BEGIN:VCARD VERSION:2.1 N;CHARSET=UTF-8:;شرکت صنعتی دژپولاد;;;حسین پویایی مهر FN;CHARSET=UTF-8:شرکت صنعتی دژپولاد, حسین پویایی مهر TEL;VOICE:09120042320 ADR;HOME:;;35.921284,59.772577;;;; ADR;WORK;CHARSET=UTF-8:;;مشهد، شهرک صنعتی کاویان، فاز یک، صنعت 16;;;; TITLE;CHARSET=UTF-8:شرکت صنعتی دژپولاد PHOTO;ENCODING=BASE64;JPEG:/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDABALDA4MChAODQ4SERATGCgaGBYWGDEjJR0oOjM9PDkzODdASFxOQERXRTc4UG1RV19iZ2hnPk1xeXBkeFxlZ2P/2wBDARESEhgVGC8aGi9jQjhCY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2P/wAARCAFoAWgDASIAAhEBAxEB/8QAGwABAAIDAQEAAAAAAAAAAAAAAAEFBAYHAwL/xABMEAACAQICBAgJCQYGAgEFAAAAAQIDBAURBhIhMRM1NkFRcXOxBxUiU2FykrLBFBYyM1JUgZGhNEKCk9HhIzdDVWKiRGMkJkXC8PH/xAAZAQEAAwEBAAAAAAAAAAAAAAAAAQIEAwX/xAAsEQEAAgECBQMDBAMBAAAAAAAAAQIDERIEEyExURRBkSJSgWGhsfAjMnHB/9oADAMBAAIRAxEAPwDbgSCBAJAEAkAQCQBAJAEAkAQCQBAJAEAkAQCQBAJAEAkAQCQBAJAEAkAQCQBAJAEAkAQCQBAJAEAkAQCQBAJAAEgCASAIBIAgEgCASAIBIAgEgCASAIBIAgEgCASAIBIAgEgCASG8lmwIBEJKcVKO5n0InWNYJjRAJAEAkAQCQBAJAEAkAQCQBAJAEAkAASAIBIAgEgCASAIBIAgEgCASAIBIAgEgCASAIBIAgEgCASAIMW6qOS1Y7uf0mVNPIxKqMfE5J02w04addZe9sv8AAgeh8W/1ET0NGL/SP+ON/wDaUAkHRRAJAEAkAQCQBAJAEAkAQCQBAJAEgkAQCQBAJAEAkAQCQBVy0hwmMnGV9STTya2kfOLCPv8AS/U5rc/tNX15d55kpdO+cWEff6X6j5xYR9/pfqcxAHUKeP4VVqRpwvqTlJ5JZtbSyOOm56KaRynKnh17Jyk/Jo1Hvf8Axf8AUDbzBusZw6zrOjcXdOnUW+Le1FdpPpAsKp/J7fbd1I5ptbILp6zn05yqTlOpJynJ5uTebbIHTPnFhH3+l+o+cWEff6X6nMQSOnfOLCPv9L9R84sI+/0v1OYgDp3ziwj7/S/UfOLCPv8AS/U5iAOnfOPB/v8AS/UtbWVO4pRrQlrU5rOLyyzXSaFoto+rucb29h/8dPOnTf8AqPpfo7zf4SyRynJGukLRSe6KqMKqZdSWZqGlGP8AyfWsbOf+M9lSov3PQvT3GW9ZyTpDvW22NZbH8ttrWxjXr1oQpJ6uvnszzyMf5xYR9/pfqUF5/l7betH3magba12xEM8zrOrqNLHsLrVYUqV7TlObyjFZ7WWJyrBOOrLto951YlVg3eMYfZVnRubqFKoknqyz3Hh84sI+/wBL9TUNNuP5dlAoCUusWWI2l/r/ACSvGrqZa2rzZmUah4P/AKF91w+JuBCEAkAQCQBAJAEAkAQCQABIAgEgCASAIBIAgEgDj9z+01fXl3nmelz+01fXl3nmSl9qlUks405tPnUWHSqRWcqc0ulxZ0zRdf8A07Zeo+9nnpbycu+qPvIDmhYYBx7Y9tEryw0f4+se2iBZ6dcex7GPezXDY9OuPY9jHvZrgH1GE556kZSy6FmTwNXzVT2WbToJcULeV7w9anS1lDLXklnv6TbvGNh98t/5sQOUcDV81U9ljgavmqnss6v4xsPvlv8AzInvTqU6sFOlOM4PdKLzTA5DwNXzVT2WXOAYI7yqq93Bxt4P6L2Oo+jqOgXdfgIJRXly3egrNZ62s3m2YOK4rZ9Fe7Thw7vqnszaTSSSSSSySXMe6nsMOEiq0gx5YbR4Gg1K7mtnPqLpfwRxxTNukOuSIrGsmk+kKsYO0tJJ3Ul5Ul/pL+pobbbbbbb2tvnJnKU5ynOTlKTzcm822QelSkVhjtbWW33n+Xtt60feZqBueJUalDQC3p1oOE045xe9Zts0wuqzsE46su2j3nVcjlWCcd2XbR7zqwHO9NuP5dlA182DTflBLsoGvgbn4PvoX3XD4m4Gn+D76F91w+JuJCEAkAQCQBAJAEAkAQCQBIJBIgEgCASAIBIAgEgDjtz+01u0l3nmetz+1VvXl3nkEuoaLcnLL1H3s89LuTd31R95HpotycsvUfez40u5N3fVH3kEOZFho/x9Y9tEryw0f4+se2iErPTrj2PYx72a4bHp3x7HsY97NcADJdAGa6QGSOnaKcnLP1X3s5jmuk6fopt0cs/VfewPbE/p0+pmEZuJ/Tp9TKPFcTp4bb6zylVl9XDp9L9B4XEUm/ETWvd6OK0VxRMoxfF44ZQ1Y5SuJryIvm9L9BpNWpOtVlVqzc5zecpPe2fVevUuK0q1abnObzbZ5nq4MEYq6e7FlyTedQ3fRXRngtS/xCH+JvpUpL6Ppfp9BOiujPA6l/iEP8TfSpSX0fS/SbcaHNr+m3J6p2kO85ydG025PVO0h3nOQPS3rTtq9OvSeVSnJSi8s8mi3+duM/eY/wAuJSADJv7+4xG5dxdTU6jSjmllsRjAAbp4PfoX3XD4m4mneD36F91w+JuQQgEgCASAIBIAgEgCASAAJAEAkAQCQBAJAEAkAccuf2qt68u88z0uf2qt68u88wl0/RecFo7ZJzinqPe/Sz40tnF6OXaU4t5R3P8A5I5nm+kACx0f4+se2iVxY6P8fWPbRAs9O+Po9jHvZrZsmnnH0exj3s1sDbtAqdGpO94aFOWShlrpPp6TcPk1l5m29mJyEZvpYHXvk1j5m29mJ6wdGnFRg6cYrcotJI45m+ljN9LA6TpLiVCwowqykpyaahBPbJnPLq5q3lxKvXlrTl+SXQvQeIOVcVa2m/vK03mYivtAbtoto3ChqX2IanC76VKTXk+l+k0kZvpZ1Vdk4SH24+0OEh9uHtI43m+ljN9LA6Nps09HZtNNcJDd1nOTcb3/AC6tvWj7zNOAyMPt1d39vbSk4xq1FBtb1mzcvmHa/fq3so1PA+O7Hto951kDl+kmD08GvKVClVnVU6eu3JJZbcioNp0/42t+x+LNWA3TwefQvuuHxNyNO8Hn0L/rh8TcghAJAEAkAQCQBAJAEAkASCQBAJAEAkAQCQBAJAHGrn9qrevLvPM608Ewptt4fbtva3waMOpb6NUpuFSGHRkt6ermglzEHVaGF4Hcw17e0s6semEUz08RYV/t1t/LQHJjetE9GXbuGIX8Mqu+lSf7npfpNhp4NhlKpGpTsLeM4vNNQWxnrc39naNK5uqNFvcpzSYQqdJtHoYvR4ajlC8prKLe6a6Gc4rUqlCrKlWg4VIPKUZLamdbt8SsLqpwdveUKs/sxmmxc4XYXdXhbizo1amWWtOCbA5CDrPiLCv9utv5aPOthOCW9N1K9nZ04L96cUkEuVA6XGOi0pKMVhrb3fRM5YHhMkmsPtmnuaggOTA6z4iwr/brb+WjGr2mjltVdO4o2FKaWerNRTA5eDq1HCMFuKSq0bK0qU5bpRgmmffiLCv9utv5aA5MDrPiLCv9utv5aHiLCv8Abrb+WgNXvf8ALm29aPvM046xc+J6FvGyuZWlOjHaqM2kl+B42+H6P3Tat7exqtb1BRYQ53gfHlj28e860YVPBsNpVI1KdjbxnF5xkoLNMzZSjCLlJqMYrNt8yA0DwgcbW/Y/FmrHUbmvo/eTU7qtYVppZKU5RbSPinb6M1JqFOGHSk9yTiEqbwd/Qv8Arh8TczwtbG0s9b5Lb06OvlrakcszICEAkAQCQBAJAEAkAQCQABIAgEgCASAIBIAgEgDUNOsXrW0aVhbzcHVjr1JJ5PLckU2C6JzxfD43cbuNJSk46rhnu/E9tP8Ajql2C72bFoPycp9pPvCWlTlc6NY7Uhb19adCSUmlkprJPJo6fa143VrSuIfRqwU1+KOZaWcpb31l7qOiYDxFYdhHuA89IMRlhWD1rmCTqbIwz+0+c59g2GVtIsRrRqXTjV1XUlUmtZvb/c3HTvk8+2h8Sh8H/HFfsH3oIYGPYDPAZW8vlKqSqNtOMdVxyy/qbnojitTFMKzrvWr0JakpfaXMyn8Iv/gfx/A9vB3+xXvaR7gNubSTb3LazlmKYhXx7GIqpUcaUqihSjzQTeW7pOo1vqanqvuORYdxpa9tH3kEr/EtDJ4fh9e6d7Gaox1tVU8s/wBT10FxerG88W1ZuVKpFunn+61tyXoNp0n5PX/ZvvNC0O5TWn8XusDp5zbTjlHU7OHcdKObac8oqnZw7ght+iHJq06pe8y5KfRDk1adUveZcgQUmlmK1MKwnWoPKtWlwcJfZ6WXhqXhD4vs+1fcBrmA4FUx+dxJ3XByp5NuUXJyzzPjGcMraO4hRjTunKpq8JGcFqtbS+8HW+//AIPiYnhB43t+w+LCW26PYlLFcIo3M0lV2wqZfaXOZOJcW3XYz7mUugXEEu3l3Iu8S4suuxn3MIclw+1+W31C1UlB1ZqGtlnlmX2MaIzwrDql5K8jUUGvJUMs83l0lVo/x9YdtHvN+0z5N3PXH3kBT6C4vWrTqYdXm5xjDXpOTzaXOjcznWgXH77GXwOjAQCQBAJAEAkAQCQBAJAAEgCASAIBIAgEgCASAOeeEDjql2C72bFoNycp9pPvNd8IHHdLsF3s2LQbk5T7SfeEtM0t5S3vrL3UdEwHiGw7CPcc80t5S33rL3UdEwFZYFYdhHuAq9O+Tz7aHxKDwfcc1+wfei/085PPtofEoPB9xzX7B96CGZ4Rf/A/j+B7eDv9ive0j3Hl4Rv/AAP4/gevg7/Yr3tI9wG21vqanqvuOQ4dxpa9vH3kderfU1PVfcchw7jS17ePvIJdN0n5O3/ZvvNC0O5TWn8Xus37Sfk7f9k+80LQ7lNafxe6wOn5HNtOeUdTs4dx0o5rpzyjqdnDuCG4aIcmrTql7zLkptD+TVp1S95l0BBqXhE4vs+1fcbcaj4ROL7PtX3AY/g633/8HxMTwg8b2/YfFmX4Od9//B8TE8IXG9v2HxYSvNAuIJdvLuRd4lxZddjPuZSaBcQS7eXci8xLiy67Gfcwhy3R/j6w7aPeb9pnyaueuPvI0HR/j6w7aPeb/ppyaueuPvIDVNAuP32MvgdGOdaBcfvsZfA6MBAJAEAkAQCQBAJAEAkAASAIBIAgEgCASAIBIA534QOO6XYLvZg4XjeM2NkqFjFuipNrKjrbXv2md4QeO6XYLvZseg3Jyn2k+8JarZYNiekWKO5u6cqVOck6tWUNVP0JdJ0inTjSpxp01qwglGK6Ej7AQ1vTzk6+2h8Sg8H3HNfsH3o2DTzk6+2h8TX/AAfcc1+wfegM3wjf+B/H8D18Hf7Fe9pHuPLwjf8A2/8Aj+B7eDr9ive0j3AbZV+pqeq+45Dh3Glr28feR1+t9TU9V9xx/DuNLXt4e8gl0/Sfk7f9k+80LQ7lNafxe6zfdKOTt/2b7zQtDuU1p/F7rA6gc1055R1Ozh3HSzmmnPKOp2cO4IbhofyatOqXvMuim0P5M2fVL3me1fSLCbetOjWvYQqU3qyi09j/ACAszUfCJxfZ9q+422E41IRnB5xkk0+lM1Pwi8X2favuA1TBsTxLDuF8XJvXy18qevu3Hni9/fYhcQq4gmqkY6sc4auw2Xwc/W3/AKsO9nj4ROMrTsX3hK40C5Py7eXci8xLiy67Gfcyk0B5Py7eXci8xLiy67GfcwhyzR/j6w7aPeb/AKacmrnrj7yNA0e4+sO2j3m/6acmrnrj7yCWq6BcfvsZfA6Mc50C5QPsZfA6OEIBIAgEgCASAIBIAgEgAAAAAAAAAAAAAA534QeO6XYLvZseg3Jyn2k+8sb/AATDsSrqteW6q1FHVTcmthkWNlb4fbq3tKfB0k21HNvawMgAAVWkuHTxPBK9vSWdVZTgulrmNB0cxaGBYhVrXFCpPODpuMdjTz58+o6mV17gWGX9XhbmzpzqPfNbG+vIDQ9KNIKOOfJuBoVKXA62eu0888ujqNp0Hw6tZYRKrXi4SuJ66i96jlsLC20cwi1qqpSsaeutqcs5ZfmWgENKUXF7msmcnvrOpgmOKFeEnGlVU4v7cU800dZMa9w+0xCmqd5bwrRW7WW1dTA07F9M7XEMMubSFpWhKtDVUnJZIxNBMOq18WV7qtUaCflczk1lkbbHRXBYyT+QweXTJv4lrRo06FKNKjTjTpx3RiskgPs0DT/D6sMQp36i3RqQUJNfuyXSb+fFWlTrU5U6sIzhJZOMlmmBpGBaXWWGYRQtK1CvKdNPNxyy2tvpNXxW5he4ldXNNOMKtRzSlvWZ0ieieCTk5fIks+aM5Jd5HzRwT7m/5kv6gWlhxfbdlDuRrHhF4vs+1fcbZThGnTjTgsoxSil6EY2IYZZ4nThC9oqrGDzim2sn+AGpeDn62/8AVh3s8PCJxladi+83LDsIscMdR2VBUnUSUsm3nl1nziGDWGJ1IVLy3VWcFqxbk1kvwAqdAeT8u3l3IvMS4suuxn3MWFhbYdQ4C0pcHT1nLVzb2nvVpxq0p05rOE04yXSmBx7DLmNliNtczi5RpVFNpb3kbLj+ltriuE1bSlbVoTm1lKTWWx5myfNPBPuMfbl/U+6ei+C05qSsINr7TbXeEtc8H+G1vlNXEZxcaSg6cG/3m9+X5G9EQhGEFCEVGMVkklkkSEAAAAAAAAAAAAAAAAAAAAAAAAAAA1HG8ZxC40ghg2GVo2zzSlUa2uWWf4I8bbF8VwfSGlhuKXMbuFXVTkl9HW3NPIxpf5lLtf8A8CNJeXVp10e8DfgHvAAA16/0wsLO7nb06Va5lB5TlSSyT6ANhBR4LpPb4zeytaNvWpTjBzbnlls//peAADCxfE6WE2Tuq8JzgpKLUN+0DNB42d1RvbWnc28talUWcWewAAwsUxS3wq14e512m8oxhHNyYGaDVXp3ZKSTsrpZ7s8kbTF60U+lZgSAAANXuNN7Shc1KErK5coScdmW3J5bDJw3S6xvruNrOlWtqk9kOFSyk+gC/AAAApcW0ns8LuXbypV61VLOSpx2R/EC6BRYPpTbYvffJKNvWpz1XLOeWWwvQAAAAAAAAAAAAAAAAAAAAGJXvnbSfD0JqGeycNq/sBlgwoYtZy/1XHriz1jfWs91xT/F5AZAPmM4zWcJRl1PM+gOf3Fanb+EV1a1SNOnGqnKUnkl5B8Y5c0LvTW0q21WFWnrUlrQeazzIv7aleeECVvcQ16VSqlKOeWa1SMYsLbDdL7KhaU+Dp61KWWbe1y9IS6K94D3gIfNTZTn6rNH8Hu3EL/Pb5C7zeKn1U/VfcaP4PP2+/8AUXeBbYJo9dYdj9zf1alKVKqp5Ri3ms5ZrmNkAAGu6dcnJ9rDvNiNe065OT7WHeB66GcmbXrl7zLwo9DOTNr1y95l4AK7GMassHpRndyblP6FOKzlIsTQtL23pdYpvYlT2fxsDA0oxqhjNzazt6VWmqaaaqJLPNo6VT+qh6q7jR/CGkr6wySXky3daN4p/VQ9VdwH0AANCx7l/aevR7xpy8tIrFrY1CO71ice5f2nr0e8jTrlDZepH3mBvoAAFBiOluG2F3K31atepB5T4KKai+jMv3ufUaHoD5eM3zl5WcM9vrAeeiVeNzpjcV4JqNWNSaT3pNnQDQ9G+XV711u83wAAAAAAAAAAAAAAAAAAAAaTWTWaYPK5uKdrRdSo8kty52+gDDuMGt6snKm3Sb+zu/IxZYDP92vF9cTFeJ3DvPlGtkls1ObLoNki9aKkudZgULwa7pvOnODf/GTTPejXxK02V6Mq1Nfi1+KLWtSVWm4uUo9EovJoqbitiVlLbLhafNPVz/MCrpYLcXelSxilVpfJ1UUnBtqa2ZZNZHvjGj93faR2+IUp0lSpamak3nseb5jIp43UjJudCm297jsbLO0xGhd+TFuM/sy3/gBlgACJrOEkudNGtaK4Bd4NdXNS6lSlGrFKOpJvn6jZgAAAAqtJcNrYthMrW3lCM3OMs5vJbC1AFbo/YVcMwejaV3F1IOWbg81teZZAACg0k0eli1WjdWtaNG7o7nJbJJPNfky/AGjX+jOkOJTpzvLu3qyprKLcssvyRtmEUr2hh9OniNWNW4TetKO7LmM0AAABrGJ6PXd3pRQxOnOkqNOVNtNvW8nfzDSTR67xbFbe6t50owpRSam2nsefQbOAAAAGo1dGcTscRrXOB3lOjCtvjPfHbnluew24AaRZaM49aYl8tjdW6qzlnUkpbWm83zG7gAAAAAAAAAAAAAAEAAAAABj3tpC8o6k9kltjLoZkHnXr0reGvVmor084FTZYPNVde5y1YvZFPPW/sXMpKKzk0lu2lVPHKanlCjKUelvIindPEr+lGMXGlS8tp87AtxmDxhdUZ3EqEZp1I70B9zpU5rKdOEuuKMaphdrUecabpyW6UHlkZhrN9dVZ3lVxqzUVJpJSaWSA2SnGcaajOWvJb5ZZZn0a7axcttzc1oLmjFvNlpQu7WjTUI1akl0zzbOU58cTpNoX2Wn2ZwPilWp1lnTmpH2dImJjWFZjTuA86telR+smovoPHxhbfbfsspbLSs6TMJilp7QygYvjC2+2/ZY8YW3237LK8/F90fKeXfwygYvjC2+2/ZY8YW3237LHPxfdHycu/hlAxfGFt9t+yx4wtvtv2WOfi+6Pk5d/DKBi+MLb7b9ljxhbfbfssc/F90fJy7+GUDzlXpxoqs3lB8+R4+MLb7b9llpy4695hEUtPaGUDF8YW3237LHjC2+2/ZZXn4vuj5Ty7+GUDF8YW3237LHjC2+2/ZY5+L7o+Tl28Mmc1CDlJ5RW9ldPE5Snq0aWebyWe9nxiF5CtGMKUs473zHnh8qVOvwlaajqryc+kxZuJm2SKUnSPLvTFEV3WhlfKL/7t+h8VL28pJOpRjFPZtRm/L7Xz0StxG5VzWiqbzhHd6WM1tlNa5NZ/CKRunSas6xuKtxCU5xiknksjJPO3pcDQhDoW3rPQ34otFIi09XC8xNp0AAdFQAAAAAAAAEACQQROcacJTm8oxWbYHhfXkLOjrvbN7Ix6WVULC7v58NXlqKW7W35ehGPPEHO8dxOnGeWyEZPZE9/Htx5ul+v9QPSrgc0lwVaMnzqSyM+wtKdjSylOLqS+lLd+BgU8cquSUqEZZvLyW0yb2qq91k3lCPk59HSZ+Izcmuvu6Y6b50ZeK3U6Vo3QlHN7JST2xRS4epVL2m6c0nGWs3nuRnXEcOo0pTqXUmujV3+g8cNp4bWp6tGrKE89sNXN5nKOJvMdo+YX5dfM/C9qV6cKcp68fJTe81uxjCtWlVqNOFNazWf0nzIsMTw2nRsakuFlm9i2LnMOjZQs7Sk1JupV8tp8y5hkzZaY5taun5K0pa0REve2pO5uYxe3Wecn6C38XWvm/8AszwwejlTlWktsti6jPqTVOEpyeSis2U4XBWMe68d05ck7tKqS5irO9/wZNZZPLP9DMur3g7eDh9Oos16Crq1HVqSqS3yeZEpOeWfMkkYY4mabop0iezROLdpu9nrb0Z3dfVz2vbKT5i1jhlso5OLk+ls+cJo6lDhHvn3GXXqqjSlUe6KzN3DcPSuPfkjWZ69WfLkmbbaqS/hSp3HB0Y5KK27c9pkWWHRq01VrN5PdFGHShK5uVF75yzb7zYYpRiktiWw48Lirmva9o6L5bzSsVierFeH2sVm6exf8mYUpWCeSoSa6c/7mZiVbUoaie2ez8CpK8XlrjvspWPhOGs2jW0yy4fI5zjCNtNtvJeV/czfF1r5v/szGwujrTlVe6OxdZZmnhMcZMe69Y6/pDlltttpWVXiFtbW9vnGGU5PKO1mBQpOtWjDpe3qMjE63C3Tin5MNn4854UK87eblBRzay2owZrY5zdtKx4aKRaKfqysUqrWhQjuis2fGHWsbipJ1FnCK/Uxak5VJynLfJ5svbCjwFrGLXlPyn1nbDHqM82mOkf2Fbzy8ekd3z4utfN/qyrv40qdxwdGOSitu3nLuvUVGjKo90Vma5KTnJyk823my/HbKRFaxGsq4N1p1mUF9a2tOlQjGUIuWW1tc5Qk60vtS/MycPmrimZmNXbJSb9IlfXPA0KE6jpw2LZ5K3nnY20YW8XUhFzl5TzRU29KVzXjT1nk976EWPiuPn6hux5LZbb606R+rPasUjbNmXVjRpU5TlThlFZ/RRT2ajUu9eo4xSett2LM+762jbKKVWc5S5n0HnRpW0qadau4S6FHM45slrZYiYiNP1XpWIpM691xw1LzkPaQ4al5yHtIq+AsfvUvZPelhtGtDXp1puL59U1V4jLbpWsT+XKcdI7zPwzeGpech7SHDUvOQ9pGDWwylSpSqSqyyis9yK1LMpl4vJinS1f3WphrftLYoyjJZxaa9DJPG1pcBQjDnS29Z6m+szNYme7POmvRIIBZCQQAAAAESipRcZJNPemSVd1jMaNxwdOCqRjsk88tvoAseCpJbKcEvVRV3dSF3N21lQpzl+9U1VlH8T74WtivkUlKjbL6cnvl6CwoUKdvTVOlFRiv1AxLLC6VtlOb4Sp08y6j28X2/wBh+0zExCtKdxGlCTWrs2PLax8iq/eqftswZM0XtNYpu0aK0mI13aaqbSC3dvWWtHyZfV5PYl/UzdFLGcXUu6iyi1qwT5+lmVLDXVyVWvRkl0vPItKHA0KMacakcorpQxRuvrNdsQXnSukTqw8bznChQW+pU/8A3vMGq3cXWVPc2owXo3I+sTu4VcShTpyUnTpttrcmz0wtU1cuVSSTivJzZz4q8Zb1xRPT3WxRtrN5XNKmqVOMI7orIwcXratKNJPbPa+ozeGp+ch7SK67tXcV3UVxSyyySb3GjiZnlbcblj0362Vh90aTrVoU1+8zK8XS+8UfzMmytYW03UnWpyllksnuPMx8LebRFo6NdstYjosIxUIqMVkkskVuMVtkKKe/ypfAzqlzRpx1pVI5ehlDcVXXrzqP957F6DdxuaK49le8s+CkzbWWThtWhQnOdWeUsslsLDxja+c/6sxLfDoSpRdbW13tyT3HhK1hO6nSpTUIwW1zfOcqWz4McRER1+V7RjvaZ1e9adpXqOc7mfoWruPjUsea4n7P9j58XP7zR/M9raxp06inVrwlq7Uk9hSMd72+qkdf75TurWOlp/v4WFCjGjSUI7lzsmtVhSpuc5asVzjhqfnIe0iqxO6jWcaVJ60U821zs35ctcOP6fwz0pN7dXw6Vi227qeb/wCP9hwNj96n7P8AYzKOGUOCjwik55bdp83Nla0KE6ji9i2eU95jnh76bprX93fmV10iZeNGOH05qTrSnluTTy7jNeI2qX1mf8LPC1w2jKhGVZSc2s3tyyPurh9pSpynKMsorP6TOmOueldaxWI/KlppaeszLDvr75QuDgmoZ5tvezCHP0H3RputVUFJRz53uR5l73y21nu11rFI6PgGb4uf3mj+ZMcOjmte5p6vPk9pf02Xx/CvNp5e+D0coSrPfLYuosjypyo0qahCcFGKyXlIxL6/pxpShSlrTkss1uR69Zpw+KImezHMWyX6K+8rcPczmn5K2LqPAyKFpKtT11UpwWe6T2np4ul5+j7R5E4suSd+ndsi9a9NWPb0nXrwprne3qNihFRioxWSWxIwbG3p20nOVaEptZbHsRkVbuhSi3KpHqTzbPS4THGGkzedJllzWm9tIYeL1soxop7/ACpfAxcPpcLcpv6MNrPGvVlcV5VGtsnsRa2Nu6FHyvpy2szUieI4jd7Q62/x49PdkgA9hjAAAAAEAETclCTik5ZbE+kCNeOtq60dZc2e0oo2ULvEqsaT/wACMs5SXcjCnwlS4eum6spZNc+ZstnbRtbeNOO/fJ9LA9YQjTgoQSjGKySR9HxWrQoUnUqSyiilhi9V3qm/qm8tToXT1gZssNlOTlKtm2835J8+Kv8A2/8AU97+9hZ0+aVR/Rj8THwnEJ3E5UazznlrKXT6DLPB4Z9v5dedfynxV/7f+o8Vf+1eyWREpKEHJ7ksx6PD4/k51/KmsMNhO5uas5tpT1FlszyM2rhtOTzpycPRvR6YdBxsqbf0p5zf47TJLelw6abUc2/fVW+Kn51eyPFT86vZLIFPRYfC3Pv5Vvip+dXsjxU/Or2SyA9Fh8HPv5Vqwt+dXsmTQsaVFqW2club5jJBenC4qTrEKzlvMaTKHnk9XfzZlY8MqttupBt7ectAWy4KZdNyKZJp2Vfiup9uH6jxXU+3D9S0Bx9Dh8L8+6r8V1Ptw/UmOHVoSUlUhmnmthZgeiwx7HPuxdW/+8Q9n+xj1Y3Ve4jbzqxk15T2bF1ljJ5Rbyzy5kV9tVrUalSpK2nKc3v6EUz0rWYrMzpPfvKaWmdZ6MvgL371H2DCxB3FNRp1a6mpbclHIy/l1f7nP8zFlb17y4dSrHg4vp6CmaItXbj1mZ/7/wCrU1idbafs8reynXp66korPZmj08Vz87H8iyhFQgoxWSSyRJ1pwOKKxujqrOe+vRWeK5ecj+Q8Vy85H8izBb0WHwjn38qzxXLzkfyJ8WT87H8iyA9Fh8HPv5VniufnI/kPFcvOR/IswPRYfBz7+VZ4rl5yP5ErC5Z7aqy9CLID0WHwc+/lj29nSoPWS1pfaZkAGmlK0jSsaOU2m06yAAsgAAAAARmYdzidC1qunNTlJLN6qMw1/FrWrSuJVpPWhUlsfR6APbD38txWpcSjko+Ul+iLrMqMAS1K7580i3A8bq3hdUXTn1p9DKqjYxss7i9lHKD8iEdusy7Nexjh/lf+N9D/AE8t2X9QPa9t/lsVeWmtPW2ThzpmXhdg7VOpVy4WSyyX7qIwa3qULeUqia4RpqL5kWIA+akFUpyhLPKSaeR9GIriVe+4Ki/8OltqS6XzIDKilGKityWSJAAAAAAAAAAAAAAAAAADMABmAAAAAAAAAAAAAAAAAAAAAAAAAAPirUVKlOpLPKKbeRr9/iErxRioKEIvNbc2y/qwVWlOm3lrRazNevcPqWcVOUozg3lmgPfBLhUriVKTyVRbOtF8afu3Fpa4xOnFQuIuol+8t4F4fMoRnlrRUsnms1nkzCji1nJZuco9cWTLFrNL6cn1RYGcG0k23klzlRVxuC2UaLb6ZPIr613c3s1CUm9Z5KEdiAz8RxVarpWrzb2Of9DPw6nSp2VPgnmpLNvnbKeeD3UdXLUlnvye4urS3ja28aUW3ltb6WB7ggASCABIIAEggASCABIIAEggASCABIIAEggASCABIIAEggASCABIIAEggASCABIIAAq8cr6tGFBLbN6zfoRaHhd2tO7palTZ0SW9AauDYIYPaxg4yUpN/vN7Slvbf5LdSpJtpbU3zoDxBm2GGyvIObnqRTyWzPM86+H16VxwUacp5/RcVvQHnRt61dN0qcpqO9pH1aUq07qCpRevGSbz5usvsNozoWUKdRZSzba/EyUkm2ks3vAkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPOpRpVXnUpwm+mSzAA+oQhTgowioxW5JH1mAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAf/9k= NOTE;CHARSET=UTF-8;ENCODING=QUOTED-PRINTABLE:=D8=A8=D8=B2=D8=B1=DA=AF=D8=AA=D8=B1=DB=8C=D9=86 =D9=88 =D9=85=D8=AF=D8=B1=D9=86=D8=AA=D8=B1=DB=8C=D9=86 =D8=AA=D9=88=D9=84=DB=8C=D8=AF=DA=A9=D9=86=D9=86=D8=AF=D9=87 =D8=A7=D9=86=D9=88=D8=A7=D8=B9 =D9=82=D9=81=D8=B3=D9=87 =D9=87=D8=A7=DB=8C =D8=A8=D8=A7=DB=8C=DA=AF=D8=A7=D9=86=DB=8C =D8=B1=DB=8C=D9=84=DB=8C =D9=88 =D8=AB=D8=A7=D8=A8=D8=AA =D8=A7=D8=AF=D8=A7=D8=B1=DB=8C=D8=8C =DA=A9=D8=AA=D8=A7=D8=A8=D8=AE=D8=A7=D9=86=D9=87=D8=8C =D9=85=D9=88=D8=B2=D9=87 =D9=88 =D8=A7=D9=86=D8=A8=D8=A7=D8=B1. END:VCARD