Piniolo - женская обувь из натуральных материалов по СУПЕР ценам!!! РЯДЫ! СП-126 РАЗДАЧА! П-127 СТАРТ! ПРИНИМАЮ ЗАКАЗЫ! в Барнауле

Оксана Храмцова (Викторова): Оксан, вы как организаторы закупок попросите своего системного администратора , что бы сделал так, что можно  было фото туфлей или чего угодно копировать  со своего компа. Как я сейчас могу разместить эти туфли, если при копировании со своего компа- выходят крякозябры, а на сайте их уже нет? Даже если сфотаю на фотоаппарат- всё равно не размещается! Или пусть предложит какой то ещё вариант. Этот вопрос уже поднимался.  Покупала Слипоны 1840 белые с красно синей окантовкой  в дырочках( только так вот и объяснять теперь) Размер 39 -полный На 38- большие. обменяю или продам кому надо цена по акции 1050

А я забрала  такие вот тапочки. Брала 39 размер- на свой 38. Оказались настоящие 39  Мне, к сожалению большие. Может обменяемся с кем то на 38? Или могу эти в пристрой , если кому надо. Цена по акции 1050 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pufCPiGSMAt9l0UkKj/AMufxN/ZK+BHxCTUdd8LaTrvwF1ayiga/wBb8PPqPxM+CVxcXUyw208uk39yPiX4EtJpmaGWKGHxTa2aYuVCWo8wfD/xB/Zy+PvwRij8XJZjxV4EjnA0v4ofDPUp/E/gSRYhv8m51rQ9l7o946ZL6Z4p0zSL7epBhcLuP0eWZlm2VtVMmzSfsE+d4apL21GS0TSpzvHk5k06iSlZSUanfkzTJuEuLE4Z1ldGWKcVFYqnH6pjoO0bP21PlqTaT5lCo5072coSSP8AWU/Z6/bN/Zl/am05r34H/F/wl4zvreJZdS8MRX39l+NNFyiO6a14N1dbHxJphhL+VLJc6atv5qSIkzlDj6eyOvX6dPz6f5z0ya/x9Phj+19498ManbanfXU+oalYfYzpniWw1e/8N+L9FFgzfZr7TvE2imx1q2lVflLSSXIuAESVWX5n/o8/Y0/4ODP2mfh++l+H/FXi3QP2ivCcKW0L+GPixO3hr4kWyFoleHRPijap5Gsz+WT5LeK9M1qaTaizX0ck5li+7yzxOpRnHD59gZ4WpdReKwydSg22knKjd1IXutISrO7+FaI/Jc/8CsXH2mI4XzOnj6avJYDHuGHxcVo+WniY2w9Z66OccOtLXk9T+9CjHQ+nT8a/Jz9mT/gst+xn+0Rcab4Z1nxbc/Az4k3xjg/4Qn4vrbeHra5vmLqbbQvGqzS+D9aRpkaG1H9q2Wo3ZClNMBdA36t211b3kENzaXEN1b3EaTwXFvIk8E0Mqh45YpYiUkjkRgyOrbWUhgSCM/peAzTL80pe2wGLoYqn19lNOUX2nDScJWesZJNbNH4lm2R5vkeIeGzfLsVgKyvaOIpShGaWnNSqWdOrC+06U5wfSTRYooorvPKCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEPQ/Q/wAqKD0P0P8AKigAHQfQfypaQdB9B/KloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKWo3kOn2F9f3LiO3srO5u53JwFhtoXmkYn0VEZicjGPrX+bH+0d4quPE3iv4n+NryNGm8XeMvFGtzuzRkyPrOtX2rEsWDMqNJciIuxjI8jyQPnWv9DL9qDxOng39nL45eKHlEI0b4VePLuOYll8uYeGtSjgbK/NkTvGRtwc4Awea/zjvipMIdKdePNnmH2hi5kjdip3tBIzbjLIPnt49pFvMx4HBP534h1uTLqMNL2r1Gttoximu279LPV2P6G8BsI3ic3xltPaYLDRk1fVOpUmv/ACaD89E79Pkm43wRoIItQ89IFuLfTSkaBJTchTNBeyIxBkXM0kUYeURR7QjIm6vffghoOna34hste1WD7JoPgzQ9c8RalbaRYSy6xe3eoiHQtGMd5fJLpOjodZ1OJI9WBjuVFqqoC0rmvne5MMJeASyWzus0pOqvJOtq0aySrfK0K5X91I6WwEqq2yVcE8H6y/ZfN/deGvGVmrefH4t1/wAA+FjqMKMZLmO51i91OSwkiCrDNPxBfQWQRpCsUUjKHt8N/MOUqVXNJRdpXjOCur35pRUbbNdU2n9rayP6qzmo6WWTldq/LqmkrPl53rpe13tuur0P6vv2A/gLe/szfs1ReCrvx14n8V+IviIg+I0moandRz2vw/1bxRpGnXFj4e8E2uwpZ+H9HVI725ilMx1XWbnU7uUiKdEX7Lub6ysdCvtcv5ri9uNGtBc6o1raST32omJVSRrfT4AZLi6lYhhDbIZXd8IjrtWuQ0zT9T0C78M6dpNzZDw7ofhbT9Jmhuo5ZNU/tXTo7O2tZorkyNA+nrYW8iXdvNEZ3uZEdJBGjxtY0e28O6B4mvfB1tdRQeINQaTxlf6O93JNci216/Kf2zHHK8oisbu8R4YVt9tvFJEUSOIgiv7sybCQwGU5fhYRtHD4ahBrmdtYQc23rvJpWS0b93ez/gTOcS8dmuPxUmnLE4mtVVvisqm3KtFeN76/y3V9t+SFNQidjAs1tcwnz7W8gSWCe0uIz5ltd2twjJNE6uEmt542V13I6NwK/Az9vT/glU2rDXvi5+y3pKTarJfJ4m8YfBG51GWy0PWH00mdr7wVBDcWUQvvI+0xDw9NMkJD/wDEra3mVVP2H/wUR/4KA+Lv2L/FHhbw74L8CeH/ABfb319C2uS+JbjULFJLFI0uLpLG6sCHt5lidVtJHhuY5ZwzPEYYJM/oJ4O8Tw+OPA/hPx1a2F/pg8WeFvD/AIpi0q+jRdRsV17S7XVItPvVQrGl5aC6W2m2lVMiFhsTAHlZ3leR8SyxGR4+PPiaFCliOeEXGthvbJKnOnVs481rNxu1Z2kmro9rh3Os84Ulh85wE7YXE1pU5UZyUqOJVNrmp1ad0+jcJrlkpK8Wun8DOp+E9fhvtS0+WLVrLW4NS1ebWPBdtoF7ZS+GtPsHExS4vNaUXepjyT9luoGma8ZbebzAYgZzLoN68yMLma4igkit4LCBtGtQYxLOIxM3lO8Qa2t1lLSo6hFuoG+Yq+f7Dv2yv2BPhP8AtbaLf6tcadZ+Gfi8tpbwaR48i86NJo7VZVSy1uzgb7NexskrLHPcW8rxnDDBPmD+Wj9oH9mH4q/AXxpN4U+J/hvUdIns7Wz0jwhqukWsWi+EPE50+8NvNqjX0IiS7M1rNaNLeOwucoizRyW5W4f+ZeL/AA+zThmtUr01PFYGf8PFQi/ZNTatGvHX2NRWV2v3ctEnFux/V/BfiRlnFGHjSdT6tjoJe0wdWcZV4KMYXdCTSdele3RVY7yUl7x4z4g8C6D4h0jUbK4sJdb0F57i6vtHvwEk00JOttHd6Fd2itJpt3K7NJCqxlLiI7WSWJnr4j1f4eaz8EfG+nfEDQGvfEngm13pNq2nW+2/0e1vXUvbeINOWR2ieCJGt4bqOF7S6Q5SOKQiA/bmh60NIb+z5fsdnDbHVLWIwPFeWKXtnOtm7rNFNKl46Qm8ghutssK3ErvHKHTDdPdqt7DYzWzbQY9t7DLJE9/d/aY0eMTxS7Yrqy8ub7LhonZcOs0ZILD5vLczr5dJuhGU8NrHE4KXM+WTUbyw0pNuDX8tuR30Suj6LP8Ah3L89pqq7U8ZGKdDG00rTWnLGslbnjrp9pdNHr8pa9o/wG1nX9A+Nmmafq66n4l0yeDWdD8MI1t4U1rVooJg0OqWBeI6NfPH5M7yWAiCXMHmqm5sjzeBkkJgnVleX5rZpN0N3G6McZ+9FMrjAmR48SE7lCMRX0efg34Ui1LWNO0UHR7DxAsj6n4Zlu7hbXS9YQumn+KPDc8ah7Q2t4HN5pMZlgltJpo43x+5TzfwV8Nfid468VwfDLwb4L8SfEHxpf313pWm+FPD2lTalr2q3tgHuriOwSERJJNFb2zXu5ngSS2iEwKgjd9Li8w/tyng6uGlCvyJYaMadJLEqVoqNOqo+/OUdo82trpJp6fkGIybE5DXrUMXCdGLcqqqynJ4apF25p0pNqMFtKSVraXRz1nNdsTYi7SKSMBTbahLJbLtJJAAYMTCwzsIDwAsMdTW7ZgOm9D9nkDAPbOPMin9VjuY3V4pAM/OxdGGNgzyJPEXhDxV4L1/WvBvjbQtT8G+MPDFylnrXhjxfo95pet6Vc7Vkaz1G0u1iu7N5Y2SS3lWOS3lQh43ZGDn3j9l3xF8I/C3xY8Oa18bfh/4W+IngfTrqU6j4R8V/wBpx+HdcjliMLw31zpMiXMNzbb0udOnHnQC8jj+12txAXSuCnhZ1sXSwVapHCylVVGdTFtwhQ5nFN1FJPkUd3dXSd20ROrGnh516cJV1GHPGNG0pVuVXXI76tpK13aWnex5DaTSWW/7MNRtoHVo5Ynh/tC0gDLly73QnkiilX7rS5WNvuMAMD6b/Zr+Cs/7Q3jS38CW/wAS/BHws+2QXLQ+KPiXHqkvha41BFBtdGnn0SG5fTbu+5W1v9SjtdNSQBJLgPLEr737Xkn7KEfj7RL79kaLxf4f8Ma3odzd+L/BPiXUDr2j+FfEZv8AdBp/g7X2Y3t5o8ti7mTT70tJYSRRxwSiKQxp836HrOp6Fd/aNKv5LK4lw4OnXVzp5ljK/vIJrdbhBNtJJOXdHDZKHOKueFwuVZr9Xx/ssywtCrH26wWIfs8RCcIyvRrqK1s1dNJpxlFtO7IhXr4zA+1wrng69WF4SxVF3ozT2nRb10TS11Vmr9fc/jR8G/Gv7PXxG134W/E62sLXxVoVvY38WqeGdeg8QeHdX0PU0e40jW9GvrItaX+nanbqJI/NtoL21YPa3cME8ckde0/sl/tUa/8As1+K7vxL4dunil1O1Wx1iB7e1uNP17Sg4dtI8QeH9Sgm07UrUsFmi+1rHNb3AM1pPA7Fn+PdS1vWvEuptfa3fanqmqLDHBHJqFzO0q2sWTHDatKPIitowfLjEEYijZ9zjJZjPFcSyYYvGk0GVktrs+dNKp4229/by7BJGoDKAHidQI3CcMOaOPjl2avHZK54aNGo3hVXVOrUpU5fYqLkcJ+63Fu2qd3Y61hli8FHC5jyVvaQhDEezU4QnNOLcoWkpR96N1rdeaPfPjP4n8LfFz4meLPiHoXhDQfhrF4n1Aapc6L4Kb7DoC3jxL/aF/HpGWt9Jn1S4El9eW1hItktxNI1sq7mA8zSS40mXCSLqFq+THNE7ySINuQJVc7gFHIO8PwdxODjJtzawOWEcgiRgXju7kyOGPJ3OEDGJ2OVgaN41OzLYyK6llv9Nu30e/trvSL4pFMdM121v9KuooWWN4biTT72KC9WFkZCsscRhkRgQVDAnzMVVxGMxOIxdWKqSq1JVa06dNUoRqVHzNqMUoRUm3aKS2dlZa91KFOjTpUKfuqnGMIKUnKTjBRj9v3p6WTerfV99bSvEd9bMkkc09s4wRuuMjb/AHTIjkIWQjhXYYbBBAIr1HQvHN5pmqXms2N1qeia/f6ZFp39uaLfy6fIYoViSEarpkTjw94ngjt4VtBY+I9PvrR7JniVSxBXyix0/Sry/todUgubQSzxefdWNwqJNBHMHnthcCOcxR3cO+JbiJTNZGRLlIpTG6H7M/aT+EP7PvgTwh4L+JX7PvjvX9Rs/E9zDpviT4MeO7221jx14Qv2sRdHUdE8S6dbwWPirw6ksU0NzLfPa38by2pi87zJbe27cDlmPq4PGZhgsTRjDA8jxNCWIhGs4tK04UZSXtYxb1ababVk3e3PicbQoYrDYSvTq82JuqVWNKcqcXHlfLKpGL5JNbXa6ryPlXx58C/gl8YJ0n8VeDpPC/iO9s5dQ1b4jfA+y0jw4ftlvbNcXk/if4PazqUHhvV5FkAmjvPBmq+H77U2jeKLShctEG+HPHH7HPxi8FW9/wCLfhZqFh8c/AtqbiZ/EPwve9vfE2lWiLud/FfwzvYYvGfhKe3jUi6Y6XqOmQSRuU1KdF319vaR4q0qeRbeQvaOG+UzKVYkZypjnkRkkj5GQTgbdhIBWvS9PvbZNU0jX1LS6loME0Oj6la6jf6VqGmhvPaJrfUtCvdOv4/IubmS8hV2eA3WxpknTzI3ujnN2qWMownFr3pe9zNXhq3K7eilKTtNyfKly7nqUcTisNyujWlOMX/Dnq9LaJ3WyVkr8qTe5+Sngj9ojxl4fiOkajcRatpkQFrLouupJqUBj8wZBmIWayuI2wGVDEvBJVWdwf2h/Y7/AOCvPxo/Z8Gn23wY+NWu+HNDtEjGofCj4nXEnjb4TSyqbdZ7bTYb+U6l4bNwY5I47rQb3TIwpVfPcxLEPMvGHgP4b/Fz7JH8T/Bdh8Qtb1W5uBrHjnTG0f4X/ErSG3H7HqEPiuwjHhnxwnkBvt1v4u0RL2a4VEhvljlMsfxL44/YZ8WWst/rn7P3iQ/FnTLEyTnwZfWU3hj4y6DFG375L3wNdTCLxP8AZlYLJqngrUNes2Ro5mtbYOFr0MMnTqLF5TjK2GrRScPZVZ05J+6+Vcsk7JuKcLytqpQa91+nPHZdmuH+oZzgsNisPOylQxtCnWpvRK8ZTTjzbqDTjJaWasz+7X9l3/g4A+Cnjw6V4d/ac8F6h8ENevlRLfx14fkuvGnwo1Zdyo2om+sopNc8O2kjOg23drrFtbl8TartBev3f8BfEnwB8UvDlj4v+G/jLw3458MajGslnrnhfWbDW9NnDIH2fabCedEmVWXzLeUpPEx2yxowYD/Hp8JfGj4ofCXU59NS51DS5rGSbTdS8MeIIZ1skWZiZ7TVND1OEyW80oeTcEijaNWIITNfoV+zZ/wUN8W/B7xCnin4WfEDxv8AAPxS0llG03hPUby78E6oyuRcHxH4Vu2ks5bKaZgrfbLGW2EAwixBGB+9ynxGzPAqFHOsN9eppqLr0lGliYqy1la1Gq/JxoN95bn5nxD4K5BmfNiOG8dLKMRJcyweKcsTgJy00jO7xNBNu9+bEJfZgkrH+qFnnHfrS46n16/hX8pX7LH/AAcMazZRWmjftSeCNM8b6BFJa2b/ABk+DG2Vx5sasLvXvBcspQEp88jabPYFGV1WwJwK/oc/Z8/bC/Zw/aj0SHWvgj8WPC3jMvAk1zo0N8lj4n00sMtHqXhvUPs2r2kkZ+WRntPIzgpMysrH9RyniXJs6jF4LGU3Vd74aq1SxCatf91O0ppPTnhzQfRvQ/B+IeBeJuGZSeZ5bW+rJ+7jsMniMFJO1n7ammqd7q0aypz6OKeh9M0UA56c/SivePkAoopCQOTwKAFGe/PvRzx/L1r8dv2vP+C437C/7JHirUvhvfeMNX+MnxV0e5+x634D+Dlhb+J5PDd4FDtaeKPEs15ZeGNFuo15ms5NUnvrdh5dzawSELXgnwm/4OJ/2OviNrEOkeINB8c/Da4u7hLayj8UWtjKs7yyRRwA32l3N5p1rJdF3MSX11axDyWEtzHvjLc8sXhYVPZSr0o1OsHOKa8nro/JnuUeGs9r4f63SyvFyocvMp+zceaNr80YytJq2t0rH9AnPPH/ANekJwM1wPw4+J3gn4seHbbxT4F16z1zSblI2ZreRftFpJKm9YLy3BMttKVyyh8pKoLwSSxYc9/XQeLOE6cpQnGUJxdpRkmpJro09UwooooJCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEPQ/Q/yooPQ/Q/yooAB0H0H8qWkHQfQfypaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD4U/wCCmGuf2B+wz+0ReFtv2nwbb6MOSu7+3/EGjaIU3DDfOl+yYXk7sDNf5+HxdkC2y7pZ4GCNLK7ty5ackBoXwIPMEh8zaB5MXKnIJr+9T/grbcvb/sH/ABiVE3/aJ/BFuyhtp2nxx4fmyp/vAwgr6Ng9q/gs+NJMUKKqmKQRur+dIsiebLKju5Z5F/cvHh5WYlpQHUZ4A/KfEmX7mzvaOFm+1uadnrbsl95/UXgPSX9l4udvenm0lfyhh8PZdNnK6V/zPkuOCaCOVlh8uG6aVN8avdG9SDMdtFNAzERac/mSKk/yiURGVioYA/pr/wAE7vD1v4m+I/wX8E3drb2w1T9oPQNWubeXyzBd2thokN1bX9vIWANlAttLYxW4Ek8E3nNICcAfmVb27TukTedqV1PLcwSSadO0FrNGCW/0j5ooUjtY3WCCAlCzlUYBRX6+/wDBLHR5Lz4+/BC4kguJmg8ceM9R3yWmBYw6J4FuJLi3VozkW+m3j2hS+2JbNNe3KHc/ltX8/wDCEfrHEOFhySn7XF4Wn/dSniaSeysm1tq7rdn7zxpVVHh7Fz5lB0sJiKien2KEmt331tra6tqfp3+0r/wUs8WfBD9sDwx8GU+G2j3/AMN9Y17TdD1a8klvz4sc6xrkGgx6noVxaSSWl1djUblZI9JnsGWeINDJMkhEy/rdqtxBoh0PVBY3ep6hqurQ6BJJp1mLq50xYxNJHf6kSyzwaLCsbeZOnmpBNMqtEXk48s1n9n34O+NviX4d+KPiX4c+EtU+JHh2QzeHfFWq6eJdQ0+7JRku7ZZHFmb6KRFa0vZrV7i1nxLBLFLiQej23ie31fw74zXwTFbah4p0W51PQtOGtw39ppqeJtMCxXFhqJEAuo7QyShXvrVLlPlfyDMRx/cWDo4+njMfVrYiE8DXeHhgaEYcjw8Y0oqfPKy53KfvJa6RvfU/hfFVsFPD4KnQoThiaKqvGVm7qvJ1FyuKbdopXV9N0rO3MYHxI+Cfwt+Md3oWpfFH4e+EfG0+i31tqmjXPivRLbVm0++gkLQ3UL3KEM8UyCRY3ElvkYaJsMp7ttV0W21u58JRR3supabpOnapelLGaPTvsOpyXUNmbK/8sWFzMDZy+dZ283n2sSwebDBDPESkPhy78X3HhE6g1xBqfhmSe+to7HUby3tTdXtg9rfw38cRhh1OwjWW5NlFqELxQ3DRXvlxTKjJ4vpP7T3wJ1f4tah8GPD/AMQdG1H4k6TJcCfw+yXSS3txYxme9t7C9mgTT7+8tLVHlurK0uZLhYFd1Vlicr1TeGw8nXqexpSrOnRdWfJTdSTdqdJzes3dNU4Xdm2ktDjp/WK6VCHtasKKqVFSjzTjTh7vPUSScYrX3pWt53PWdPt9Y+xI2trp63r3Fym3TVuI7RoTcObMRpcs0pmFmYBeAsY/tAl8k+U0YHBfFT4R/D74x+GdU8EfEfwzpPijTJra6tE+22sNzdaHe3FuPLvtNnc+bZajaMYLu3KsAk0cZYY4PpUFrc2fibUPEV5q97PFr39nzWOhXU0EunaUNPheKX+xLfyxdRrqDbp7/wA6aeIyxxmAQom1s+a11yG/1FdMhsp4db1afUp7q/kuHuLJL1ka4jt7eL5bmUlCts0s8UcSlN4lSMBrq0aNelKjiIQq0pxcZ06kVKE42V04ta62VnuisPia+Fr08Rhq1ShWptThWpTdOcJpx+GSad0r9etj+YT9r7/gmj4++B0N14u8IT6n8SvgjpRk1G8e1v4NI8T+HtV1ZHhMt3pix3v9o2UV5FBkRW11JMZ0OcorD8rrOebTLbT5Ly+tZhcaVYy3f2I3VzP4fia8mtZ5by7S1TbfzBJYPs4UhJIo5N21tp/vgvNOMcZtb63SVJAFltry3hngZQwYJPBcI0UikANh0ZdwVgBhc/lD+1t/wTL8JfFi11vxf8ExbeCfH2uXur6v4kt5r65sfDPifz1h1GG2utO0uCFxcDULSOK1u4GE0EMqRyw6hbxeWn4bxl4UwqKeY8Oe5NKVSpgJa7Wknhm731dvYzet/dmtE/6F4G8YuV0st4lduZQpRzGK9yo0oqP1uKuoSdta8I62/eQerX8x8qRarYtGTPbom+SI3flXryCS6lNndy/O0rTXq+XGlss0cUCtbxuFwwFvwbrnij4WeM9G+Imh6g2h+M9KuUbS/F3h+4uwZxpV7G9lBrMaRHbNZz28UH9pW8kjRPm2LzwE246f4ifC/wAWfDTxDeaV4o0ifw5rsl/a3ujeCfsut3OpLpEjyf8AFUaVfzWUtt4h0l7y1uJPPW7jFtJ9mgktllR41wRaWIhnjvcy2NrbxpFERcIbgyy2620CSI+xpLpc3c7fuoRLcYlMbgivwpUcfleLdSnUxGAzHDSi5NxlTjKUGm1OlpZq2/KpQ3u0f0BVWVZ9gHSrwpY3BYmFklao0pJWnTmm1Z30cW4u2mzMv9tb9qv4x/tU+K/BeqfGPw94QtPEPgTQ77R7PxNoWhw2Ot+J9K1GeC6D+I9VsVSHWo7GWE/2YwhQ2H2i7VVV5pEr4/t3Ko17Ek8cKC3F01qFkiRVYIl3KjSB9qcQySxoxU7WkVRjH1Zq3htGje3/ALOub7Qof3627PK9zZXQaWCa60y8K+Zp7I5U72keKZUPmwSQsDXheteErnRppL2wu49U0iaffLe28KFrN2IzHqlnFhbW5zgGZR9iuSyuCm8IPQxGb1M1xM6mYVf+FGfJ7XnSj7XkjGKlSlyqNSNorZc0ftrW5+a5jwjUyKkngKTqZZF/u5QTlKhzS5uWpFtuKUpWvpFLqrFK1aPdGxuYdRgdSSqSTQSQghQFeTduZZQSC8ZLIVXKMrZGzb2yustsYGuLSV1aAssQltG3Hyis65l8xQdnnBkWRcLMhOag8MJYy6vpsGsqItLN/bQahfWdktwi2BkxLP8AZQxmhlWFssib2TDSqJl+UfsR+1/8BP2AdP8A2Yfh98cP2YfGeneEviP/AGj4a8P+IvhtD4xuvE+p+K7u/hEPiO81TQNX1GbUdBvdBlS41ibWtNtYtKv7PybP7JD5kTr34LJa2PwuYYuliMJS/s+l7apRrVo061enH4nh6evPKKUna8VfRXk7HyuIzGnhK+DoTo15PF1fZRnToylTpT0SVWX2Oe9le63eiVz8oNDtbvVr+y0uJrqW7uJhZW1rfXUdlKkrP5QiVp1VWDsMxgfI+AI9zNz+hXx8/wCCcXxo/Z9+FWjfHHUfEHw8+Jvwk1S20CW98S+DNUvobzQZvE729rpdnqOk6vBZ3d9byX1zHp8l9pTzGG63rd2NqF3D8+kjmSWCdxFdxea4adGdruC5Q5CyxuhIic4aG4Rwyy7eFODX0Lq37Qnxf8U/D6P4Tax8QfF0/wAP3urDUrrwk2ryHTL690qcTWN1fW9ysj3JtZwJ08y4Mf2iNJn3yRoRngXksMNjo5lhcVVxU6LeXV8NVgo0azXu+3pySUoczXM9XyppK7ub4iGYyr4WeCrUIUoVY/W6danJyqU5OKfs5Rb5ZrVJNdV6PyTRTZ6dfWE0MQZYZQY7G4V5Y5YlbJtC0wkSeKT7rQidJk2+ZFJC65r9Lvj5+3K3x8/Z58P/AAg8V/Dbwr4k8Z+Hp/Dn9kfFjVHGn+M9EsPDuI20pLuKwae9mv8AT1On3Buru3tbi2JmuUub2OOU/nVaxSXEb20c5ePc5KTr92dRubyCvlYnTG9URwJEBVHDYVr8McimN5Y7u1kiASURtHNp9zGwURmaE7biMqfnQqdxDlgYyCtcmDzjMMvw2OweGqqGHx9N0sTTnSp1edOKs05QcoSUXJKUbSje6baOqvl2FxdXDYivScq2Dqc1GpGdSm4u8XZ8slGUW1qpJxaW3eFYIQjXBN5bsMHet5LdQvHngNBGskTBHOFfCFTkMQORpw3txGqfvY5bVmXEouAxDZ+9tCliGPPMZRSNj4+9V63t7YTyfYZRb3OxZbi3+2uQzy9LoQ3BeS2aZG+dW/0aUHayrksX/YruO5kjayaFwySLGJI1juVbIPkSE/ZYXbJHlsIyhAKTFTivHd7yvzK9lq7Xs477a3130vbY71bRrXbVLbRayWutumm10+rp3un6bqBVNUt4rlZAWS706SW1mi3swRZHk3LFIpIkaSLEEgI+8AVqjbaBLZMZtB1Z12l8wz3aSs5Qf6l+VGVOcl/LGM8EHn9Vvg5/wT88N/Gz9mDxD8YPCPxevNM+LXhmDxPqGueBda0vSX8JQad4ejn1CHT7trdxrthfalptuzRa615cadHf5SazSKN2b83Ed7tIp7eC3uykMR8yJ7ZT5ZwSzybkaVYt3IK7mCjLFcivWzHJswyqjga+OpwVHMqCxOEnGpTqRnC0JS+CUnGUVJXTSavscODzHB4+riaWHc3VwdX2FeEoSpyjNddUubZtPbd32Oc03xrLYvt1u3ezSKaSEXSPHPbF4pBG2x42ktnXeSoKuQ+3AyuGr1Gz8R+HNUXRpL6O11e30e8TUdOttQlvLdLO7J3Sy2F3YXVpfaaZyF+0iwvbYTqqFiHRWHJTWFvfQrb3VoGjmbFziG0wUZt4EKncnYqzupKhmbDkqRz114bhgnC6VetaXPlmWK2Yt5Dxq+0sAqBI1JIDIocIzZGVYY8yP7qcZ0pyi10vo/hlZ3V3r0aafbU7tWkpJSXduze17a20tun376+t+JfDegfFmDTtH+I/h7w/8XZJ5rmxtNe1nU7XwH8SPCekTGD7AunfFi386fxHBaMbpJLbxvY6pbW1tHbrHdjMrj4i8efsPR3+pXT/AAI8cQaze2c22T4afEme38GfECzu8bvs+iaw858EeOlZG83T5NJ1Wyu763H2mLTdzYPvNt4g1bRpEj1Kzli2ybTLBOssIKtgMHichSRg+W2DgDcM8j0CHxRpuvaYdG1Z4dR0mW5iupdLvWlNubiFVWO5iMTo8NyseYBcRNBcJEzpHKFbFepQzWSSji6XMmrc+l0rKNnaz1surik37jKjWr0V+4qNq6tTqe9bb4XdNXXZ9V3ufk1c3XxS+C/ia60HxBZ+KvA/iCyYLd6RrCahol+4UGFJHthCkNzbTMWWG4kint5hMXikZXWU/WXw1/bG1LTdct/EV1ca34P8Ywi1S18a/Dm/bw5qenSQCMC5b7HLFaXrAxASQWBimkkUu0TyEZ+0NauNJ8UaFqejeIbLSPH/AIeST/iQ/C/x1YPqek6TYz72vLTwh49mv/8AhMvB08LLD/Y8dtdzW28H7azR/f8Ak/4jfsY+C7nU3sfhl4zHgXx01ra3o+GXxO1zSr7QLlb+FLm0j8J/F7RnTw7fu6SxWgsfEsGi39vfZt7rUWuI3Ud0aNKuo1cHVUZ8ycZKVuV8ztqrcrdm4v8Ad1Lq6XU9WhnicfY4ujbn0lCpFVKc0+W8Zcy5bWdmmnG1k2f0Kfsjf8F6v2jfhpFomgeONY0T9rHwOkUcLySf8SH4rabZwpG0jy3gRYtTlijbykXUYLiR5FzJcorLX9I/7LP/AAVk/Y5/amNtovh/x/H4B8fuVhufh98SRF4Y1tLz5RJb6fdXco0vWQj5UPp95IxIYGNSCF/y1tf0r4q/BDxMNM8U6D4w8D+JdM2yW4vIJrKW6hZQ0Vzpt/AzR6tpm0F47jT9SuYJVMckUzlcr6z4f/aZ1Ge5sofGtpY63Dp8M0dtrEofS/EKzjN1BLa63YhZRqSyyMlvBdpNFNKRGbyOQ5H3OVcX8Q5UqdKu3mVFOMXSxTk6ij7qSp4lXqp2V71lWWvRanxWfeHHBvESliKNH+xcZU5pfWMvUY0ZysnzVMJb2DTd7+z9k7K93fT/AF8rjVNNtNOuNWutQs7XSrS0mv7rUp7qCGwtrG3heee8nvJJFt4bWCBGnmuZJFhjhVpHdUUkfwvf8Fhv+C9viz42a54u/Zr/AGMfF+oeB/gPpd3e+G/G3xu0C7n07xh8Yrq2kEGo2PgXU7dluvDfwxZllszrdoU17xpCWntJdO0GdFv/AMVvGn/BTj9qq5+Euv8A7Pfhf9o/4r/8KF8QafJpHiPRNc1GOfUtZ07ULAWuoeErnWWW41qDw1cxyPZTWFhqETalGTHOBaTS20n5zTN9ruEQOLW3iR3XpJDaKkXz248qUrLLGpMHnW4ZoVkSOImcBR+kzzutjsNR9lRq4KVWCdZTcZTg3b93GUG11vfR2dmk9D87yTw7w2TZjXxGOxOHzVYepbBKEJRoNK161WFRXdRbQgueMXeV5Sty97H4jjBuPKm8pBIryNCrSXTzSl2LXVwZDMJrphvlTe1w7FmuJEZmx7h+zh4DPx0+N/w2+EP9vw+F3+IfiSLRJtamjF3La262d1qUostO86GO+1KWGymt9MtLi5X7VfvbwGUq+1vk95HVAd6xF2BitUBc4DEvGGyy7WkCOVk89gGV5pPMdo10rXVL+0urW9sri+0e+srqKex1CzuJbHULLUrSSG4jvbK7gaO7tbuxmjSZJo3WWK4G8TRIgFcdKFOM4ynHnipJ1Lv3pJNJpPrK687aW7n6BU9o6E4UJKnUcJRpysnGE3G0Zcr0fLJrTrpra5/ob/sefsq6B+xxrnhrxJ8Dfjf8d9Q0G1tbJNf8LeMvF2j+JfBXj/SJ4F+1G68NXGgQjQWnZN9jJ4f1Cyk0a+jKpnyp47j9/PBvjXQfHOkx6rolyHxhby0lKreadcFdzQXUG4lSefLkTdDMvzxOy5I/hZ/4J0f8FntLvNP8LfBj9pGTS9I1zTbGDSNI8f394thpPj29klkQSXN80P8AZ3hnxFdwLE2oR6tJDoGu6iGvrTUNPvHaB/6XPhl8WrC9vLfX/h94iEOoGCG6Fk/7q5mspgHVLvTpNyX2nyA5W4tmurJwVlgu1LI9ff4b6licPB4SaXLFLlcpXUlb3JRbbi15aPs7n89cR5VmMMXOWPhL27b5aypxUasVs3KCSlfo27x2fVH69UZ6e/SvDfhz8btD8YeTpWsiPQfExCoLSaQCx1J8Y36ZcyEAu7Aj7HMwnHAia4GXr3L/AD9amcJ03yyi0/Pr5p9T4+cJ03yzi4vz6+aezXoFFFFSQFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAh6H6H+VFB6H6H+VFAAOg+g/lS0g6D6D+VLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfnN/wAFX7CS+/YR+NRiQu1mng28IAyAsfjnw7E7MODsVZWZypDBAWDDGa/gl+M9tHLZshjR9ls4SKeX92zo4dY5ZSrBY4mAkOCdpWSMHhmr/Q+/bv8AB83jv9j39ofw3bRNLdT/AAx8RalaomS5ufD9t/wkEO3GCT5mlr0/I9K/z4/irbR3SWrouIpYBiPaREsbRPuDPg7nUq0g8sL5jEBuoNflXiTScqCai2p4aUb/AOGeqtbW91fX8z+nvAbEQ+o4ylf36GZ+0a8qtCgo312bpvXbRnxr5Epu0mjtEuDFcxJLLYv9nsriY71jimtcCO6kiklRw6gfOoLMXjGf33/4JN6N4tbxUda0JNB1/UdC8C6sTLdTNZWMdhrvibRNH1QpexR3DG6sNJtpY4h5DrNfQ/ZywEjPH+FN1oyyX9qjW8xYXH2hFiuUiniBEkzqgCELEGkI80HdkqAobO3+jL/gjxaWdxonxhl0/Zpeup4M8L6PaW0WwTaHHqWteKbtj9lZOZNPv47VJZAGS5eFUySWI/IvDTBRnxjgoTtb61R5b96dOVR3W904prfVbH694pYt0eEcbOKbbw8l1bftZ0qPqlaVn5H7YTaDav4i1P4gXGo3tkuleGF0u9NxqUtvoNro9jdi+e+uNOdxZJqhkWNX1LatwLaIW/mCItXM/Cb49/Cf4m6hrMHwz8b+GvHFz4bufsOv2Gk3nmXenPctNBCb62dIrmO3uHSZba9jVreWWNvLmMgxU174UvtW+Eev/DDVfEEuqX2teE7fw7f+J7yziiutRvre3jj/ALWvrK0IihkvJUNxd29uQh8w7OCFr8+/2Dv2B/Fv7LXxL+LPxG8W+MND1yTxjZr4f8M6R4chv4obHRTrqa7c6hrT3cUMcmoPLDaWdrbQJOsMCXE8lwskwhH9e42vjqVbLqeDwf1mnXxLp46q5xgsHRjTg41La88nJOG2lrO17n8bYWjhKtHHSxOKVF4elB4OmotvE1HL3ot7RSvfpvd7afqD4VstT8I297pOp67qPiK7uW1n7TqGqC0iv0g1a4uZ47H/AEOCGMRaZb3CWNgzxfaWt7aE3MssxeQ/mJ8Mf+CcNz4Q/avm/aBvvH0WvaBpeqaj4h8LeF7bRr211ldbv7CawSXXdUa4NobPTVuLiaOGwhLX0vkRzeRF5qyfpdqMvgzw7490vUNXu47bxd8VkjtbS2868RdetvBtjcXU62dsWOmx3enWMl3cXTxpFezRuGuGmSOJY9LR9R8Uv4l8e291pWl2XhaG8hsfCV7ZX8t9LrGhXGnwvqF3rNpJBC2lTxao8tpaxQ3F0Z7eFLsSQGRYzWPy3B5pHDQxlKVWGFxlDG0Y81SMViKSbjOXLJc0U3L3ZXi9NNrZYLMcVl/1h4WahLFYWWHrScE26U3GMowlJe63dJWalu9DE8XR+FtJsNH8b+LnijTwbd/2TompNBcz3GlXHiqWDS5EV7NXKRajLJDaytcxm3jLDLRfM9dJfza7L4i0OLw/p9ifDr6LPJrdwZrldXt9dtriCOxhtohE9nPp89t9omupzLDLbyfZ4o0mErskfhnQ9M8PaBe6V9t1PWv7M0++uNMi1fUZL2/1C4jknu44bjUrpXeWQNI9vavchmjUQxF2Cgk8M+I9am+HOt+II9An0DxbdeF7i507w1rb2zX2l6pLbOY9Nu3s5praa6t5dis1vM8DgDa5DV6KWsVp7zjFaabxs7+llra/vW6nE3ps5OL0u7Jqdr2jd7Su209FZuxJaaZZQ6trOpXNxfTXOv3Ud3dxT3s88CSwwR2qpZw3EjwWVsIo1aSK0WNJrjzJ3VpWLFIZZpNQ1JXsZrG1tb8w2k0jxut/AyRkXUaxgSQRtI0sflyqkuIgQpR1Y/h9+wn40/bC1v8Aa9+LWl/E6/8AH+pfDK2s/Ec3iaDxXDqEfh3RtfF1Z/8ACJweFGvrRYLa/uI5LhJLPSZkibTBPcXcRMcbV+7eof8ACQz63pcmnw2CeGv7LMWpi4hdL7+1vMgFm1lOGeJ7NoWmF0sqJcrO0LRSMocV5mW5lDM44qpToV6Cw+LrYR+2hyOq6Mop1aSe8JN2vo7rp178wwE8vqUKdStSqyrYWjiP3UuZU1Ugmqc2kkqkUrW7NNN3ufNnx3/Zt+GHx+0i9tPGfhqHW9XstLe18OX7Xk+m3+gan57XNprXh/V7RGv/AA/rdtK7pbalYkxOshi1C2v7eNYh/Mr+1t+w78QP2bLvxFfWSXfiH4Y+Hbuad/HtlouvX+rG/wBUtl1TSrTxpZJNJp2l6lHM09mvinTbaTwzq91LEZ7mxmt5bKH+vbVrzRNJ1iz8LyavaNr19o82v22lBilw9hBPHazXaBQN1tbXM8UbmN22yyRLIoG0NleIPDGj+K9MudK1qzS60uXZ5ttO5ZLtTHie3urdlaK4tbxZJ7a9tLqKe1vbKWWGeF43YV89xTwXlfE1CSrU40Maor2WLhC0m0lyxqR0dWOu7akk7xcb6/X8HeIObcKV6ajOeJy5v3sJVm/dTnHmdCTvySte6ScXb3o3Sa/hZ8MXF2L6303U7aTTtTjcXTaRflhb+Tq5lvxIwkKuBqEEZeyudwEqLFDC6J5TNq6t4LtNZZtU0mSHSb2W1mml1FUhe31kxqVNtc2UglmvLVVAJgk812QbHlCIcfsz+2L/AMEv59Cm1Dxx8AtB0pINe11JbvwLoWi6zdahpGj6es13JL4Pvv7Rhtoi2mrPbr4M1yWTTJJkc+HNTsp5oNMP4/zS3Hhq4fTdR03VdNS11q98PQ3Rs5dOjea0Esz2b2N0J5rCJTPNBPp14IZbdg6Pja23+aeIOFsbkNf6jm9C9G6+r4yF+Worq0qdSycZRs5N6SV4tpXV/wCt+GeL8q4owkcVl9eEpSSVfCVOXng2ouUJ023vsl7ylZuEpJM+XPEXgnytWb+xIV0zV7ZZJLnSmlmNjqULt5ck+kSShUhkNwGl/swvJGiZS2mXPlVgxy3b38Nvq1q8U3kZa5MCyS+Uj4+VXCOrwsMSQSAB8lkkVmcV9m+IdD0/xNbTwXYW5hXZK8FjPd77EIoVzNO2yC3hg2xueFODuXeGAbxHXfD1ta3EdrrNheXNpuMNj4lQO2pWjcrHaPsTN5bxoh/eXUS7UKFWKnB+Zlia2BcaWLk6+Hdo08ZSjecY6WWIUbt9nU05r3kk9THNuFKWLUsXlSjQr356mDfu06j0f7htPkbX2Or0TR5zAysksV2vmDGFltpJIyCoBVmKDzFdwd0TkMMqp3MpIO5bxm6eyZBDJLbpIFnjtxJc+UdvmozxqZJvmIHMZYHrkZK0T4b8Q2l7L5Qi1SxkIlsLlVjhkuIypBjuosunmDcVVVkR9uGdAcCtvw1JrHhLXdN1/wDsu9t20i+i1G3kKTPbxXdtNHPFKyCRy8TOuJYS7RTR7kYoW3V30o0qk4OVX91KcJOUZKT5HyXcYqXvNRd1fVvTS2v59WhicO5wnRnCrC6dOrFwvUilZPsua2trW13PU/Gnwt+I/wAOD4cm+JPgHxd4GXxdpsGr+Gr/AMR6PNpFr4n0oxxsl7plwytb3YWF4WaKRo763ikiluIIo2RnwdPS6W5KLexyxF08qa6tEuFWJgN0VzDA0Tsq5wzRqd21mGSSB+gP7YX/AAUS0/8Aas+E3w1+HEfwzj0XUPDOsWHiXxJ4tu9Tt7+2l1aw0mTSktPCsEcC3ml2eoieS41Br6RpWjjhskSQIZD+eEUsBW2uJFNtPG7W8dwokw4n/erbSKMRneokaGUhHJXqrcntzzCZbhMZCGUYyePwnsKNSNWrTUJqrKKlUpSjKMX7vdJWvazaucmWYnF4jDOWYYZYTEKdSMqcJqUZQUlGElLmeslspOWqvtY/aXxvqv7AmsfsEaXpx0fwppnxu8N+GrfT/D0fhvShafFJfHsuoh59Qk1KCEXWqeFrySR5tXuNTuJ9Pj07bC0cNykCD8jWt5pYlaO7kRoWiaMvCnlzwMxVxNE5aaGVHIUOgbaS25HBJqok8gmhjbE1tLD5nn+eEZHkOwwtuCyRsQC7t8yNxnaxyde2M0M08dyI9RsH+0JGgZxOLa4QbobpWZg0iNnybyD5HwHKqw3UZ3nE85lg3LB4PCywmEp4W+EpKn7blt+8qWfK59FZJK2lloqyvLo5asTFYrEYiNevOuvrE+d0pSafJDS6je7Td73b6s6Wy8ZeMtBsLjTbHXdZ0/TtZDWGpQWFxdWkd9bzI5Nrqv2V4ob+0mQsr29yWinhIBVgRXMLDJbyqBpUjWUkY2zwwW6QscgyRKqyLLCVyPLyFVgNqsMjE9i0ItzaxajJKIvNR5GdDlYm4WY4AY25wHDL8ykOcOxr6Ih/Zf8AjzefBu5+PWn/AA+vLn4XWQu7i91qDVbF9R/sayuPs9z4hsvDbTjU9Q8N29xkPewRMVSOe4hiFvG0tcNDA5hmUJQwtHF4pYKlKrKNKNSrHD0rrmlypyVOPV7Lyte/VVxOEwk4yr1KGGeJqKnGVSUIOtUdko62c5W6b6rqz5xFuxWSKSRpFZspMbZEBUSboXVZC0kU0eNryW8zLIoJkJxht+Gw1q5tLyMaZrWoWOmwrf6jc6bo97qiaVby7gl5qN5YW80drayJFIRNebYysUjFtsTGsqTyFP2krLC7QiG5fz5JLaeJxujmktnQ+W+fuyqyAgfMvy5P6i/sEftjfDX9mfw1478L+PPDOtajofi27s9bXUNCtbHWL9ru0tZbKbRtRsLqSDztJuomMlq32hra3kefzrWNJJHPRkuAwOYZhDC5nmMcswzhJ/Wp0+eCmleMJK8VFN7yb5Va3UyzLF4vCYWVfB4N4+tGpBKhGfJJwk480o6Su1v7ql+p+Wc9pa30COt4JIyu1YBFbzW8sTcrLEyqCdo6AGQcggKASeMvPA4E0uo6ddSwwtGiuI4JkhtZg5ZZblFZjIJQCP3aMQy5GEARvcvH+raF4t+IHjbxF4f0Gy8PeGvEXi3xHrGj+HYEitY9L0XVNSuLqx0r/QRDbo1rA6xsluoigkVRbyeWFU8fbQRRzGCHMssQEfkKZTIEYZAd5W8mdcBSJSUcnBbn5686tGNKtWpQqRrQjVlSjUUbKrFTtGaTW0klJJa27HVTlKrTpznTdOcoRlKDesG4q8G01rF3Tto7bHl5udZ0MgasiGPP7q7tgZI2iJKrIRJEGhD8MI5MMDjATpXS2fjCd9O1LTN1vqWiatAlrqthOA4ubaORbgJNG2CBHOizIEc/vFVxllBrpbzTYtQ3QvJJazjO5DBHcZdGPL+e0TorqpG/DNtwVJAJPDat4XsrYG5QLZsm3NzaR3Gxt74USBUaMIWIGWOBkAshANXTXLLnhN057e7eKX83nrqluntYGtbNKa00lvpbvo1ez9ex066jZalplx4cjn0648IJokdqnw18ZaY3jLwnqmoxCKMXMNzrN5Lqfhi41E7p7u/0a6t/st1HA1pBEjSKv5ufHnQ/hl4d8Z2Ol+BvCN74M1saULzxXo9z4oh8T+H/AA+l2iSW6aPqA8zUbG4MXmy3Wlate30ulSeVCsgbdt+iPjH8Qbn4aaErIgutf1Yta6DDGzCUyllSS/kgTJ8qyLq+453TSRp86lq/O29vlkvbtLm5a9vZ3ml1/UC88hu7yY+a9g7mQSLbjeZ7iVwUQIR1lZR+l8JYDE4mMsZikpUY6YaPLpNpq9WzXLFQVlHkUU5XbvY8zEV3TbhSlKN2+eKfu2drRtvdvdtt8uumxppdW2pzJGs5tdMs/s4jDkQ3N1ulXbeRko/m3c5Ie1L+WVhgkumdXKq1u3VmvHtU/ersS6tIbQM9xewRl54fssf7xwXjL3EYA85Lfde3Clnir239k79n7xJ+1p8b/AnwJ8HJe2+oeL9UjXWfEYsXvbXwj4UsJVn8WeLtYgeW2gstI0vTZxI11PdwwQzLp2mrs+1XDD+7X9h3/gm98A/2P/BXh6x+H3wt8LeNviBqVpMPiH8bPil/ZXiHxfq91E0jWbeHYLXTm0zTdGO9BbWmitpkK27I80uoygEfquXZXWxkpcjdOlGXLKcldc3u6JW5m+7ul5nyOc8R4TJ4xVVSq156qjCXI1HbmnN6RWjsknNuzUXdn+fc05SW0g1BF0cTMFtZdQS4spQdu8rHb3KrPJCwQmMPCyKu+4YrK4AWSY5c7SY8+U3mbmd0DFoVjBLP+8Vg6IUI2Bpbi4TKg/6c3in4PeHvHFuNG+Ifwi+BvxG8P3sN7Z63b6z4N0w3/wBjm3xWcFrJrdhq9nIgiZhdtNLatJ8v2bySWYfyr/8ABWn/AIJGfDv4Q/Dbxp+1f+x3b6tpngTwBq8ln8cvgrcR6he23gC0nuYoL7xn4CvNQEuq2/h/Rbme3PijRWudV0630qVtT0K/gsbK7sl6sZkOIw0HVp1VWjC7lFQcZJaOUo3lLmtq21K6WttjgynjTB5hWVCrSnhalZpU5TnGpTctLRlNKEoSfuqN4JSbXvJ2P5wGvd6oAf3RMinDAs0iF43kWOYmPdJhEDmMicKFtSxJavs/4Cft7ftK/AJ9AsvC3xB1XWvBnhuVEsfA/jh7/X/DgtwUd7TTJ0uoPEHh+Pd5f2WHRNXtY7TcrvbA5SvhiW9kKwRrMHgR/NRJWjAiM6w+YY2RSS8gCLcNGDFagRRwqsrZOjBd3DMsVo7BUR1eeRGjJkMZBC2/OE3jeYy6ysSJZSCDGfIp1alGSnTnOnJaaO2qtJJpb310abfY+uq4fDYumoYijTrQaXuzp83zjfWN1Z3jrpv3/th/4J4/8Fa/Cn7Tt9L8OPH0N74N8f6faLqDWOtXUerw3lukixXeraBr0MMUt9odtM8CXlvqUUOtaDHNFeT3N/arPMv9IPw9+O2v+HYLS114SeJfDcsUL2twZ0k1eztnVSnk3W9odQt1Rv3cc8hLqIzBdiIqp/ygvDvivxB4T1Sw8R+HNa1HQfEeiXkd7o2qaRdSQarYXkB2rfQTjy9wVRtkDqLa6jke3kt7mNpVP9Uv7BH/AAXE8C3tl4Y+Ff7SAh8EeIzHp2i6dr11Mw8D63e3EotlltPEDlovBks7ywGLQvE0raW11JINO1WztwIE+ryzN6WJgqGNcVNWjGq18V7bP7Mr6db9NND8r4p4OdK+KwFF1MPLWdGCvOlotY2u7W62232P7n/DPi7w94vsVv8AQNShvYsL5sQPl3dq5APl3dq+J4JByMOgVsEozLhj0lfkD8OPitoPiKO08S+APFtuk7KjRSafqUDTbXLFQjQzTW1/by7HX9xJe2khR1YnGK+z/BH7Ris8WmeOLCWMoimTxLp1viwiQk4l1O1JBtwACZZrTzYkGC1vCuSPVnh7LmpSVSL6ac34aP8AB+XU/Lq2Bq03Lli3Zv3WvfSXyV+u34n1fRWPomv6L4k0+31fw/q2na1pd0CbbUNKvLe/s5wvDBbi2eSIuh4dA+5GyrqrDFbFc2vVWf8AXocTTTaaaa3TTTXqgooooEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAIeh+h/lRQeh+h/lRQADoPoP5UtIOg+g/lS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGXrGmWOtaTqWjajAlzp2q2F3pt/ayDMc9nfW8ttcwSA4yksEsiMO4bFf51P7UHw/g+HXxN+IvgK11Cw1qy8G+OfFvhW01jSrpbq21Oz0nWbmytLiGWLdAxMCW+9rclEnE0PzBAa/sV/4LS/tg6z+xJ/wTp+P3xh8HaoNJ+Jeo6NZ/Dn4YXybftFh4z8fXcWgwazaqTkXPh3SrjVfEFrIARHd6dbFsA5r+JrQfiL4e+M/w88N+PNIulnutX0PTL3V4DPFLd22sywRjVbeeQ/em/tDzmzhWdyrNyz5+E49w7q5dh3b7dWKn12heKWqV9720SdrH714G1Z0cfm373lp1IYX901pKVOcn7Tmvpyqag1az5ld6I+dPEFhi5triWKUR2jLNLHbhHuHnt8+UxllcIyq3zyRYZWHybGZia/fX/gkD4T1Ww8WfEXxVf6pqFxNY/CL4f6ObSeePIOu+Ldc8Raf/AGrb28aW82r6db2Ui+eT5kFvqAg+Yu4T8OdctBF9oQI85VneGQlo2jO1sLIEZFCkKBwHwzYYlFOf3l/4JI6m+uaH8TrKW5nW+8RfD7QbxNUso44oLa8s9f13TrmWxuAztLPp8+oQlGlyzNHJFLu2rj8i4Fw6w/G2XOWkauJs3dpKUKVXklpsuayUbdfM/cvEypKpwZjpxt7tFXtq5RdWhda2v7re2ul1vp+yNhb6FpHi28ikvxaat8QtSu/EUenXN5IYpVsLWz068m0e0kbbDZWdtFbNfxWm5d8kl1KgZzVyzn1nXvD3ivQtXsrzwjeT6hquk6dqWkalbXV7HZ2lwY9O8RaRfCHEbXkLOwtr603QsNk0Ekflu+dexw6L4aGv61HceIrn4f6JdXS3yWUE2sm2MEUerXunwRCMJeXyQrJe2tjs+0EmOKIqwiHk/wC1d4l+Jmhfsw/EDxH8FpTD49SxsZtF1EWyyX+nQzxPKJ4LWdBtnlIjth9pjUwTuBIY36f1o9FzWbsnUuldycIpzVurfMrLS91rq7/xwo3lGKd1KVOnfVKKlOKhJ9bKO93tf5e/eIrlNF8H3niWXS9Q8UXHhj7JBDY6Xb213rrrqdxDZyTaZayGLfK8hSS7itXikljVlRGAWOvNv2qfGHjXwJ+yz8Q/E/wwif8A4Ta1ikS3uraDzryzh+zPIbmCJ0mImGz91ujXZPtYYkVdvyF/wSj/AGlPin+1D8FNbn+OlrLa/EL4efETUPhz4i8QPpUeiR+JGi02y1nS9QvNPgSC0g1TTEvl07Wns0S3nMNvexKs1xJX6C+GZPEmrwava+I9GtNMnGt69YR2VveDU9P1PRLK8mh03VFZ4oiF1CxVbqa1uIRJbOZFPmR7ZH4sBjaWZYOni6HtIQrRnFe0jy1aclz05Xg3J81OcX/culbSVzfF4WeAxc8PiFTqSoTpVJKM706lO8JpKVtpp3el1zapbH5ff8EiP2gPjJ8ePAXj24+Neqap4qtfB3jzStM8P+LdYtRDqV9a6lpjX+r6HcXSW0CaqNCuUgeO42vPaLfGwuZGeNFT9VNIj8Vah4l8URa5Z6LHpUmvSWvgy60qW6ZtR0T7JbbJ9Vs7iNfsmofb3uoRBbSz28tolvNuR3eMY9y2l+GPAmq614O8PJrKaNqNrGnh/wAIw6bbSXCXmpCxv5dNt4Rb2M81tctJLdxBopZWhlDSmUAVuavZard694U8V2HiG/sNI0nSNSstY8M/ZrVtN1PVJZraXTdYjumjXULG50+OBwY1meC6+0yJLbh41lEZVgq2X4ClhsTjKuOrU5VG8XWTU6ilVlJRacpaQjNRSu9ILbYrM8VQxmMq4mjhoYKlV5YwoR1jBxhTV1ZJ3nKN27bza6Nk+hat4YvI/FZ0y90/W9b8LzX2nSW0OoJLBBrtpbRXEujXZjMxsNSMVxbskE8SMn2q3eVBE4NZd3B4k8deBfDo1GXVvh5e6ZrWj+KtXOn6lp0t3bfYZY7i58M6ncqlzpd1pN/tFlqc0QXzrUuLKaCRlmXnfip408C/Av4aeNvjZ4gsI7W0N5Pq+uf2TY266j4h1p4VR5yqeQl3qUkMEUH2q9kPlWlvGjSeXCir4z+yj+1p8Of2zvBnie58AJq1vZm8n8EeMvDPieyhi1HT/wC07J5oGYQSz2t5p+q6e8j2N5BLuQxTwyxwzwYbqqYnC0q+HwtSrCnXxXtHQpTaU6sYRj7Rwju3COrad736pNYUsPiKtGtiqdKc6GGlSjWq2bjSk7cqvtZ9E3b7z6zgk0C10fVvHOsj7fZ+HdMNwGgQXFzeRNhraytGbDP9tuHjSCNJEjllkjySvNcla674yg/sa98Y+GNE0LR/EWpTWejPo+p3GpXVlftZ3N9b6br63dnaoZpbO0umF5prPZx3Fu0O0oyTSUNIj8HTaJr/AMKvDNzb/wBj+E207wlqOmaXO6S+H7jTbOzu9L0xjJ5lxaXFlatZS2scm5hEYHzIDz1EPhjWdVurHWPFniibUNI8IWl1Pp9vLBZafp9h5sQgu9TuobGKEX2py26NbnULxylvbvOtvDbm4mdtdbW05r2sruzVkrbXa2766q60w91Xbeja5b3TUXFWsk7KUtHvorWbV76TpZLcQafJJFLNq0M5tLbyzhre3dUuTKxUoqbZAv74guFyVYK4r8o/2xf+CaHgb4vXB+Ifw+isPCvifQPD+qSPow0SfWrbxfqEKTTWUcyG7ST7ZPE8mn/2iwk1CG3aJbWVgqxL+r2s+JbK18K2niTw/ol140uLvWdG0y2stIurMZstQuY4ZNWjkmkjt5rDTbQy6nceVcDzbeJjF50skSN1C213ffZlhVLaOQzrNCYhJJcRyBUExbb+5SEBlhVCDIZCW+7x5ua5Tgc6wk8HmNCniKE0mrt80JafvKco3lCStZWsumz19bJc+zPh/Fwx2W4mdCopOM43vCtBcrlTqQvaSaa3TfVNdP4TfGfhH4h/CvXn8B+P/D2q6d4l0XS7uXXrW+aysIfItpobyz1K236hbnVEn0m4tLpWEPnxLZL9ohE6vGHWE9jrmmWc7SBdKvLcGFNRvITIC4YCSVY9rtPN8kjTTyO7MYcY8zcP69f2oP2Q/hN+0d4a1rQPEWjaNPrlwlgq+IFha4v9OlsGeLl7W5hkWRrOaeyd8ySqrQJOtxFAkNfy6/tS/sl/Fn9k3XtZuvs2seIvASD/AIRzwd4mtNCsdMsJLzTrhL6zbWRFbrBMtxps8JTV4JLdHNjJb3AEyzQj+c+LeAMfkLni8Ovr+Uybu4QTqUE7JQxFKP2eW6U4tQ+1Ll0T/rDgXxOy7iSNHCYh/Us0jGKdGrLSrKKi5ToTetTVaU2/aLZc+rPk2/8AD9z4dkY+GI7q7t7rNzPp+pCURS3KqzTS200jEIcEvFcGUfOUhwxxm9pOrQ3olBhNvdQkLdWErRNNbMQTiRYnKEPgnIGDg5A5Nd7p2qW+pA6FqOoWFxfqlvJdWkd/Yyy263MayBP9GkdZbPymBhgimMreYyylAGA5DXvBEMrRanoEbR3kMqiMW101rLLbxkmNUmmiWNVTfvFqyPuhkdRcLjdX5HiMLWwU/b4CKq4Xmc6uEk5RcG+VP2L1cXpflfNFu63dz9NxmAwGc07VrUsSlali6aXvP3bKo00px6Pm1Wuis0Z1z4V0HU2mka2FrLcxyQXL2gEa3IkXYfOgGIpMEh0k2pJGUDBmzmuOutA1zw5Zz7EbWrOytxK0kWN9wkAyNyN+8hnVXwrlDG4Rj5inity01ye1uBY69btpt1OyxwMcrBuSSWPyZptv2dZ1WEmRop5FfK7+WzXZx3TxOQV5+UFG+XhwTuHdY2HI3EgAkg4bA1wePWKjzU5e05GlOhUTjVpN292aa5k+11Z7n51m2RYnLavJXptRb/d4imr06i01uly32Ti7NdWS/Br4f658bPG3hj4feDzaQa94r1G10/T5tVZU06CWdS0k+oTIZHENtEkrOsStJK0floCzAP8AWH7X37HWsfslXfgGRviFZePNK8c22pxxSw6Kvh/UNI1jRBavqMKWH22/F5ok0d6ktncuUlQxyQXKCQpn5Z0a8m8PaxYeI/Dd9feF/EGm3kF/pmsaHcPaXdjfWr+Za3VuYcLDPHIAyuiqWywYkbs6PxQ+IPxW+KGtReKPiR4y1z4g6tp+nQ6XZ3mr3SzXNnpsUrTG0srGGGCCKMyO80xtkMtzKzTSNMQAv0+ExWSLJ8bh62X1p5xVrU/quMjVcadKmpU3OEqfMk7x54r3ZXctLOJ8pWw2aLNMNXp4yEcup05Rr4ZU71KtRrSSlyuyvZ3Ulbla15jkY53t76KSXTopo7gR3X2mIRrFLJyG8xA3mQzEA5yrRSgYLAkLX6Dn/goD8T4v2dF/Z70zQ/DGmWL+FrvwYnjQQXc2vW/hy58yN7RdLLx6THdm1lktP7TCzqYHL/ZVuP3o/OJLphHDg7XSd/tFtcIUJgfDKY3wGSVGchlbG4fdAwK1hLE80M26QFIBEjKwEYVSzKzgsoLNjr/FHlmB2knmy/Ms0yqeI/s/EVMO8XSdGsoWvVpS0cJXTV0m2mveV3yyV9d8ZgsHjfY/W6MKrw9ZVaXNe8Jxs+ZWlqk0nZ6dGaEazPvhE0FxvHkBIWjbzNmHijPKiJsrhd5znHRnNMWS4kRzDDJbXCbDiYQRXGEwsq4LgSMAx24k5+8DhQTXNxp7O89o1piRwZpbby2BKkqWxGCPMzuPmncGJIJJxUS3M5cpLJbSqX3RKjNGBHnCqHw3zjOc4IGWUjBGfOdKalr7rutGusmn6bPtffdnWpRtzRcXpo4tapee/wDw3fQsyW0c5junku0ntmJD28uy3cSFAVuYD+73KAT84MbcfKcKwtNO8LRrIGuIiQpdpsRRMfnVgoC+UeoMTrsY7iisRiv1v/Zo/Yw/Zd8dfs5zfFL4rfE6ceJNS07XJLq9tPGll4ctPhebNpo7XT7nSZXUarqtsUhuLqbVI2gvlnjtbKEQkSyfkFdR+XLdRRym4iWe6ht717YQxXkccjpbXU1sXZ4GlhRZXA3tF5gUM4GR7+Z8OYzKsPl+KxFXCVIZjRdahGjWjUqQglTf72KXut86/mW6bvE87L83w+YVcXRo069OWDqezqSrUnTjN7Pkb+JJq1mk9mtGfXf7Hv7O0f7U3xbPgDVfE0/hLw9YeGtU8SatqtjBY3GvXMdjLbwWdj4at7vzrW/lkubpJr+W5jxY2MUzmHzCoHM/tl/s/X/7HHj278Oa/wCMrDxJ4bn8Mf8ACa6J4iFh/ZlyPDH2i9s54Ne0x5pbeDVLa4tJoibSZrW/V4Zrfy2ZoU8B8JeLvEXgnVrPX/Dms6poOuaVI0lrr2j311pGpWTMrxzCzvredLiJJosp5aSgTIRHPDIvyn4Q/be+Pviz4meKD4K1fxTr/ifU7i1ttV8f+Ite1a91XUV0q1QtpukPcXFw0qxRwMsyWaSCNJpIE2EBkPsZPh8pzXAUcrjltSGaLEe2qZnGtJQWETUpxlSbSu4+5FKNuZ3TvoctdZjQzCWLeOhLASpezhgXTjze2XLaSqb2um2+2lrpM+UPiP8AErUvH3ifVvF85ktY7jzrDwrprMrR6foEQYyXTo7KhIi33DureY1y0yI2CgHkgM5mCmaQsiQiGFkfzwJMSAMZN0avPcMs12jku7y2dn90MKju717y5kmjj8tHSOOGBxJHDY2dsgNtHMHKMjShUvbqMKDKr2tsxHm4ZCszyq0TyIiyMm8MBLMwAXzmJBhuJVlMioyne9y11cglbaPH61hMPSwtGnRppQp04xjGKSbUYRiorv3b11u33OGcnOb5nJu8rtX6tJvu9e+trW1R/T//AMG33gPw9d3X7X/xV1pjFfeG9I+Hvgz7XFDFdXa+GdS1KTWvFOmWsbw3EofUTHa28q2qMl/5j+Wjfuyv9ksIQGJba3EUIMDpHcYj4IHlRJ0ILIdvl7AAV2jnmv4F/wDghZ+1roP7N37WN94H+Imo2lh8Jvjxo9n4V1+/1G4+zaXpXim3lEXh26nZlItLjV0uGsbV5AsNu9npYZ43mw398vhVtSubEr4maxm8Qabdz2iRaWxlRtHSdv7B1KHzHL3P2vTmt5nvSkcM909wI/3YWvu8inTeE5IOPNGo3PveVpJtW2aslbs77n43xnSrRzOVWo5OlONP2T+y0oxjaNu01Ju9/ivrdo6VogiuI1UONjscSNyMFgwBPyYPPyngENnJA8n+J/h3RLu1mvdb0i21zw/4h0m58D/EXRtU1SOy8PT/AA41ax1Cz1ue+0+6RrK+kFveCzkRfIu5ra6k/etHF5Z9ot4M+aqfKighI2Yo5kQ5OAARgckjn5mIzjFSXGm6fqVld2ep2dpqNjfWr2d/YX1tFd293bS4jmtrq3lWSKWKRSfMhkVo2ByVwc17elmtet+na+l+na2rW9j5OnUlTkpK6s0/de1rPTbVPVXfS/XT/Po/bM/4Iq/tffs3/E3xRb/B74O+Mfjx8AJ9Sl1X4Z/ET4b6dD4mubHwveSPqGl+HfGHhuwu5/EFjrXhmzkTSpb2OxuLLXZreDVIZv3zQR/lJ4v8I+MvAWpf2N458IeKfAmtHDz6Z420DWPC+pyoWdWS1sNesbC5eR2VmmdEkuJ5S0axeWpr/VUg8M6TaX8c2kzalo8kNmtpFFoeoTafpwgVg0Yk01N+nSTRAbUlkt2cRYjLYWvOfir8KfBHxW8O634Z+PXw5+HPxj+H8sF1KNP8R+EbXVtXtLH7OEu5hHeR3O+/x5hSbw/JpuorEiNb/vyBXzuJ4dp1ZynRrypudp8koqUU7LazjJeSfM09d0foeX+IFenTpUcXhI1uWMIOrSm6dVpWXM4OMlKV76KUE9dun+WxnypWlMk6GRljVX5m27FMMcbEAyMrAm4YbYbQkMAp30LN5zTGaMSecTFLGI4lSNZF2glJfvwuVPmFsy3TsNm9SM/u7/wVj/4JF2f7Keh/8NPfsv3mreOP2W/EGqxNrfhu9gur3xV8EH1Iymxe51G726hq3w9uLzy9Ps7i6sz4h0i8lt7PxFcXNu8F9X4IQ3EErjBaOMF3tx5iRyb1VjISznbNIFBEjIv7gMI8LLgV8tisJWwVV06q5Xf3WrWlHaMoO1reutvM/TMtzLC5nh4YjC1OaElrF3UoySXNTqJ/DON+u+6bVmfQPwg+P3x5+Aeq2WofBP4weN/h/wCQXlh8P6drB1PwZdySEeel94L1ptQ8MSQu5WWRYtMiuUcBmnjlQsPra5/4Knft5eILZdM1b466dNYGSeRZtP8AAugafqVoHilgf7NLa+XYMsYnZ4ZL20u380QursqbT+a9vNIYlYl1QphUCkMN8xEMRwfNG/e7CPO9mw8pRTkfr/8AsP8A/BJT43/tl/D+b4xx+LvBXwZ+C9pP9gsfF3jm11W+vvEd1AzLdyeHtC0tUa4sbebbbS6tf3tpaySlV0+3usmQa4SvmU37HC1azbX8OEnpqlJ6vlWmm+zW2hyZhg8ior65mFDCU9Uvazpe856cqSiuaUno9Eyt+yf/AMFTP22v2WfiND488JfHPxn40tLi4+0+KPAHxB1eTXfBni6CRUjmS+0qSNV0m7WJIjZXejR2Zs5FQrE8byJJ/dn/AME9/wDgqb4e/bS+GOneNfEvwq8c/Cp91xYah4j1fSLlPAN3qdiF+1/2NrlwUe90+Qti21OyjvtOMqy211d2d1C1sPw7/Zs/4IR/s4/DDxFpHjL4l+K/Ff7SGsaPqVvqVnoV9otv8PfhSlxaKstumuaKJtQ1vxdZpKY3e2n1AWF20Crc2ksHmRt+6lj4VjtrKz05LfT9P0bTbaOz0/QNFsoLDQ7K2thstrW3tYEijjtIUC+RaQw29vHsUiLI5+ly3AY2DlLG1XZr3aUpKpUTtH3udXSVtLJyWvQ/LOLMVw1j5xjluFgqsbKWLpRdBWS+BUnGLn5Oail0vufqnaXdpf28N5ZXEF5azoJYLm2lSaCWNx8rxyxsyOrDoykirPPP8vSvzh8MeLPFHg2bztC1Sa1i3AzWEg+06bcY+8ZbSQmMPjIMkXkzDJKuCefpvwl8e9C1QR2niiD/AIR+8YhReL5k2j3Dt0JmwZ7Ik4+W4V4kz81ycAH0KmGqQ1Xvry+LZO3K9Xv0+dj87qYWpDWN5x8k+Zeq/wAmz6DoqC3ube8hjuLSeG5tplDxXFvKk0UiHo0ckZZHU+qsanrmOYKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBD0P0P8AKig9D9D/ACooAB0H0H8qWkHQfQfypaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD+Sz/g6i8SaprfwU+EPwutN0ulS63qniG+hQ4T+3YbMzaL9pUkRkJBp12LZ33BWuplxhmr+DH9mz9oHxR8HvEV5o166SaTpss1pqVpqGoS2kbwG8klhuY4FR3nluUmYgjasV1u3lVO0f6Lf/AAWt/Z7k/ad8A/FHQ9IYp4u8LnRNZ8EzSlzbvr/hnTI5JNBmKDMEfiaxvtU0xJ/uxXT2szFdjZ/zYvj18Ptb0zxDP4l0iwnh1vTbu4tte8OzwPb3xKvIl3E9nKqS+baSxyLcWrL5tvN5zAF3Ra489yeOc5T9XtatTftKTWjU94O9tN09bqTTi9Lo/VvD/P6fC+ZYeviISngcVRjRxnKouUYVXCftad4tuVKesoxs5wXJdOSkfuhpvivQ/G+m2uraNfxT288BkikjwxVjGfMBRlJJVXZi+z7kYKbj0/Un/gl18TZfCnxR0nwtb3Fpp+o+NPDvjb4c+HmvLV5bFvEMkVrrnh2eW2VkiVdQ1ezFsPMAiaWWWZ2Chgf5Jv2cf2kY/C97DpF/u0rSYobW1u4JFle4s7pJCPPuRI7O9tI2BM0SxGJgY/KQOK/cb9mz4vJ4f8YeHPiNoVzFLc6PqXh3xbpttCRcRw+IfDV9FqbWfmRtJJYxavp8t3bS+bGYwvySfvUjdP54qLGcPZ7ha2JpunWwGMpVuaUJRhXpU6lOcraJ+9FOMo9E9Lx1f9R5nSwfEPDWJhg8TSxeEx+Eq/V6tKXMvfg4dVzRnTn8UZQUlKDjJJrT+i79m748/tP6Z+0d4t/Z8/aO0Gz8R+EdYs9S1z4U/FzTNPtNE1G3u9OC3WqfD/xxo1isVncK9q0r+HNdtLaK686xmsdTS5Se1ul/SZJLqfU9c0i609JNK+y6f9lvWeO4stattSgkku7O4tJEDR3FlIiR3EciywyLLE6yBhJGvL6b448FeK/BOifFGFrJ9C1rQNO8U6ZrclpHJdQ6Tqlql1tedEkuY5LZHaC4QMwR7eVHxtNaV82q6lpl1DoOoR2d3JbWeoaFryrb3umXReRZRBcRneZbeeFQZTAyu1vMsltOkmCP6iwU4zo/WKOInXoYqSxOHc3G9OnWjCapwkrc9O791u7SaV7Rjb+N8bHlrexnQVCrhl9WxEUmvaVKbUXOSsuSdkuZJatNluysPDHgLwx4gvtB0G3tdN0WK91W/wBI8LaZAbt5ok8+9ki06zEcl7qLIEJj/eXcq+TGisojFbdvP4h/4Snwr4k0fVLV/CD+HbyTU9Fu9PKX/wDb813YS6Xd290SkqW/9mi/h1HT7uHh7iNUKSQvWfZadpun3+u63bQfZrvWxbXOtmOVhazTaZZmCO4NuSY45jariaVVE1wqxee8hSMjxL4YftJ/BP8AadsPib4H+FXxCkuPE3hL/iTeK9Pt47zw94v8KXGo+dDpXiC3s7yOKW40m7khn/szXbE3mmz3du9nO6XCvbnp56dNU4ynCmq1Tkp81oXm7TUYq/xe7JySvePNpa9+VUqtTnmoyqqEU5uzkoQsoc0r392+zdv8u0+IHjT4afswfCjxZ8QtbhuNF8D6Fe6l4g1K00W0e9vLnUvEGqT6nqb2Ni0yLLc32o3c926CWCBWZ2HlqOcj4SfGb4SftkfAxfEnw71q/wBZ8D+JNVjX7VE174Z8T+HNZ8MX8V1qOkajAkiXuiatbSpbPOqzPHPYzpPDJcWt0rPv/GH4TeHfjb8LPEPws8TXCXMOpWkEK3txFHcRNfxRGPzb+3jwoW6ikkaURIpjlcSQxgKoHz7+wR+yGn7FPw/8X+CrLxRP4kHiT4i3njm1llU+VpNq+l6dpdjpanZEt0wjsGlubnyIWm8yOOQSeXuPJXlj443A+whSngZwrxxzm/31OqlGVGUFdKUJWtKybd/LXopU8HLBYqVWpUhjqdShLCRStCpTulK900pRsmn0SWlnp9K/FbwX4U+Pvwb8S/C7VtRiutE1ia7ig1XTZYb2KO4h82y1C3lML+W0kUwkjljV1kiuFeNtrKRXz/8AsVfsd+Gf2LvA/iPRdA8San4o1PxN4sHiTXPEuq2tvp0rtb2w0/QtJtbSB5Io7TSrIlN7yGa+u7me4dYlMcSfUWjzeDfDfiu18DWVtFomoeJ4df8AHLWtnpc1vpl19o1S3TXtWS6ihWwe+bUdTguLy2E6Xcu55zGQjuM+30vVPGHgDUPCvxM07S5JL3XBdzJoN3fJGlvo2vvfeHbm3ug0N9a389jbacdRjhl2R3YnihmlhKmtKuDwtfE4fGVaEZ4nBe0jh60r89JV4rmsrpe+rX+Kyk+W3MZ0sViKOGr4WnVlHDYqVKpXpKyVSUHZPa75WujV7K/S3Ttr+m+HviTomjSeH9Vkn8a6Vf8AjO48TWulq2hXMmk3FjaXtnqur25LW+vSLcIun2d+im6tLSdLOV/svlibQLHxNay+P7rXdei1bw3rGs6o+lwHToLRdI8IXltBZ2+g3nzvDqUkYjvLm41GRIHP23yHjYWyyy1fFmo65Y+DL+/8LaTD4k8RWes6FZLod3qKaX5unahqMUGo30V3MjRwvpllJd6gYpFCSyQrACkkoNeK/tm+HfGvi79krxxoXw2vNTh1y+F3BfjSTcx6nPbtbyGC3T7IRdxwXR2R3HlHaULiQMu6uiUmoymouTjB1EkvelKEG7Qa3c5LRPTma02OaFPnnSptxg51YUJTm9Ipyhack9YqKavZ7J9ND6T8GS6FoXh+90HwrZ2emRW+kSw+Gbe2tYpdPg8u3ZLOK3trd44fsxcJF5Nu8cYUYQrjFTeGB40/4QDVLbX7nTLb4j3Xhi/VpNMlnOm2msvYyosunPcqLhbdLqRJYVmjMiqAG3ldx/JT/gjz4M+M3gb4YeMpPi7aeK9I0i5+IFvceBtB8XrqCaha6dp+kpaeI720ttSdru203VNY2JahVitrp7Sa7tkdZWmf9XdI0zV7fx54m1fUvEFzfaN4l1e0m8L6bdWtvAmhaXFaR2s1ml1GqteJe3gub92uj5sXmCBGaNFNcOVY6eY4GjjJ4Wtg5VHJvD1fjhyzlBOSaTcXy8y0T17N2681way/G18LHEU8UqThJV6eqlJxhLlVm7NJtS1esGtDN0HWrO18O+G/CHhzw9q1vrRi05Ndlu7CSCDSEgjzqEs+pTfJqd9ezqywNbNPuEr3lxKhUK1/xz8MPCHjnS10jxX4e0zxDp8cwvHsNTtkurUzKJYXmKyEFWeKWeE4BR4pisqOhxW5Y+NtDl8V+MfCMNteJfeFrm0s9WurjT5IleXUdMTULRrCWRY7fUYWiliLvbTyLBJvtrny5BipPCVr4r1bRXtvHdzpR1ScXsdz/wAI/DNptm2mvcTNp6mKWeaeO6Fh9nju9kjh5xM8G2JoxXbKnCUJQlFThP3JxklJTjoneLTVns0/LucUK1WjUhWo1J0KsHGpGcZNVFJpNODVrNaNa6W3P5iP2zP+CZXi74ZQax4t+Cy3viHw74iv9S1LV9I0TRI/tHhyx067bWLcXcl19vkhiOnx/Yl1W2ljVWikTZGswtm/MrTPEtxaT6nY+K3msYxfiwstO1NLM+Ib248uFoHktPkgnt1laW1UWzF1kt4JLqGESbR/c/a3PhTxXBexeH7611i0tri98P3DxFpLdLyykksNRsroTAmRop0ktruGSIhvnjkBBGfyv/a+/wCCa/gj4rWWq+MPhtZQeEfF2i+HI10fRtA0qwsrXVtZ0u7ea2ns7t5rYWt7Pbq9qsT5inmgtVFzaANn8X4t8MlUnVzLh5KFTWVbLG3GnVu1zOhL7DS5mqbvFvSNmf0HwN4uypexyviSTt7tOnmnLzNaR5VioJXktIr2qSla7ldJn81mv+GLDUIFuEiaX7TbyoZGglDkGQ+bOxtbkoqBpMXLAxTQnzGaPG3PmEh1zw9ctDMlpdabH5yXQjvZpbmOSMJLGbNbiOJrdWhcGVGQW8Kphv3pwfoP4lfDf4m/AjxZdeDvG2mTadc2esNc694g1i7na1isbqCW8sILq3toLkWZuJZY3eaNZYzbyFHW4SJphyVxpGleJ4nvIJreW31JY5LeR47aa5No+Td3emG32yLDJcHbDdoJ3n2ru8p02H+e8zyerDEznSp1cBmGHly1acouEm7+9CqrpuPuq94taJx2P6UweYYPMcLCFSVDF4TEQUoSi41ITi+RqdNx0+1tpJaXiuvKWeoW9zbxz2cxnt2+dhJG8NxAOeJ4XG6MgZAJ3JIeUbBwdEXmArElhnao4J4xjPQYHI3A8AH1rjLjw7d6Fcy3Glm8S6t3lkhe7nu5rIxBgq/bIxAbi4uJIy4ZIYriNFXMsayZdr9lfR37/ZystteBWZlkikt7G6kwrbLN5FBVmLMFikChuANhxGODCZl+8WHzCnHDYnn5YSu3QrNWs4SaVm9+V7PRPY+XznhSpRjLFZXzV8OnzSof8vaV7fDa/Ol0Vr/p0Ev2S+UCXEm4jc6/u5eCMgMpDggDux3AAg4r2X9ndvgjo3xU0O++PumX3iL4Y27SXd5pMFi2pqNUtsNpJ1Wxikhm1HQhMW/tKzhzLNEdnlSxNKp+ffP8lnWRWjlXb5iMrI6tjgsjYZTk42kHOPpTftxjJ2yNjuvXg9ySQQQR1PGDxzX1OX4mpgMVh8XRjTnOhVhVhCtBVaUnBppOL3i2tNVo7p3Pz7F4SGJo1sNUVSl7ZSpycW6dSOmtpWumvR2fkfbv7dHxo/Z++KPjfwYvwI8C2Wg6V4X0O807WfFVl4fh8HQ+IzczW7WGlw+H4re1JttCSB2g1a5iS4uDdtbxJ9nhDN8MTS6axiZ1t4J/PMnml2ikmVolVImQssJEbKXRlRZMu6uWXaFluLxJYykqpMoG7s+MjovG4HGMlfvHuBmuduBEq/umbarFokkHmMrkHcFkYHy/TkFevzevbmOZVc3x1fMMRTpUqtflThQpRhSjyxjG0IpPlsoJXb5t9dTkwmDjgcPSwtGdSpSo/DKrUcqj5vefM29btvyV0rWOsOqxyKLPzSxCRzbTkxuu7AYsGUs6NtCYd2XKlVAwKotc3guHZ4bfyDGBCYp5JZzg8mdJWVVI6futvHzHPQ0/BugeLPHvizQvAfgHQ7rxR418S3i6d4e8M27xwz6rfFTJ5KzTeXZ26RRxyXN3c3EqwwWkEszEqmD9h/tA/sKfHX9nL4V2nxU+JGp/DOTTZNU0nRtR0rQPEF/datYarrTslrYRJf6TY2+tGHyna7k0uQtbxxzXCwy28TTVthsizPHYTEZhQoSrYTCJ+3q80bU1FRnKyk7pRVnaCas/mZVs0weGxFHCVq0YV6/8OHK7zbaitYx3eyvq9X0Pmnwj4C+J3xWvtR8J/B3wXf8AxN8ff2Pq+r6Z4T06S3juL9dLtTdXDXU95dxWlpY2o2PcSXEqL5e3y90jKp/Gb4r+CPil8NvHGu+DvjJ4U8QeEPiY9/8A2t4y8P8AiKya01CBL6UnQ7WNZFntr7SLw7p4dS024nsJ7WKVra4KRYX+rD/gh/qsni/46/tnR+FZl0vxl8K/2e/BEGheI7RrWW8tvE/jjx48kukxNqEFzYrFeaf4dt9P1GWe3lmS1urqOEJLsNftl+15+w7+yz+11oP2T9ov4W6bFe6Ho8h0j4r6C507WPDMurq8Govo+sWUiapawWd2wkkg1C3NkfMguWgmcSgfsnBHCMY5L9em+TGYqbnFSjeKoxS5ISaXMnK7nzK+8brdnw+dcXxwWcvCVqTqYWjGMXOEr1FVmoylNRbUXHlaja91q10R/mpo8T3DiOSXbI5iZmUZbZz5u9yWLSSyCZYHAQSPYR9LYqJYp49oXy1SFQSDCq+UHVGjBAlUI8SEKZ5QFIs4JpF+e4DH98P20/8Aggd+0d8A7XW/Hf7O9/L+0j8LLW11LU7uy0yC00/4neH9HgkeZLWfQg8cHjC4jtHlY3mirY3txc5kh0dlVCPwZ1XStU0O+l0XXdJvtG1SwnFtf6Hqtnc6bqOmswDRW+oaVqUMGo6Yj+QSq3NsjNp9qpwwuRu9vE4LEYaSValJaqzVnB7PSSVnfRu2vTTVHpYLMsHjoqpha8K0be9FNKcHdXUov34teav6q5KnmXLbzNsnRhLBfN+6aG4i23Udwk0Tq0Vzbyol9JHgqJI7W33K2c/6A3/BHr9pP40fHH9ivwX8ZfFvw4n8R+NfC2qv8C7fxPqGox6Xd/Ffwv4Wv0S01XSLm7ilW+1HwyLq8+2LGy6XPeW+q6bFdRyWua/j9/4Jp/sF+N/+Cgf7Q2h/Dqzlv/D/AMJfBccHjT4/fEmGKVLTwT4CgmNw1hbTmD7MnjfxmEks9Bs2PnSXMkmqPD9k0eUP/ow/Bj4T+CfA/h7wdo3gnwLa/D/4efDbQJfBPwm8G6dKkOjaR4SgaJX1U6TabLKDWNenhfUbi7nil1QLczLdzJNeXaH18hw1d1amIXuUX+7s00qjTi/d12j3s7tpaXPjeNcdg/ZUsI1GeI51VbvrSgre7J3T/e7JXVopyaT5b+720DJFmZf3roGcMVba8iqXVSApADfKFUBTjO3PNMcuEkCFQ5U/OqkkO+AuF+X64IAPOWHFahQAKBuBAABTBB47A889jnpg+1VxHlg2RllI4APuG3YBbPo3y5GeDX1is3rdaJJ2vqkunX/I/Lknfdb67+TX3fl9xlLalkyuZeGMrfd+dcHyo8fNhnGXwQQxO48kVLbZYl5FMYBG1TkbSBgKrg9eDu46KDkAtWk0e0FVXaAAdoGAT6Ag8cjoOevGBzyXiXXZ9GTTdP0iOxutf1u4EFlY3+owWH2fTxgaxryRyrK95HoEUiTtbJCyTzvbwSvEkxcC97R+VvLa+np8r7FJSdo3V3bXa3d32/I+Bf8AgoMfD2pfss/tu2/iTWP+KHHwD8Q6RfafJYro8Ft4vuNEuryObT9clj23upXkh0dWMcM8drd2aqzuzSxr/ms2K+alvMylY0treed7gsk8bSw+U1tBCypG/mMGCqu0+cftRbaEB/qY/wCC8v8AwUHh1G1uv2FPh3rF/qiabPo+sfGXxTcTwldQkCpfWmj3a2yxO+q6ttg1XUII44Lex0WaC2EclxqZjt/5b7eVgyLcZjjCyyG4a4EaozowEruU3bHUhrlHQpFbjyVOWyPjc/rxq4mFCCTlRjyzbs/ek43it72XTu2ulj9m4KwVfB5fOtWbisQ4zpU3de5GMI870+2lzeS10R2nw/8ACOs/EXxp4S8AeH4Gutb8c+J9H8KeH7NXkN1dajr99FYLb7izNII3fzrm63ebLFE0UBIUCv8ASx/Zb+BFp8E/gn8JvgpBb3dpo/wp8KaPp93HGlp/Z+t+JltgbuGWSRPtN5DpXyCcRxwQG/zH5k6xkV+C3/BCj/gnBf8AgTRLX9r/AOKvhfRbj4geOLKSL4B+FfEkL2t54X8JQPEup/FF7TUraWe1urzz/K0FI7J5AsdpJBMjXEslf1UaT4fttKtobSyjItoxIcTTy3FyZJnaWeWea5LzSySyu0jySEl2YlQAAo9LIsB9WpSxFVctSqlyw6qC1WvRy6+Xrp8xxpnlPGV4YLDNSpYVyUpxldSqtJS5X1UPhXd31VkQW8C+SsZQEKpyFGBhcnBDdMcKBxwTgg4AGtVf5cAEIDkA4Py7l/4DzgAbjkAHnBreNpsilJZHfJVeTuEeMMrDgrxnGBzjIBHAqXEMhi2LexWMzArFd3D28SxyvlYtqzlI53VtuEIBk4RhgmvdT+Xa+vbpZvvvr1drHwSd7aLa2u/Z6Lfez63RzcsEMciRPuWSfJi/du0TMigkSOFKR5B+UyFN33QWI4wZpHhv5bW/jt7ezIiWzuHnaF7yZ1dp49zp9mi8khFSGVw8wbemQOOsv7TWrWzVbfVrOz1JGjnl1LU9PS5sGgSZGuxcWiT20MaSRb44JYpwtqQsxEixMrF7b3TC0NkdC1G2mbGopO73UE0BjJ8zTZ7WQweeZdpXzxLbmPehXzNrCktttd/K1m9dPwLi/K977Nrbla0tromld9dSj4S8b634bA1DwprzJYSzSK1uN17pt1LDM9vKk1mC8JdXR4/PttrDBZZ+c19P+Efj7oepsln4ntm0K9O1TexCS40mZsEbmbBuLJScYE6PEufmuuOfmY6bNCqLb6Ov9msCDdWs4iWykUfLElokHlTB253RTQ+Qob92+5WXC1LSo9VtZLWWTXVkULM2pW8/2aaOcSMYzaX9rIZmeLCsY7mFYWU+S0cqjFZzo06t21yvTVbq9rO/2l5PZaozqUaVTWUbX05lZNJ2te2j8ub7uq/TG2u7a9gjubO4hureZQ8NxbyJPDKh6NHJGzI4OOoJ5qxnjJ4/X+Vfml4L1/x34ImK2Hi+HU4lkHlyGwbT2uV5Jh1vTSf7LubpAQgv7GGzaU5barcn6k8KftA6ReGK08XWn9iXLNsGo2pe50tyDtLTgF7myG7A3OLiDqWnUCuKphakNY+/HvHf7tX91ziqYSpD4Gqi30Vpf+AvXy0u/JH0VRVSyvrPUbeK7sLu3vbWZA8VxaypPDIpwQUljZkPXkZyD1A6VbrmOQKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAQ9D9D/ACooPQ/Q/wAqKAAdB9B/KlpB0H0H8qWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoJxzRRQB+Vvxfhjv/iB49huYFuoX8R30MsEqq6SRRfZyhKMCjiJo0YBgcbQwxjFfzC/8FX/APgkz4j+NPi3W/2k/wBnO20m48Y3ukWS+MPhDb6ctld+OtYtGuW1TxT4c1EXEOnp4nu9LSzhm0WaK0Gry2jSw3R1CfbL/Ub8U4DF8TPHSsMZ1+acNyCDcW1vIp46jawDHoAQDk9fH9asXkQhEWcZd3tpRs85sEo1u6bWSeM8xsjKw42sO3q0p8sUrJxnGMZq9tFyta236q11va65k/raUVOjRTsrU6fK7bXpxXnurdbXS2uj/LQ+JfwalsPFGpeHfEmj6j4O8U6HcyWeoRapYS6TrdhqKHJs9V0y7jWZXt5hJHLDfRJLKiF4y25ZDpfCz40/Ff4A3Qks7JPFfhi4uEbUX00SStLEuYlmFkdt1ZurHJQxvZXCDyW8oMxr/QZ/am/4J7/s6/tfaJLD8V/BDWHiqZrgaV8W/DUVvpHxH8PSTwpEkOoagsbW2uWEQWOMWevW95bxRqxiCylnP8zH7VX/AAQ0/au+Bc03iD4J2kX7SPgdHvme78FxR2vj3S9OjBuLeK+8F3s6C/MNoqE3GgXt61xdGYxWUK7QfJzjh/Ks+pezxmHjVl9iWkK0Hpqpq17eS6O+p9LkfFGecNSn/ZuKcaNRL21CdqtColZ6wlzKMt7SioySduazaP0c/wCCU3/BUj4bX1va/D74l/FnS/Dnwx1u1k07wnZ+Lk020/4V543uLrzb/wAPa1eLcC80Xw14gFxcS6bf3v2/RXmkig86wCzmv3n1/wCPHgfUPB3jC5+Dfjb4beLvGPha2urbSNAXxBAfD15r2nxCaDQNRvtOkY6bb6jGgt7XUrdZYIWmgukE0COrf5nXjHwFqHg7xFP4a+IPg7WvB3iTTpZYNT0jxP4fv9A1uCX5gtpf2Oq21hPIXG2behljETbRskXI3vC3j74r+Bgtl8OviZ458J2t3DAW0/SPFWqW+jtDC2Yop9NuLtraVLfDRQxSJugGfKkRBuOGTZVjMhwqwEaqx+Foz/2dYiUqVajRdv3PMnKM+TTkuoOK02s1eZZnk3EGYSx2Mp1spnWhF15YWlDFUaldKN60oOdCcVPVzs6jvqvP/St+Bfxt8FfF7wnd/EbTdM1fw14jSG10n4jfDvUVN1rPhjXdNM6XVtd2Vkjf2kSs8kdrq9nDs1LSo4JFjVQUTzf4a/sY+Cfhb+0hJ+0F4AnstNt9X8O+JNH1OLTn+zXusaZ4ja1vLfQ9ZjSAwappGi6pbRanosxmS6sbpSCrK8qn+Gv4Ef8ABUj9sf8AZ6uba+0jxXofithqUP8AaGpeKtHE+o3tgJcpot/qdtqFobq2hKEQahPG1/HA5hS5kgiWGv3f/Z5/4OBvh/4z1aDQfjDDZ/BxpdNj865MVzqOnWWsxzxRyXWi38Nq+nanojh83mm3sNjqFqjloZbgKXPfPEUZr2OMoTjGE6deM60F7KM6TThONaN1GpTf+FyTvy6sUOH8RUo/W8lzHB5gq/NhpYTCVmsdy1LJRlgqsYV6kZJ3i6Uaih1muv8ATVey+EvB13qXiy6RNGbxHdaNYazexxXZs7i8iP8AZ+m3F6ltHLb2khNyLeXUZ0gQoY1uZxGiYmmi1jWW8beGda0/+zdEuLa2tfD+v6Xqksd7eW2oWLfbZWEflXOk6lpF7hIZY3lhuA6SRuGjdT8pfD/9sX9lLxboI8cab8aPhxHpXiptLtNV1KTxdpq+ErvVZCltat52o3gtdOnvpZo4I4Lw2ss+LZHR5UQ19X6feahfy6jaSWtvbw+XHLoWrW14l9p2qWd3bM1tdK6onlTW82DcW4E0PlPFLFPKHYJ6NOpCooypzjJT5WpJppq6V9HZr7Lu7eb0Pl8RhMTgpzp4qjVpVqdoyhVhKMov3bLlkotSjZ2Wmm6sXtXvrjQ/DV9qlrYXfibUPDeiu9pYJJANU1RLcIz2tvcT7Imvb2RAwEhRZrls/JuGPnL9tGw+Ieu/sw+Orf4Zanqvh/xPew2Xm3+kTT2Os2OnTjdcQxTwfvraV5fKtLiWORfLDMokUFmr47/ZM8f/ALV3hH9qL4hfB/466l4j8e/D3xcfEOteE9e1lbWa4+HeueH447qbQ0lhjt5h4a8QWhnawjMc1pDeCyFpLGXcTfqZps3iM6t4gtNXs9HXRS1m3h+90+W4ka/tJ4GN/a6xZXQxFd21wqFWgMlpPDLtAEkT556NZV/b050qtL2VWrhqinHlbXKlGrSdtYOMlKEo97aOLHUpPDyw81OlWU4UcTBxkpXSlFunNO9mnFqUXZ2Tbut/zx/4JMeL/jN4u/ZxvbL49zeKZdV8J/EvxL4O0DXfGCXNz4ku/DlnZaXcqbqa/H2nWrXRdVvLqz0/UJ57n7VaAWy3LrbKF/RXwTB4zh02ax8W3ul32tTahrCLd6Fb3NnZanpAv7h9Glm06V5Wtr/+y/s639vDNcQfao5ZoHEcpjTOvtUt9G0DxLJ4X0611rVPC9tKx8MaXcWVrcPfeSL230oKo8mxur6OWN7dZkjD+asjYUlxPHaaovi7R/G0fiHUdM0yy8KSaXc+Fpzb/wBnf2zeahY30OtTOQWh1DTYLaTTB5ErW1wLy6EittgYxl+EeAwNHC+2qYj2F4xr1XerNc97N3fwRmlZ9Iaal43ELG4qtiVRhh41nF+zppcsZKEfh0TXO09UrNy1Qh8TnX/h14g8Q/DOfRNe11L1dN0JL25lh0m8vbDX20XXYrq5gjkuLWXTJLS+im+R3hlt2R4SxxUni6y8Nx33g/4oeKL+bRYvhvp+raNb382vXelaCW8TzW9sz65ai5g0vUrlkjgtNKOpxT/YJmklsTBcT5Pjf7Qvxk0H9mL4Na98RT4an1m20qZxpvhjRmhsJNSvbpri9unacxslum4XN5e3LRSzM3mOyvJIWOD+yp+0Z4N/bY+CM3iHTfDk9no2t65N4X8X+A/ERtdWW013QHs9SSzeeOJbbVdNu47iwvrScW8LSo32eaCOaF1O08ZhqWKoYKdRRxGKp1KtKm4yftKdOUeZp25U4XvZtPe10nbGOFxE8PVxtOnL6vQqxp1arklyyqRsovrrG9na17Ld2fufxn+Jdr8HPg343+MEujXPiG80OGaWx0e2Zop9R1B4t6JNMElkiL7f3kqxOVAJ2HAA+MP2Ev26tb/a8vvHem+IfBH/AAhWq+CZ9DuDNperzappOraR4jlvoYGYzwWt5purWNxYSx3Fo5ntriBkuLaYbJYR9lR6h4N+LfgbxB4ZlgbXfC15q2s+H9Ttbq2vLGWHV/D19caPqUTQ3EVvcxNa3NvJEkmwRTRCOe3d4ZI5H4j4I/s8fAz9kzwf421jwJotr4R8P3NzP4m8V61qWo3eoNHPHHK1tcalqepTTG10rS4muFsLFGhsrCOSYqN0pZuTF0sznjstnhMRSpYKk8R/aNGcf3lduMY4dUnyStyyV5e9Bqydmnp0YaeXU8DmFLE4erUx1V0VgasXaFKKcfaKdpK7lHb3ZfF0Po2LWtN0jxfP4E0zw5fpdQ6RY65JrP2bOl3A1O5uIlihuoRJG1/G1sZ7m2lIuI4ZYp2V1lVq6mbRJ1lLXEkkcEoeQLJN+6WRs+YRlUJC/MflbG5hwCxB4XX/ABZrUVr4EvPB2lWOrpr2tuviy9N5Hb3mkaCdNubi11uDejx6msl2um2S2cckcrQ3kt1D8lsUro7fw/c6n4rufGl1rmo21t/YVrpdzojXv/EhhjtHmu5dWitZS8dpqUjSmG5u4WRJLaCENGZE8w+lvreytFpXu30++6b6W+48tpq0m3HTlbfvbW9Gr3+Xrc8K+O/7MHwu+N/h/W9E8SaTplxqLrpcE/iCz0vTp/Edm1s5nt7Rby7tZWngmtJLi1ks5mcQ2905iMMqxuv88v7Uf/BOv4kfBO91bxz8PbM+KvCEetS6NoXhya9kluZLfVyh037DbWri9ttSeVEtZYoIo4Wlt2hiE1vcLX9Oug/F/wCEPjfV9Z8N+DfiH4S8Sa1okix63pOh6vYahqmngyYEl1BbTtPEiyqYnuJFaMzERGTe4z3VxoMF/AxuIVuN8qyRtLFGVhEao0coU+ZGJUlRXVgo+cbgAylh8lxBwlkvEtKXt6caeMheNPG4bljWpyX2ajStUX80ZX00dj7bhfjvPuE6sI0p1K2CnKE6mCxXN7OUfdu6TbvSm0rxnBdnezP4OdJX+04o/C+tNdjX7DTp/wC345dN1OybTrvTJBDfWc3nW1nPGLW7dpJmiEqpbeUGkUJg8lrnhS3MUt3b6akitIkS3purqOMwzqJJpZ3iH2dJJoP+Pfc88rBlZVVsNX9Yv7VX/BOX4YfHTZrscN1pHi7+1L8XGu6ZcrZzpp2rxyJf74EgSPVVtbp0ntrW+lybaa8to541+zrH/P7+0F+zH8V/2e1upfFdnF4k+HeiwzaTpPiXwlo2uXGn31zoourN49fs9Qmmv/DuqW5EcHnz2kmnyruaC4EEsU9fzzxf4c5lldObxGH+u4JNqnj6EHJxjK3J7anduk1s5csovW8k2k/6l4P8UMk4gVOlHEvCY2VvaYPEuKd1yp+zkko1ot7WUZ9ZRaTZ8FNqjQRm2v4DNbmFWtbuBZXjtY0ZgypqF2YpLidU8pGs2WULM22Plt9MuYZo4nuIT5tsefMIMbxZwAl1Gx821lJzhZR5bMMK5A49N13wvFfsrLcRWt19jheO2nt/NkjhMSziVYZYleJMtsN3aMyyujMjkhTXj9+2raBJJ9gn05d5Mc8QlYWzGEukyxQ3hkmvppmB/eySE7PNSGF2Zmr85hWxuR8tLExlisKuVKStKpTSsmryb0S2he/RH2eaZFl2ewVbDuGHxjV41IK0J6JpTS0fa61ff7JGZ9u45I5IyASTwOcLwo5+g/MCrcXBCNnJ4X5jhhgDJ9M5OOM4z0q/GtnrUKy6eotL50Uy2LGX7BI+GylndTJEqSKVO+OQsgdlWN1Yha5S5mmglkinVoZYmKvFICjrjJVSnA4LD5gGBOCOOa+nwUsPj6SrYapGS0bja01bW0lpZ3X/AA+h+V5pluOymv7LGUmknaFRe9SqLRXjJr707NeiQv8Aad7pl5balpd9e6Zf2NxHdWV/YXM9pe2d1A4eOe

Забрала сегодня ботинки с цепями Р147, очень классные, но как оказалось маломерятв пристрой к великому сожалению

в евромехе, голень не такая толстая, главное чтобы сама ступня была в тепле.

Оксана Храмцова (Викторова):  Сумма 3192 с учетом раскида 35 размера?

У меня тоже евромех. Не замерзаю.

Елена Руколеева:  Я постоянно сапоги с евромехом беру,нисколько в них не холоднее.Зато,на мой взгляд,удобнее и красивее

Кто заказывал зиму с евромехом, в них сильно холодно? 

ЕСТЬ СЧЕТ СП-63, СВЕРКА И СЧЕТ ЗДЕСЬ https://cloud.mail.ru/public/Aw4E/eEquzWvp3 , НА ПЕРВОЙ СТРАНИЦЕ ОБЩАЯ СВЕРКА (РЯДЫ, КОТОРЫЕ БЫЛИ СОБРАНЫ), НА ВТОРОЙ СТРАНИЦЕ СВЕРКА ПО ФАКТИЧЕСКОМУ НАЛИЧИЮ, НА ТРЕТЬЕЙ СТРАНИЦЕ СУММЫ НА ОПЛАТУ. ОПЛАЧИВАЕМ НА КАРТУ СБЕРБАНКА 4276 0208 3808 2672. Счет выставлен 13.09.18г. Неоплатившим в срок орг. сбор увеличиваю до 20%, на основании пункта 7, в правилах закупки.

у кого будут в пристрое 39р напишите!!

Добавьте в альбом сапоги https://piniolo.ru/products/vysokie-sapogi-k1460

Ася Гречушкина:  нашла

Ася Гречушкина:  дай ссылку, я не могу их найти по арту

Оксана Храмцова (Викторова):  в альбоме нет сапог,не загрузила

Елена Михайлова-Кобылкина:  добавила

Ирина Гумирова:  загрузила, занимайте

Оксана Храмцова (Викторова):  выстави D6022-001-1J попробуем собрать

Оксана Храмцова (Викторова):  Оксан, подправь картинку пожлст, какая то смазанная.  Сапоги (K1357)

40 займите, орг 5%! НАТУРАЛЬНЫЙ ЛАК + НАТУРАЛЬНАЯ ЗАМША, ОЧЕНЬ ДОРОГО И СТИЛЬНО СМОТРЯТСЯ, РЕКОМЕНДУЮ ИХ СМЕЛО!

Ася Гречушкина:  загрузила

Оксана Храмцова (Викторова):  Оксана,загрузи Артикул: M5039B

Девочки! Обратите внимание на эту модель! Мех полный, подошва высокая и подойдут на любую голень.

40 занимайте, попробую в этот выкуп взять!!! НАТУРАЛЬНЫЙ ЛАК + НАТУРАЛЬНАЯ ЗАМША, ОЧЕНЬ ДОРОГО И СТИЛЬНО СМОТРЯТСЯ, РЕКОМЕНДУЮ ИХ СМЕЛО!

СП-63 СТОП! ПРИНИМАЮ ДОЗАКАЗЫ!

Анастасия Вдовина и !!!!!:  добавила

Оксана Храмцова (Викторова) ЛС загрузи пож-та Сапоги (B9507A) мой 40 р-р

На склад поступила зимняя коллекция удобной повседневной обуви. Некоторые модели с полным мехом на холодную зиму и с размерным рядом 36-41 . Натуральная кожа, нескользящая подошва, скрытая танкетка и комфортный ценник ...
Новинки уже на сайте https://piniolo.ru/categories/zimnie-sapogi-botforty-botinki?sort=descbyaddingdate

ДЕВОЧКИ ЗАНИМАЙТЕ КРАСИВЕННЫЕ САПОЖКИ!!! ЦЕНА ТЕПЕРЬ ВСЕГО 1599!!!

УСПЕВАЕМ В ЭТОТ ВЫКУП!!! СВОБОДНЫ 37 И 40, НАТУРАЛЬНЫЙ ЛАК + НАТУРАЛЬНАЯ ЗАМША, ОЧЕНЬ ДОРОГО И СТИЛЬНО СМОТРЯТСЯ, РЕКОМЕНДУЮ ИХ СМЕЛО!

Ольга Мутьева:  ок