESife8O+1o2f0IYf63WfYU7PEHsKe8cMKbXNzYuezhaT/fVji3cNPDl6a+X2zI7bv50nuMwVu4cdF8x7rfPb0iQb9qnlgOHny+TUDVfjxfYDvk8zafO31vmdrjDovsmf61N+9J+828j6LaWOu63t7C2f3NMEmvDBOMBAqUjgLgtnSH4lwsBaD0XkrCzBALQ6xIo5+sjB1+jifKcp8l2aNMT5SbJCcmVSloo+dTl6mvYLtGhjM0mzaG+Sooie6q88VvYan4J3eub4M8majyRk+18VdmXTM582S0aA/kRxtmW25sGbWLt2k8uN8Z91Vjb78FJ+ua91+0pGQ0me7C9NeZzMNBiH8bkMQ3Fzj6Nf3sspV1+c0UQu5qTHJPEasDAQIBAJQggbishCm5ujQC0vjWEMLAgAtDrgmBn6CoHXyOJ8pk5aX6vPPFb125I0xNlhYBLiNongCI5ono2gaKEyV+zSVx42tibKLfJ1Z2BRLoxJxNl6rP95L7xIvdEmz+15IV0zJO7VBKo2/Nx8rZkb0b5KI7cvvKt7W44UZ6GbZOud9wlD27c0wAAIABJREFUsWTlri57yi3qD/gr6o1hlfKb2qzrM8cksS5EMBogUD4CiNvyOYKHeRCA1vPgCCvLIAC9LoNzrl5y8DWYKF+dHpuj41Mz8VvXblxzEmX/dJS+Wm0/xxJllkC1X7MNTwh7EuWQ6PWUExk6Ue71jRrYT2GTF/Bjn5TRV4mDv9Sexhya8GSQH1MFntCOlLvkkeNLx3TDYcC3truAH3XPcA9lAocRn2zdwTH78RFe9jPcDFFfrd4Uy7TfYYCrOsgxSawKEAwGCFSAAOK2ApLgYhYEoPUsMMLIQghArwsBnambHHwNJMrznybbcU1OlHXCJJ4I8mSwRcuVU4LXXBP1m/NUssafIqfK2X8NJBLlQd9af+yHrseKukOeOPrjkPjpMbhG/Okqb0sWZ5Qn7ZMd+8ntK9/aaiGpDM3aNjOw3eqJsnjCPOBvcqwJrHr9DgNc1UGOSWJVgGAwQKACBBC3FZAEF7MgAK1ngRFGFkIAel0I6Ezd5OCrN1F2T5OPpv2XUHw8mybKLiFjTxrdefgtrc1Jm6eh7BGiPk8lyvx3sqlyZk5+9VolwNq3brw+oQ+Jr/pts6/Hk7vmirDty/i4XMIext2Ws6+cb1Le+dd5Pu6brxHhHJ7qspsWdkxzfWbgyzF5TLtifp4XS6kJjc06znNMEutAAqMAAvUggLithyt4uh0C0Pp2+KH1sghAr8vivW1vOfjqSZT90+TjqX/qmo1kcqLctPEJqP868O27d5vfsfLf61KS2H5dWCdi4bztPJGsiQQxUc6/3huOW7vDvrEBuyeZ+ivNrFw8tbXX/bg633wiqPv3Figx5HVijO7c6yvv+gv27V8RD9iRfd9b7Ft8gyJVRyacZHPIJ17G/enxN2TNZLvP33G7He6NDaEJsrmuzxyTxLoQwWiAQPkIIG7L5wge5kEAWs+DI6wsgwD0ugzOuXrJwVdPory5i8lEeXNzy7YsLnHSiaGGY6xc11/ivESflhh3mX3kmCTKHBm8AgLrRQBxu15uMTKJALQu8cBZ2QhAr2Xzo73LwRcSZY4qEmWOxobHSJQ3BG4nzXJMEjtxDEaBABDoRQBx2wsNClaGALS+MkJXPhzotS6Cc/CFRLlozseSzrHyfQyuRJ/2gUMZfeaYJMoYCbwAAoeDAOL2cLg+9JFC64eugLrGD70eHl9IlOviHN4CgVkIYFKfBRcqA4EiEEDcFkEDnFgAAWh9AZDRRTYEoNdsUC5iKAdft969e2fevn1r3rx5Y16/fm1ubm7M9fW1efXqlXn58qW5vLw0L168MM+fPzcXFxfm2bNn5vz83Dx9+tQ8efLEPH782Dx69Mg8fPjQPHjwwP33UOIPR9k/HoU3MIAGoAFoABqABqABaAAagAagAWgAGlhIAzZZ3ua9kyfKf/zNTxu8DxsDe3MEGti/BsDD/jlAHICDuRpA3EIzczVTa32rdfNtvIFBHRqAXuvgieLJ8bXls+tmxHlf9q9e1zphw2+/Ofngax+abd/Y6G2/0duWA9sePGzPA+YFYDhHA4hb6GWOXmqum0vrtKnFZ11JSG18Qa916SsbX1umuUiU8fQ7urFhxflJI6xN37Y9ErTtN4vgYXsMa96Ewvc6+Ufc1skb4m0+b7m0XlvCBX/rSriIL+i1Lt6y8YVEef7kjgVxGDMnzk8+MZ9s+LbtkSgPYzxFg+Bhewyn4Iw6wDmnBhC30FNOPZVsK5fWKZHBZ12JTG18Qa916SsbX0iUsSjnXkitOH/72082ftv2SJS31yV42B7D3LEBe+BkTAOIW2hkTCNrKc+l9doSLvhbV8JFfEGvdfGWjS8kyliUcy+6Vpy/+c1vN37b9kiUt9cleNgew9yxAXvgZEwDiFtoZEwjaynPpXVKZPBZVyJTG1/r0uudNv271/4xvNvG/MJeovP6tZSNr50kymcn5ujoKLyPT68mdyP/mNcfmee25c+/br4Wfgv8efOjn9uLPzDfCtewsJa0cFpxfvzxbzd+2/bJRPnHP7DER6+fXnw++p10SXjsy5ed8fBNikFLBeJwX/yi33XO+7uLW4/X1y6u3RyanjcptnVct2uxjvfvfd38VM/IP/kjzMfYm0zSQC6tu4Tr+3e1Etn5R8Z8v/6Nf22J5dr8zapX95faKVllUrWHb5vrO/9L7tQ3JcbrTJRz5CKKndmnzcyjX2fm5OjYhNz46tQc83NdXZ0jUa5/82cnk19//JuN37Z9KlGONnht4pze8NWP47aJ0K54+ON2c/zTn/sN9/MfA+ttuUJ7aIg0sKu4pflTLbmTbkR/6yfUqkuggz2WGIdr4uY2uCVu8Sm1kEvrUVLxokmM7etFs/nfecKBBPxQMM6v1zZZ/UVzk2fvOl1nopwjF/GTyeb/xomyS4xPzFmwqRLncD19sFGirJ408sSpW+Cb/mjxHrsL3meP2pGd8GTt2vzoe80CQOVh40B359tyd5eZrtH4eZlcRIK9tipPSMKGhMw0n3zcfxx8owq6H+2HrddugtQ4qC9nX5V1/XT27WTyq19/LN5/8Icnht5f/K//zfzn//JF87nf/7z5d//+P4h6tp1tP5QoBxxSiXKSu9RYm+ESj8k2iosKnxDslodGK5EWOsxIM6Q++9np0z+d+unFH7XfDvG1Aq9T4oT6bjuQbTs/sDEFFrVpIH/cdvOfixM+b4Y4ogSY6tJ5ox8xP9L1nifMYd3p1oPa8Ie/y80ZubQeJRm9iTIlA+3CYfSTZl1u69ETNyTEEc57T+6W5SS/XmcmyvStiRdNO/c16VbHDxoc3pKmm097Ttw8aPTLX+HmEWmd9K3PmQ2yVdlnNr44fhscN0jGr7MT+7VrmyxfmdPjI7PTr17bhZ4SnrBI+8XcbtZpA00bd3febg5o4x6V9dgLiWtU3m4KaNPRJspk1xjaNMSbEJ/I0+aDL1D6a+fNeej300a04xsfkWR0dkV9V4fbV36JcVDZ1DF+2iW6v/ynj41+f/EP/lAkyHf+zb+N6tg2VtypRNmPgbDsNnDEo+MnYER+dxj88TcTm7sB/dS+YbI4ag7s+XY8tBg6jacw9hoWeov0STxQ8kx2iFs677gT9ojHwHVjLxzzGMJx7Ro+RP+zxy0lunQDV8UjrVN+rVSxF9aCH/ifQdHNVG2T3Uj0sUqxjRg8RA1PHXMurYekgDbyyUQ5kQi45IISBZsY8MQlUZ/s47NLxA4Ii/x65XqbkJhSokw3eMJ5k4e5BLi1Rzd3bHl4Wq31PHY+wZ/Cuc/GV5zmzrqSTJStBZ8sNwnz8WmTLk9/JZ8oJ5t3m2g+KUfJVLuAi+vt4k8Jlt8o0CZdLuypduFJZEjME0kkbTCc74ly2li0Gw5K6MNY1GYmXHft2s0MJQe6LvVNGyPbJupnIOHh7fmxtcPP6ZiPsaljxfmPv/x18v0f/9Pvm399/HvmX332d5Pltp1tHyfKagPHxkQ8SozoZgLnlRK0tHZse8G37aPi9054UFqjTbbkYESfUaL7aUN2+I0s06df5UPNHMH3umNsF/zljluKrRCjKn5kOZ9n+bGaO1sbIkbbuVLaA7+70MhabObS+qREmZIK/vtPetoWnsC1iYaroxOJ+hOHCKfCE53S/M2vV0pseZKjv+XAdEca7k1+m7ru5k+PDVGm9a3PWb+V6iQbX5yeDY4bJPXLftX6yJy0372+Oj1uni6z3yzr6uo8mShTQugWYr54+0XYJzfcUJcc8bKwURAJXtuO9cHb+FKV6PKu3LEq/8nX/VdKG5s/cr/tastpcxG1N+HJNy2AtNmIEmiHAU9yGwzUxofOE910/bQYeEwUphofnrBQWd8YG/+sOH/xj7/uff+LT//L3jLbzraPE+V2zIwnGmfgtem7lzuOGz0VcdfG2tS70dsFDx7fLr7CjRPOCyXCpButTypnbUjvjsuROKG66dioly+KfXweNofZ45biqSceZTx1a8FzvnZRzNLcqW22c6nVLs3BiM/D1vGUeSyX1qOEKvVEmZLi1MaIEmVKRNzTufUlDhFOlSZA+xpHfr0OPFEmDTu9tokv6XNOosy/ks1tfVvrW5+vI1HOkYukpow516JE2SXG4inyvK9fz02U5SJPizTbyNMCzjfrIklsFjNWNmiPksSwwadNhUqUHYL+mkgsWD9jiwj5wZPA0EbbGTsnDNint0840TjaJ600TrexUgkqlfWNsenDTiY/+8U/bfy27aNEuR2jeIKhxk2Y0QZNYO/Grp6KNNfG29S72cnPA+GXmiJISzKenGYVT+Er8CGOFA9RfckBcZaMDabxEC+4VvU3Iw6Nx/xxS/N7e0OWxxfN5yEWu7o2yrsYo9hXawQlziHGqD2bD0KZjOND4xXjjfnPpfUocaIkI/wes9mqUqLMr+lE0bWjp3HrSxwinPT4cT74lfL8eh1IlFNczE2UKQ7oRtABPlHOkYukdrxzrkWJcvOd6/b3ya0Z98e9uifMY8Y3S5RpUabF3J9/7eIH/o9sNQu12Fy3m4OwCWAbB18vbS9+eqY2BbTpaAZJtmWyRv71f/U3LKZkK2xgmrbtsbSZSEz03f9oo9L6HWzTONQmqH0CIfojv3rH6BPlf/jFr8ymbzsZyUSZ/CNe2gWX8WZxG+TOYRDjP94mXtwDRxGuZdW1OG7KgW0X8aDwJhxEbDWYCL1YjKJ2xAPFCZ1TXOhzhStpMOi3qR+OVd3COSIM8QneSAPZ47aNAR+X8QpMa5Xvn+bapp6IqTgmyR5vT3OBuKGJGMSNqh4N5NJ6lABSgiCSYvqaK/9NMn9q1ibGQ0/rUskLrg0mlxE3FeOVX69LJMp044f0T+f6RpA+57FR53E2vuJlc9aVOFFumoffJ7f/l/JO/5hXSAq9389/Yv+vXUqoaHFvx0QLP22028vug76WNmSP2pGdvt8oh/JE0qDsexcoQVCbRerPVbJjYpsY7js/7hlH1w/Z4H2qa9Qv2WoTHbf5obKBMVpx/v3Pf7Xx27bvEmXyjQ8ycex8lXxLLVhsqZyPna55m3EbxUnPgk+b3JI+d8MDxRbDhTTRxN1P3f9xnuCHLnGeft78gSBWn74J4DGUvPjmjLfQpy1J+FQRTyVpBr4wXe9JQ3njNh4PJbM8we14p/lWxxTFI4vBBh+yReFtP2Ucx/13faHs0LHIpfUoGUsmynazT8kCV6xNnFNJQupanQlDhE/Fyeo+x5Jfryk9Ntrkv6PnXM19oqz1/rbROv0hsEjz69N7Nr74dLHBcTJR3sBOaCKfKGMhlQtpu4lhSWpX3m5kKLnd0ybP+mPF+b9/9suN37Z9lCgnx2z1Uc64Oy7K0G1eHqaMaao+W856OZ3SF+qUpjf4k0eTy8dtHr/BP3Ccq4FcWt9n8oS+D+fmAfRaF9fZ+AoZ6mYHSJQXTUinJiL7XbCtOH/6D7/c+G3bI1HensO8PEzxZ6o+kSjP3VCi/hT9raPO8nG7DtwQI/XxmEvrSFbrSmBq5Qt6rUtn2fjaLD8OrZAoI1GOfn9lxbntG4ny9puebTmw7TsepviDRBmb9Sk6QZ0hnSwft+BjiA+U7U4fubRea+IFv+tLvLbVrN1TgfdlMNiWK9ve8RVS3s0OkCgvmijvbsEqbTMwL0E7HFyW5gk8QFtLaw79ba85xO32GEKHdWDoNrL8d5w4RiJWsAag12WS5Fw3Ixxfm+XHodWtd+/embdv35o3b96Y169fm5ubG3N9fW1evXplXr58aS4vL82LFy/M8+fPzcXFhXn27Jk5Pz83T58+NU+ePDGPHz82jx49Mg8fPjQPHjww9jfK1jG8gQE0AA1AA9AANAANQAPQADQADUAD0MA+NHD//n2zzXsnT5RDGo6Dg0XABgNe+0cAPOyfA3gABOYigLidixjq14qA03rBTxBzPdmCnbqeRPbxBb3WxWOOtTR7NmOfKOMFBHKIEyhujwB42B5DWAACSyOAuF0acfS3LwSc1pEo4+vWlWgAekWivPVciUR5awhXYQAbvTJoBA9l8AAvgMAcBBC3c9BC3ZoRQOJRV+LR96T1UK5Dr3XpNcdaiifKNa8wBfueQ5wFD68a18BDNVTBUSAQEEDcBihwsHIEnNYreZp4KMkgxtmfDEKv/diUqJscaykS5ZUvQvsaXg5x7sv3NfULHtbEJsZyKAggbg+FaYzTaR2JMr56XYkGoFckylvP2vjq9dYQrsIANnpl0AgeyuChGi8+umtu37pt7n5UjcerdLSKuHVauWPuOQY+Mndv3zJ3/EmSk4/u3ja3IawkNvMv3jN3VhKnSDzqSjxKfGq4pE/Qa116zbGWpp8on52Yo6Oj9n1sTq+mT+PJRNktqOzPot++a2rbh9lF3gKOhX6aFnKIc1pPe6yldK03iSVoRvLgN7P2mvbVoXjvjv9v3SqKz16MaSzNWG/pDWUvbx0+FiP3TgK1R821XafHncF/h83uEmXym/Dl8E4vo+Rs/zzsygOLT/RSur1VQJzeuzN1XU8ndsR5tK6uPH41t2kchuPZtolw04YrOHda/3Zdm+8lEzP0VZY2oNey+BiLj+RaOnNejFdjlySz5Nidn5iziYajRNkteHLjVdcEbxd4myDfc3fM17AwTaRyq2o5xLmVAztvTLpob/kInVPZ/jUjefAbr9u3m5s+iU223fTeudMky4myncM5u4MBjAUXjWF3TskVtUvx5vHhydtst3begPxPaSuD/7tMlK1tpi2fHLS8DJU1zyzvsHYuOSubpK1VIOOWNFzxOmpjkHHYBGX/urrq+NXSGMCheZww+JQ+wlTbruPcaR2JMr56XYkGoFckyubq9NgcHZ+a7iHymTk5YonzyNwrE2W/CIztacRd6SYpvSUa+MXCitO/acPLHHELK5U3n2FB1guN9YdtNtQdetEtM+8PvS0kyhEwyQtuMkmWrOSi0xzXotaaHedEzUzWb2NS9Ovtd7ERf+NB8kA+qjhwrtqv3DbjsfZD/HRj6PoYGjO3O+LbrNizfvS9YoxdAibGwPwS+FmbhIk+7uvPXrf22HxjcXPV9ZjpemdrcK6bhUk8bjmWrs9pR9p3Oz7uP8fJW4xwnuV/Y8PVZ/Mxd3SgLOqXt1vJsYxbr7cp61N/nFqcuW457vw6511rYqYeGBf9NzdiHcf8Wv9af1cTvwwcdxjjMB7PDBdtrqJzp/VKkqSxp1coryuJ2oQv6LUujuVautnE2PNEmT9BtonykTmZ+EhZJMpus8MX17STdhGlBNQtkmxHoBfYeBG1+63mCRm1ERt9ubmTbZtFhm2mZVnKz9RClqqHaxaBHOIsGclYLyl9pK6pUemEQGwEpX5dS1HuN7gk/VTiIXno7PGYs3ZDDCXiJ8QW1QsJVGcv2AgxNeTb3Niz1vteCYwFRrZd58swb96Wxcy/eTLB++/sdVfbtoGMFtOAla/JcQ+Yu6K5mCTG3Sb94/53XrdetU/3mqfsTI/Ov+C/7y8Mz9VrcFJ80zzuMA9lur/2POKJ1est89h3/bA2KzoUcTthHR1eJ0nXnZ4ltyk923tyDb+B8FbPgdMxPXAyUlql8kRZxH3n33ril8ZPnwkcRuNZcUCmKvt0WkeijCfKlWgAekWi7KbYsxP6fbL9PDbHxxsmytGCl5rB5WQvNo9s09a1tItmt+Db63zz6Z64JRfzbrHtbLGj0c1IaiFj7XEoEBAbPVGyjpN4w6Z06IY5QTNa4yJmZGw4k6JcaTqhYckDsxfZYU9sKH4S9lwCFOKP2WPJqGd43LeghGQ/oXTkII2x2+SzhPd2+4eGpvHmu3R1Q6LI3VBjs0XJMdh6fK7ieLWJB0tEeA9pe7xGetyihvu7CuM3KsWc6cZBPnN/E8f8a/pCT9yLvuMh/xNlzn57A6MPs76uKrwu4nYMW8EZDZZrj3OXKu/TM+kg1YbbbI+5HqiJ+0zYD+UJrpuy9cdvAKA9SOPAa6XmI7H34ZUrOkbiUVfisclT2DW1gV7r0qtYSzecF+MnypGhLZ4ojy3wri++oKvNo9sA0NMd/skXcL5gNwZtn7TRV3dk9f7KLzzc7tCmcnwhi6A74As5xFkyfHHCldJH6lpiVJHOSYe+vcVSvqncb0B5mX7SJnnw9nwcsM0rjxl9HCWK3Ib0T8bXsG/zYi+BWbjkfdDjDsXuoBvrNN6oddeOrvjPxPXkXMexsi1tu27ucr4w0OZhMm/c0n95JjARSRfvoxuLS2Ks31orYd6V9lNnzkZP/aEya8vjRDGQsl7/NRG3SW2xMUbzB80XpLWOu64V1zA/bmvMsJnUQ9dRc5SwH8q5xsJFddC1F1p1tYbad+2kwcT1JMYaN9uOMFV7laaDefErPWpaT/gbKLHfFvvhuU/3U96503olTxPXlPBhLJslfNDrZrjtS29iLd1w+htPlLf6Y17xxB75yTdbTaFbbGjz6BbrkQ2RriPs8YVOLUR6YdR2IkdV+6gcFzgCOcTJ7RV3rPXTbnRIut7faZoJG03bSNjl+m0REOU6vvS5/gq8tEexJjZb1j4lMMmYsH3QZpHb02PVvrBzMYZmXMl+2vGOfuh+Ew14f/zYVeVjUG2dXzRWXsbGQpeTY+BYNRU5ts0p4e9MaL+S9qgz+zlh3L3+czvNMfdLtOHYtMf8qSFvp/1XXfBTp3fSGC9wrjRJXk9ZqCp8DFdXdSDnz4Te+GgnakXOTVybCftTbfbpgfu3baLMtcWPXR9co6LTdl4pNX6VrxvGs5i7tclKzpF41JV47CvhKaVf6LUuvcq1dLNJcSRR9k+Tj2f8/1DiN8qNT/4uq1ys7DV/FzRe5MTmccLiIZIMiwHfvOnkhS+y/Ng1s3fhh5Jy72vtd28tREu8cohzCT8370NtLpWevN2UZvy17rd/fMPatBJ24viQ5cqHxIZU8qDsuc2w0r3tPyQq2tc2nlV52IAL3wd8E/XskJUPjJQovllZP8a8kveji1vlF/Pl3h05T7m+w1hjm2HcrmgmVk0bMdcxP6y5IUxcd4m5ccz/fiwZRiwJ9XM3zYnt+MJNEuck0wqz4RxsziPsWhvRddtgoMz6xMCWfrnOVvePjNtp62incQ1HzJ3DMPCgYsI1923m2HRzU7DJfRiyNVRmbSR01XzDJsiBxc2Y/juP+sfbzcsjc11jbE789sceeRXjMD4e3yZgQaYq+3RaxxNl/Ea5Eg1Ar0iUTfNnr81x+D+Uj8ycJNnOzzpRttf8xsZuhtu3W0z9JB+uURl9hgU3UY+3D/VsT83LLpzhml5I/Dkt/n4z6n26ffdu86SMNoXelP/XL6raT7LBa+K4Q8BNJt3pOo9Comk1xJOsIc20em53N3LD2sDENn5N5MT/PUiiXGhT7ZokD9qe9MWRJOLHXlFjCbFly9L2fGy0time7SfzbVrsWThkO9urfym/2n5c34KXxFcTRTnjzWHr5wOHqRgr9Ws/fd9sOG2h8im0T2DBcWnrTcNE9cHHPeJ/P5bdmISWgv+23I9BzHtaK324tuh4bTN8CQMLpPadl1ESTddErJHxdX3KuPVjS6+jNO6ExgJ/vuzOPa4dvtb16Xnc5qAeyLXmM9Ye96XTxFrjNx4/gTOAg46JwCdvy+YvulzZp9P6t+vafJfydBN+LK8b6HV5zLfReWotnTtFNiPO+0olyuke7CLcM8nbDVe0KKSt4GqZCOQQZ5kjq8urqnlwiRff0NeFfedtAXPdVCxdvZ55uRsQjnaMQN64pUR5x04Pmdc3VYbqFle2ZfxOjb2543aJdP3zo9M6EmU8Ua5EA9ArEuW5U3VUH4lyBMlBXsi70TtICLMMumYe7BM08cQqCyL7MLLlRjuDy5OxRKKcAe3tTeSN2wISZfctjFpvwGwXv5Njb6Zs+p9SzzS05+pIPOpKPLZ5ureGttBrXXrNsZbu8YnynmdndL9TBHKIc6cOHohx8HAgROcaJhLlXEhuZSdv3JaQKPufYK3jxtdW1GZqbL+yXeuNBwmB03olTxPXkOhhDNsletDrdvgtrb8caykSZTln4ywTAjnEmcmVgzYDHg6afgy+UgQQt5USB7dnI+C0jkQZX72uRAPQ6wEmyu/evTNv3741b968Ma9fvzY3Nzfm+vravHr1yrx8+dJcXl6aFy9emOfPn5uLiwvz7Nkzc35+bp4+fWqePHliHj9+bB49emQePnxoHjx44P6YlxUS3sAAGoAGoAFoABqABqABaAAagAagAWhgHxq4f/++2eaNJ8qz73+iwRQEbDDgtX8EwMP+OYAHQGAuAojbuYihfq0IOK1X8jRx6a+Nor/ynl5Cr+VxMhQnOdbS7NnM9D/mVeu0Dr+nIJBDnFP6QZ1hBMDDMD4oBQIlIoC4LZEV+LQLBJzWkSjjq9eVaAB6RaK89TyIRHlrCFdhABu9MmgED2XwAC+AwBwEELdz0ELdmhFA4lFX4jH09O4QyqDXuvSaYy3FE+WaV5iCfc8hzoKHV41r4KEaquAoEAgIIG4DFDhYOQJO65U8TTyERBBjHE4EoddhfErTT461FInyyhehfQ0vhzj35fua+gUPa2ITYzkUBBC3h8I0xum0jkQZX72uRAPQKxLlrWdtfPV6awhXYQAbvTJoBA9l8AAvgMAcBKqIW/d/bt8x99zAxv+v5o/u3jaH+f8or+f/PJ6j4al1kXjUlXiU9sRwaX+g17r0mmMtFU+Ur06PzdHRkTk+vZJz3NWpOW6u2zL7PjmTxfwsmSi7BZX9WfTbd81HvFHhx3aBt2DT+47fGRTu9X7dyyHO/Y5gQu9K11wXpWhG8uA3s/Ya9zWM9N4dr3Edn2qctn3/htf3IcqdXdpQ294SdYITazlIjNHheNvcrWnyWwsdG46D4ljoudWvjYPwTgbUQKcUa9yGO/ZxYu1GLx2HOk6jBru/cO8Ow2DQH50sJuJjxfPE4d4kGNeg0/q369p8L52cob9y9AG9lsPFlLj2BxkyAAAQgklEQVRIrqXj05Ko0a7GZ+bEJchn5vRYJ8pU1ibPZydNsnxsdC5NVqNE2S1+cnNY1aJhNydsA+A3TnzTTyPHJ0cghzi5vfKO7caPJYxc5wVpRvLQbk5vNzd+mKYJW7vpvXOnSZZ5WbuhF3lAu2GXyQNZOawNMI06/oxxcEmFADJuhSulIEDxfc/cvc3i3Lnnuc1NJdeHjNumUz6/tBBVtY5a//m8krpZ5sbI19Y4hkpRx2w/ovHPtrDaBk7rSJTx1etKNAC9HmyiTHPwVZwou8T4xHQPkX2dvqfKMlH2m42xDYW4K90kH7dEA79YWnH6N19IW7/dAkvlzWdYkPWGRt3VVnfoRbcEif50bWTir6vg3DiuVo1Dz6YuqaExzUzWb4Oo6FfHht7Qax4oHlQcWKKcj01sWfsqfpIJsfCDM+37EG2iuok60VO6jHE+aHsMQ12e8IsPPxzrMeq50JbbecRf93ObmleS85O3K3TWg296zlTjCYYm2E364wfsbyAq/Tm/5sznW/gw4JuPmdT6EMgaOPA+CT23egrQ9bbW40nEHbV1/nf8W+66l9ZOV9Id+b76OR/SGtegxYk0PmZTfjPFaSDMHZ1n9ojfBPAlCVx7dJzCPj3Otk/SHe0Zgk9jfIyPt+tXaX1wjnEINDdWO35bT/HRIOC0/u26Nt9TnmShzjo5hV7r4tXxteVMy1fjxlScKLuvYx+fNiX0iutQif0UibJb/GnR5bXksV1EaTF0iy3bgegFNrUYizZ2kexZGGXbZnMQ6tk8If2UTXranEWLeVQDFxoEcoizZCBjvSQ2fjSAIc2oDbLUl97YNQaFLbWB1rYiHjp7POasmyGGePwk7Nm6/mX7Tm38EjgIn23ruM7u4tz3xW++ubGGZGAIw7G2LRTJDznGPr3cYhim/KJ5sSG+na+8XTZFKk2M+NxwEWwKfsfsUv9+sHo8Tk/qmwp91yIuwjw8wYcm+Qn+B0wGfBNjbHyPtJgkj130PnV92qIWY0rEGIesYahHXGnMeF2tfzF/ujEMr6O6veyL/O3iNaU18pP8mmIztHE+8pvUZMV+9mMocI24idsN++T7dGMjx6zNHn0lMaJ21mv3kyvCfdt5wo+FmffO4l8kyrhJUNXTdCTKSJSjJ8pxomzM2Yn+enY324tEOVr4unrdkVxAxCKnNzmukV2wugXfXrKLZ1hwexdGtdB1DvijCZuR9IKvDeHcIiA2eiuERG6y/ACFDsOY481eKLIHWuMiZmRsuHaiXGk6oWHJA7MX2WljisdPwl7nu+o7FCTGK/qyFVUdjYGzlSnOk2PgttU4eH1+HMbH24aLiQM/Rou/e4fNOlVlXNAlm/jR3BZhRpUS7XjdOT6LuiN2qXv6TLZl/tNY7rJExbWRc7e7AUBjbnUhkgk+Nn5MfqQ+uW+6z6k2gl2PS1hfwvXuQCZU3XXSuR+P0hmv5rCST2dF3I75rMfobHMuEtwSP+738gnfZtls7eufbYQxJuzrOcDWjcapsB/1yXco5mFrM8Qex0H55GxTUkyOcwwH6o+2TfhFXeATiTISZSTK0MDONCDW0g3n290+UY4WvpSXfDGyeUPzZJd2Sm4BYl+Zo01n2FhZe3zxa04TCyNtVskseeE3ONy+Xiippv90d7PDoivLcCYRyCFOabGsszhRVpu61t1Jmol0Tjr0Nkm/3SeV+81bd53dMGr7lzzwWGEbPx4z/Nj5pRMb4kHGLV2leBSJRTQPKKyi8VNM8r65701v3M92DiAcRJxHfVtPua0BDEfbdqOOj+QY42SK+0CtezihYvfp29FYu89WExN85vNeh9WI3aZv3s73SzrsxhKSFOLHcdvWG+V5xAeyKfDwJ/2+OcfN7bB2WG2R3wlD0SXvk9BzVIfxJsrkeDqsRSWPq1pXLL7hleQ0lFpi1Ph0/HT8dK24z/y4rTHDppvj7OB6+UnY3zhRprHxzzrmiRAbHQk4ahBwWkeisLNEAV8Bz/sEFHrNi+eu9SnW0g1nXLYaWwuJr1Xv+jfKanF1Gx7aUfBNVt8AdR1hj28Q1IZHbz60HdXfpIRHtTnk0xziLBo/rR+RfHnPp2ombDRtM2GX67dFQ5TrDag+10/2pT2KNbGBs/bDpj2213qh/AxXmwMVZ7ZI+GwvqDojsWdb+GSAJTjCTz6uKbbtuGhzrcfIzpN+8bbOs55/lB96zAm9NEB1fkWYUTd8rO01XneWz2ysKX+4XX5suxX9KL8b/dy1fxjO/e8ArEy0ofHwz5GxaR+oqb6u+umPLzIw9Kl5TNR1/ZGeeDkfT58dzkHXVs6f6TqhthpvuB4OuB90kfGSeKIt+aU2/LO1yZ8iWx7C3MHrpvxP4KF51DEzOs6mT11H+MRxUP3rds79IYzYmEbbeizEPMvhOfBjJB51JR67TmxKtw+91qVXuZZuNtmOJ8rNn/GyfxE7/PGuKHGWHYuvXjdF/k6/3ETYa/4OPV+4vB3avLdnib84KvsTmyBb1LswtmX0NEEtys4OlYkuvI/pDYCoiBOGQA5xMnMFHrKNkvVO6GlIM20Z3QziyVGPnVA1Klc+JDa8kgcVb26Dp56wifhJx6/fjMZPr617TYs4ZgU2qTqJNs5W98/Gcd76E76lYj0Uf49gCEPNlW5raW/wEwSRz/GY/FxIyX5rOyTs2rb3q3uS2Zy7JMS3E10KfId9tj50bfnYR+yKPtpx03wpEgVvs3tqa89p/vd9dGMirOhzxIdW3137FpMh3wbja4g/6VPXp21D4/F1nAaSCaIaj/LTtpaaoD71DS6qJ/u1bb1f03CNfg8ffOY6IB/m25RrL9mxnylbiWsRPrqOPud9+OMoHq3NME7fPuhf9OfLeCw7bkJbjRE/H2vbYRD6jl0/2CtIPOpKPEpPZHftH/Ral17lHnizabZNlH0yTP9PMn2G/09Z/D/K/f81lHVBJ8r2mt8MsK9KucWnXVzEV+J0HdfabbztYMObtw8Lma3bvIYWRrVgu0W1tXv77t1mQ0ebWG8q2ON90zFWPAZSfJhDnLHVwq6ERNNqk21i3QaM6VVoRm6q5GasGV9i8yakligPcWH7EZX1htv33VWRvjh0Rfy0eEfjYWONKBmJa8KCPoMziXaZ4rwBtYltxoeYMxL9Bp/s4IbaWrpizD0k3i5PsMiWN+/L79zj9tX8k9QXtWPAC02M+azGG8Y6brd3vlSakZhou6p/y0vgQ9e18DeJDp+Xk5i0PLQc87l8OL6G+OO8dNpxfOp4CP4zTtyhHo8/7zTh++jOu/ap+TO9jlKbKbjyMXGt+etBCmSSbjIlY0ePpWmkdBDMuCIdJwl/eT/6ODiXaFfBPNGAw24YcWRw7LT+7bo237tOxmC/XD1Ar+Vyk4qb1Fo6d9ZtE+W5zfrrpxLldG274PVsuO1mqHfzkbaGq2UhkEOcZY2oTm+K5sFurMMGuEJ8XdLGE445Y/Ab/pqHP2e0Rdbdir8djqjxK2/cFqC1gSR6FMna5wk7QDsGfsNndNCHU8FpHYkyfqNciQag1zoS5X/+ma8b+86xliJRPpz1aNGR5hDnog6vtLOieah8A2yf8KWeBk6TUgHJyzRHV1trO/52Bws9Oc7XQwla2+KJauXzhOVRfssiH7NrsITEo47EI/W07hCvQa916HUlifIapniMoQ+BohO0PqdXeL1oHlawAd5cMiUkL5t7j5a7RSBv3JahtY1vTFQ/T2xxk2C3MivCOhKPOhKPQ0yKU2OGXsvWKyXI9JljLW1GnPc1/avXefuFtbIQyCHOskZUpzfgoU7e4PVhI4C4PWz+D2n0TuuVfO02lTjhWtmJU25+oNey+aYEmT5zrKW33r17Z96+fWvevHljXr9+bW5ubsz19bV59eqVefnypbm8vDQvXrwwz58/NxcXF+bZs2fm/PzcPH361Dx58sQ8fvzYPHr0yDx8+NA8ePDA/TEv6xjewAAagAagAWgAGoAGoAFoABqABqABaGAfGrh//77Z5o0nyod063bBsVpR4rV/BMDD/jmAB0BgLgKI27mIoX6tCEDrtTJ3mH5Dr3XxnoMvJMp1cV6NtznEWc1gC3YUPBRMDlwDAj0IIG57gMHl1SEAra+O0lUPCHqti94cfCFRrovzarzNIc5qBluwo+ChYHLgGhDoQQBx2wMMLq8OAWh9dZSuekDQa1305uALiXJdnFfjbQ5xVjPYgh0FDwWTA9eAQA8CiNseYHB5dQhA66ujdNUDgl7rojcHX0iU6+K8Gm9ziLOawRbsKHgomBy4BgR6EEDc9gCDy6tDAFpfHaWrHhD0Whe9OfhColwX59V4m0Oc1Qy2YEfBQ8HkwDUg0IMA4rYHGFxeHQLQ+uooXfWAoNe66M3Bl0iUr06PzdHRkTk+vYqQGCrjlfH/KHM0Dvc4hzgPF718IwcP+bCEJSCwFAKI26WQRj/7RgBa3zcD6H8OAtDrHLT2XzcHX22ifGZOXIJ8Zk6PdaI8VBaDgEQ5xuQQr+QQ5yHilnvM4CE3orAHBHaPAOJ29xijhzIQgNbL4AFeTEMAep2GUym1cvAlnigbc5VIlGm4Q2VUxxgkyh0Wh3yUQ5yHjF+usYOHXEjCDhBYDgHE7XJYo6f9IgCt7xd/9D4PAeh1Hl77rp2DLyTK+2Zxpf3nEOdKoVl0WOBhUbjRGRDIggDiNguMMFIBAtB6BSTBxYAA9BqgqOIgB19IlKuguj4nc4izvlGX5zF4KI8TeAQExhBA3I4hhPK1IACtr4XJwxgH9FoXzzn4QqJcF+fVeJtDnNUMtmBHwUPB5MA1INCDAOK2BxhcXh0C0PrqKF31gKDXuujNwRcS5bo4r8bbHOKsZrAFOwoeCiYHrgGBHgQQtz3A4PLqEIDWV0fpqgcEvdZFbw6+kCjXxXk13uYQZzWDLdhR8FAwOXANCPQggLjtAQaXV4cAtL46Slc9IOi1Lnpz8NUmyv6/gLL/hzJ/+/9PeagsBgx/9TrG5BCv5BDnIeKWe8zgITeisAcEdo8A4nb3GKOHMhCA1svgAV5MQwB6nYZTKbVy8KWeKG8/NCTK22O4Bgs5xLkGHPY9BvCwbwbQPxCYjwDidj5maFEnAtB6nbwdqtfQa13M5+ALiXJdnFfjbQ5xVjPYgh0FDwWTA9eAQA8CiNseYHB5dQhA66ujdNUDgl7rojcHX0iU6+K8Gm9ziLOawRbsKHgomBy4BgR6EEDc9gCDy6tDAFpfHaWrHhD0Whe9OfhColwX59V4m0Oc1Qy2YEfBQ8HkwDUg0IMA4rYHGFxeHQLQ+uooXfWAoNe66M3B1613796Zt2/fmjdv3pjXr1+bm5sbc319bV69emVevnxpLi8vzYsXL8zz58/NxcWFefbsmTk/PzdPnz41T548MY8fPzaPHj0yDx8+NA8ePDD2N8rWMbyBATQADUAD0AA0AA1AA9AANAANQAPQQI0awBPlum6OVOOtDQa89o8AeNg/B/AACMxFAHE7FzHUrxUBaL1W5g7Tb+i1Lt5z8IVEuS7Oq/E2hzirGWzBjoKHgsmBa0CgBwHEbQ8wuLw6BKD11VG66gFBr3XRm4MvJMp1cV6NtznEWc1gC3YUPBRMDlwDAj0IIG57gMHl1SEAra+O0lUPCHqti94cfP3/HCn2htEEucoAAAAASUVORK5CYII=[/img]
Изменено: MIG13 - 30.03.2020 23:01:09
 
Вам нужно обязательно ознакомиться с правилами форума: о названии темы, о файле-примере
 
Извините, не получается загрузить, что хотелось бы(((
 
MIG13, на форуме по Excel примерами являются соответствующие файлы. Не картинки, которые нужно не вставлять, а прикреплять.
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