google.com, pub-2706897958062969, DIRECT, f08c47fec0942fa0 تحميل كتاب السجاد الشرقي دراسة تاريخية وفنية وعلمية- إياد وحنان أبو شقرا pdf

تحميل كتاب السجاد الشرقي دراسة تاريخية وفنية وعلمية- إياد وحنان أبو شقرا pdf

أثرجي

الكتاب: السجاد الشرقي دراسة تاريخية وفنية وعلمية

المؤلف:إياد وحنان أبو شقرا

السلسلة:

اللغة:العربية

الصفحات:362 صفحة

الطبعة:

دار النشر:

سنة النشر:

تقييم جود ريدز:

الصيغة:PDF

حجم الملف:80 ميجابايت

نبذة عن الكتاب

الكتاب يتناول إحدي الصناعات التي تميز الشعب الشرقي ويتناول الكتاب دراسة عن استيطان تلك الصناعة في المناطق الشرقية وطريقة صناعتها والكتابات التي تزخرف تلك الصناعة

مقدمة
دراسة تفصيلية للسجاد الشرقي

تحميل وقراءة

تحميل الكتاب

أضغط لتحميل الكتاب

الفنون الاسلامية

أثرجي

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تعليقات

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YVVWK8o/pxhePvYeeLa/Q7bMpHnomKlUDamLd9jZ9e+2B/hMoZmEoZUYsQ4F1vte3HOK+mdBeVVk1DQeSTxuAB7kkj2wPmenz5YpIWAs0pVrB/zBBxRpPRzxtGk68MqWkky2nzxNr0tYsEVt27/XGRvB/SoFKTyR/KYiCp/IbG19x3B+x9SvxoqtHTxu4k4VJYAc2KvGjznUkDyeNk4WkQ0763pj7Abb4zSnDtzHmQJJZ44iGJkUKdR4oooFE0K5FY0kUCspnGlk0QZLKsRyxjLAe+otWCZnzysyrBEmnT/LhSjq4okGx/TCfMdYsCKJfDgH5b8ze7sOT7cDEIuqSIoX8TJQUhQl0AeRbV+14GIRh1OXMmGb8TdAqiWqr5tVmgqi9gd/pj0ddCfwpF8SCSNNag0QwHKn1qtjthTmOoNKo8V3dloDUbAHt77VvfPthpJkocvck0kco1FooY2vV6FzXlUDt34xmjBOU6HHIWjilIjkjRw0ooqNRFeh429bwYemPCDGmSM0OzWX3Zxw5KnZa20Dar9ThFH1upHkkUTCVQJEYUBVUBXFHiu1d8Fr8RTeFI2XEUCJpBCnzmzQq9zR5+2FakYlnOriI0/T4ks6lD6tn7t7rx5eNsK8m9/ibIJMbG/U6l3+9nFec6m0m8mqRqrVI119AKA+94CDkXR5FHDqJjsH/D388Xxpb/wnC7DD4fFzqP8Ahb/wnDPoWXQNF02QxqQ2hLtSbo7Dze3bDaHwRl5g4NawJWCCy5rSVAIUKN9q3wOsuZGXEY0lSKoaboem9lvoO3tjooCsEsDMDI7hr3IBFVvQG43vcUOcJbOSS/ALmI5FhETUVRiQF537ke3r748OYkQJ4bMoPcHaxtX7YIj6u8cJRofnsF6IJvfmsW9MzMhEcSRKy0LZhqAvc/1xpOlspCkM/hrNtLnImk8xEbCvtjsLJ8xLFmNcXlZQQNI9djjsKkqDKOxh0sxSqqmQK4VfKRz5R+uM/wBaceM3B449gB/bDYnLxCJzrEhVbKmvyj9sK88waZSdww2+4Fd8CCqQ828Nj34dzUQhSMsqSG2UiiTuNj6Eixhf8TTI8aaG1FGIY33Pt9cKs9kyknhkEOTsnp6b97xFMqNmZvLXIF0eKI9v6XimO7s57DOgSnRmFHy+FZ+t4EVbwd0t0ZZyqhT4JDAcE7bj0scjAeWl0srUGo3R4P1wS/FuJKSAqSNjp5K7j9cQMZrV2ur98NDm4XBdkIZmGpBIQprvxx9eN8WHqGWD7QvpDagNQIuqqjtpHIu8ayopSImqHJoWQP6nHkiEGj2NbGx+o2OGa5yBQHESl9YIBa9vfy6RvvVY6bMw6Q38QXq8iybC+QRXlB9uca2EWOhBoggjkHtiRi8oaxueAd/uO2G/47LvRaJQqRlQCaYk8EVyR6n1xRls3EwjV9cbJsrxkDnksTRH13xrML0hYgkKSByQOMTy+VZ/kGo2BQ5JIJ2H/ZOG8OegjSRFQFr2Ytue2zDt3IrvgTXCtI+4oFjHuCwJoeYi/KSCR7YFmAmgaidtm0kWLv6Xf3qsejKtekgqdJaiK25/pguHNQkFSjJb6g6ncego9vv6Y88WAfyzJrO2qSgACCDwSb3wbMLsMvhy/HWuaav0OI5jMx6ZFUWWK1SgKKAsi/MLN7cUcS+HVudQPRv6HGfQr6GPSckIEAdrkR723FsBte4sbnt3xUOrsWBYJo18Ei9xX0rvePMvmiqRI88TMvzhnJOx2H29O+DPEKzEFAHUktIQQCAP6bVfticls5oy8AevRmRLjIIDanUcgbAbexu/rgnJWIlC2CyDj6cnf1/pgTrOffw0UMAC+mgQaXk78izzVX39cNYMw0eWASPxHOkLtYB0jc/TAnpIrwurYtlzDRzBlIU6OT3vn+2OwR8NwyeO5k0hvBJOoChbpyOMdgXQXyq/qSieIKgkZB5VHmBN0q/bFPUemRPIWHk00q+GRR2G9G7O9bEVticrQtEFkF7KbBrT5R3wonzTxSqsTAeVRuRWwG5J2H1wIXY3KnSLM7kXjnR5WJAGok8hV2A2FX9LxLpORf8AiWSEs8C2339QBt3xfLkpWcCQXIjB20m18NhsQRsTd7Xx98QyniRMI08072TGV5vgA8FtO9fvilkKiExZHwYZgr60eJiNq0EEXQsmjY5N4z+G+V6hMfxMUg0fwiSmkCiKwnw0f2V46x0dj3HmJR1Yvixf074coeY7BcHTmLMNLbAkEAUa2O5IFbHHn4MlFKhy1+YaTQs0tH1JwLMC47BmbyWmvKUJNEOeON/Yb98QlytAXYNHYg8j0oem+NaMDY7BU/TJkIVonBPAKnf6euK0yxKs1bLt9/T22s/bGsxTjsWiHyFjfIA97u/6YqwTHYafDBrMJ9+PocK8M/hZ9OYjPpZ/Y4WXRmUQxLHcrox5ILizq7Aiqu+b2Ppg3O9TlGSglDkyNMwZjvqA3AI9LJ2wzzvXIJYSiKzO3CstUTtfO5BrtvgaXMr+HhLRWC5XQB8mi9ZAq7YXscIm+2jllFJ0J+rpFaGDXoIDNfGo7mhQoA2K9sHNmJ00aHIWlar2IqvTDr4h6vljlx4deZKCgAkdh2rbCnIytK6RCIaVAtmF3Q/ucK5NraKcaS0TbOzGdiiqGZKIoMCLB77cgY7FMUJ8WTTIEKLq1UdhqC1Sgn83pjzBVUM8bDulpBKFUvpcKvlrnyjCXqeW1zEFkQAD6+nGGeTgiPhuqtrCKTpYi6Awp6kiidTMrBTRYUNQ3O37YWPY023HZr/gnMKctKI9TSA05Y/MO1f9njFfxeQHgYErmV8y1/hHPtx/fCyPPRSTJ4AMKoCdCmmlrfRQNEmu/riHU0QsRmJA250MTul76SaJGnisbFqWRBy1QP07KSaMw7LSrEQG/wAVnbvfAusJxjSdH6oFyemRVaMyiIn5bUg+b64nHkcs7sI4lKgAr/EYk2DzXFEfviqdFINKNGYxwxoc3l8tHErtD5m4HiML3ogbXsN7xNsvltax+CTrXUGDniif3qsHIbJCU9Sl2qR0A4VGKgfYH98Sj6nLYLSO9b0zsRf64OCRCGV2y3njkEdCQ0SfesNvh/4aGYPmywjGnUCZW49eN8a0ZciM1J1J2k8Q0WIo3uD9bvHL1KUXTkWb2/3t9Bjf5L4RyUkZYI5ZR5vOaPrpNb4lL8I5FEEjpIFY+UhidvU0NsJkjZo+fxdSkDBi7MRuLY0D7C8Rhz8imw35tRG25Ox5G+22+ND1vogy6o/4YOr8FZTx+nNb4okfIjL+P+Hl/mGML4m+oKGJ/wCWiPfDaDmhRn+oeLdrW407ilHpQAB3N3gPB2XzkRonKMVOw0yn1+mLpSupgMk3lJ2MhsaebGn0wQZIV4Z/DMerMIo5Nj9jiuHqWV0HVAVfsutiP1rvxh18KxxM+poTE+lmjGskkAG2ogbDGbB/JF6QnzzJDEkEaMmYDjxHAI1Vv9wG9PTBmezUiwrpj0UWKyAHltmI9+f1wvzXiFi8kpZU1BHA9ATxsPNxffDDP9TkOVja7iBOnbex817WB2vCu7RzpL0R5vMMSAzEeqgnSTd2BwAT5vS8Ooc26KgUkCr+uw/1wN1XIeFCopJFLa1YCmW+x28wr3oHBMWaCRKfD1ycL3/3Qwsy/C0k2E9KJaSZVYRs0Q8x4HnU736747AGTgeWSiArlQd9tvv/AEx2BTGwi92X5WJFjSRpGWtO6gkjYftgXrs8byq3ibFFIci9wW5HvRwyjzAWFIzHrDKhII/4Rx69sKs8SjqsR0AqL2BoanJ59DjQ+wZxdB3Rel0BmcxIYwpVom2otuQSKNihsu1+uK+rJ4SmQVNDKSznggk2QCpIHPHODoY0zUH4eNwrxU5LEUasE8jY2PWuwN4pz0Igy4y5fW7EMB+Ugn+mKeknEU5aYwFo2qWCRqYVRP8AxKDww/T3w0liCARcrGunZ1TzGtyACWoUCR3GB0zCxZZcx4S+KzNGncJQ3IB7/wBMRLFyklamZQZFQ2RqGxocbV9D9RZYiVaZ7FkpJlOnSyxsQNRJ532I5H1wPDmWRxrjUFaW21eQdjs1/vhjkcyuXQq/ka9gQwJ9DVdxtgQwNNI5A0nbUD2Unk+453rbCJuwuqTTL2j1yfhohcryq8jFttQ9NhZPzE8el43eclly0KLIwWNUWNWSj4jad+boWDvtsO+MJ0vMJHm4sw58klNtza+VuNt2F7c3jWfFZDJFKJA8ZJYRCiBsRd39R9b9Dgy7DxpOkxGeoZyZApkGg+WkOkHjgAC8W5bqmbgTysHUdnNg37cgYjlhrUBfLRoLY5/W99hic8ZWE2LFCxXO312+mEydnZ/HFuq0aDouYeWFFCrIvh6DQoxvpNj008VtxjB56M6PBKlJYpnlda5UhRa+pXTuPQ3vvja/AUkml9AqHyXXzX7e3fGU+NUMmedlYFVJLNeygUOf298PHs5XFJteEpcy0pL6L1UbWgPrX98VLnNV1KDK4IJ825OxF1W/HpicUtxsoohgPrpG5qvp+l4lNll0GlXTXN/veBaXZ1cs3F0kqSBpcw5j8MMuzat0F37n0q8SyGZMWrNzkDVGyRRry97WOSqDc2ecXTZlnVXIC7VQ9BwT9bwrPTpSVn0LJCbClnUAUSNNsRRHNffDIjzRioqSXZZkoR+HEk021gJHudQB39KA+94KzWfYZWNgtMfKyadkUfm01trGx7Y7onTxNmP4p8qrSiN0kqj30aq2uthZoYcJ1dppmhdAI3BDdqG/6e47Yz7OeMMlZjJ5n0L5joOwF7bb1++HWWUxIGJI1KCFuu3O3N4B6kpiaWBGXw9ZpXIDD7e/b2rDTKZ1nMUfhLoVFUu3ehuB7nbjfbCz6H42toHymXeeUhELME1EA78gbXv3x2GHRKGYmrX/ACjtH838xOPt+147C2O5tOqKcrM1xLLExjKppez/AIR6drvCn4iNzAMDQFAX2DPtv9cPcv1NlijXsFWvbYYT/EERaYkjlQwCDtZ7b97OBD7bGmmo02WSZmPVA5hTTuAqHluAxG1ldtu+B85NAXcMNNEjYd+523AvesM/g2NTHIU3lHzBhwN6o+/J+mK/inJ/yyQBJXygbsPX3IxVdnJmr0eZjJkZGDxVbSZGZ27qDWlq98LOn5lonk8Eh072ALHY+o78YY9OzpngjgjkbxUZiEbcSKRsoPFqBwcU5voTxkOwKxn5whLFW7Bgt0T+mCNPvQVPLE+XSRAQiyHWFHm+Vff1vfjA2Yz6N4rRMQ0lBrqgPvvxtWK16U0soiy2rzbSAXS+5NcffEetZR43GXMYTSbDA3qHchu4O+Ath3I9zkX8HLGOmIRjXcjWeP04xqvhnqi5vTl2joKjIxF6iApIH9sIpMlIkWXlC7ICIj/i3JIbf1v02xVmutyORNGgilB0sUaga9q1A/fGHwcdM0b/AA8yKXy4bSgtl/MPXet/X19sDL0WWRUaYtGrrdt823oP86wR8NfHSrG8WZL6rssN7vkb8D398GdQ+OoPwxVA3iEUqkAlD7EjcjscJu+ii5JqOJ5mZ0yUUQlZmDQnTW1E8k3yTq/YYx0kTS5Vim95glQeWCoBQ9SLO31wVN8QHMsrZo6tPlVSgrf2UAE9t8EdSyk3g6QBq8UyIuxCx6AoA2oURwMMtdkZp1QD0TNoVCaakWl3O7NZ4B4rDKHLNTRgMSA2pew0/Nt33xnJcwswJk8soJ86gAkVtqAABIPcAGq5xHISSUTHI4kG40k2SduRxd/fDUOuX4pNWG9UzoEa+HIjOWoqAbqtj9DxWL+jRBcpnVlJH8osq8r5z24usCdDd4jqjvx/MK2IvarBQgd++/t3b9OaL8Nm/GdnkYK0zL666UDbkG7xmDOU3bEuX8XKSa1Ioir2II2IsEGu33xo3+IYxCJ1gMfiEqJKBpu/vt698ZhHHhHU5aTYIpogi9ge9jn0xo8zkphl49cYtCPFQDbwlNihekMd7K0cBipyWkZnqELFmkkYtIzXdghtxRB7isNY4mdUIsgKAa/Ka/0xX8QRxLHH4TAA1Sgk2Dvag/L77849y0YkRULMBQJoc7Dv7e2BLofi1ZKGOMyDxT5Cu5A/THYN6RHD4rKxUosApmUPRDqLpgRe5HHfHuEyRpclMnksoHy/lkCOK033oVX7VhVmM3Kk0bMoZwgVq2sW4uxtdd8MooZDGgrYCub5JI34vAvVJCsqI1m0VaAsg6n7bHtgQ1Ipyr4ZE4c2yzK6xtGSKchrB502ABsO+94XdU8aaYtqLaDV+hB3r2vBmeWSAxgsKZwON19QduabAxzJLTgE0rsTQ/KWO+3b3xVdnJ+yo9SWN4pok0yxncflau/qD2xt8/1X8MgmWPX4teTUV0jQH9d9yf0xmvh7pi5mTxXK+FGVUj/Ee1/8OBvjHq0jTldJjWJiFX3Fb+nFfYj1wWrNf5NVnPiGMQLI0cgEihmVHF1/2huL5rf9cZHrXWPxcsSogjRBSWSTQ33IHev984ty/VYnkhA1xrX8RSbUsea9NXrgr4m6bl0hLAaHU+Ueo9P64XSY1+oCz04VNOqybCAXtXPNVzgdYhGq6zZZrO/F/wCVXj3p+WWZ8rE1gMW1Ec8/6Y+gZv4by0afy0KKLJbnBbSRTOUtnz6WMeJ5FfXYFchhfPy+ld9vft2diAchjWg7AAebbYjzXufb9cMfx27ooLEEqAFvYsfQ8eGDviLyacwuXUgBXCAad6JHc73ucbJiZekYOmyqBLGquVb5aJOwBNjjbUO/ONF+JJUeZCaLHY/oCOB9cXZb4Zkijc5Z2BI1aZN1b9u+Mrks1phLSnjNAMO28b3txV1ibWYZSaZf8JZaPM5x2dBaoXjjB2Z1qh6kd6w6znRJCzT5MIHl2kV3UCOuQARuCe/b0xns109fFifKSrZYAENWlvX2H19cNOgZ/qE8hRpmCodyVBs3VA6SN8UetiU6Luk/DrZZWOZILSHyxxsDXqxYA0R2Awv6309crEsMWqV8yokZiCKRTagKO5N2TjS9Czb5iSeKVzIkckarsB9boDe9j9MZg9UnbNT0gkbVpBI+VRdAdgNsZbY1tIW+KkcySTKGa940AAUVtZutXB0/qca8ZB/G/ENIpiMRbwixHb5eKxjs0CJHlcW4Ow7BrHPrXphpl8wr5IllYjVoIvlzuHvm62rjGkgwnWmLDO0qyFUCxaywPOiz8o9bOGKeH4MSiQByBqDHufQD784C6jmmMKgRhRsLHsd+/ri/psEa6JJBbGiKPHbcYWXQ8P0XdMzSQTMzoXXwypHuWUi7/wCX09MdiOcjTxCSmpCLoGu+2OwErRV8Sbug7omSmGiaM2vdSaB3Njg/rgbrRIzQYBdhZDLqW7fscF9NzTJGFO622x4Fk/fEutEeIjk7OlChuaPtQvnCRvIooRSqXQk6hmpJZFBAYgHSoWt/UDvt352xVkpWSXUv8Nqogrd3zscM+kZ4QZgs1sp21E1p96HJ5A3HOK+p9RSXMKY+AALKga/c7Cz23xXZz6yx8sr+Gs7Jlsw0ezxttIp4PoduDffFPxN1jxpWWRdkGiMA/J6mybJNAWewHoMSzWQEhJikXygl3B+9Hvf9MGZHN/KSkb+Xcum4Yfl52H5h9Thr9JyhcsUDyZCGAKjedmoSEcVZ49GojEeqqEdCZDq8MBNQDKRXfsDuR+mGsvQWlVXUCmuq/IAe/r/sDAkuSh38VBIeLV2Wq5ABseu22FyTYZcMooCyWSQvlxK5jAVi1mjsx4Pri7r2ZEkgy8cxMQ3JdibYk7WT2FffHkmRR5o4TQVYzqoliLN0W3pwKskAewwXlstDHNH4So6FrlO7hUIXTZawDeq6rgdqwf2LGxbkoT4yxQLYBXxGG9i97PAX2/rgjqfTHkzUyj+G4JYE8MNhsRyd+RjcZfJwQSPPEvh6l0nTWmruwK5+m2K8/lY8xJG7szeHdKpK3vRt13+1D64nmrGxVUJeldVzaweENBaJaZXFkgixuD2Hr6Yyps5U3sTmd+1eT/U4fZbIRvNmkglMDRtUelixlo1vqbud7GF3TYpHimjEZeZHD+bt5dJau5HofUc1WKLROTb0UZHIyhgnhtR1ENpIArckkiuBz9MSshRI0bCIkUd7JBBPButjzi/LPOXDZhZBCp/iFS2wba9ybGrf/TbG66rBlxln1geHVjSNzfp7nBvZnJpJGY/6NM4qCfu2pGCjkgHevpiHWMi2WeTMxFZIZbIYmird1r1s/thJFFJG1JG6ShrVqAIuiBfPFc4K+Lc+8ukSSksgH8MjhjztQr739cCthYJns00gEkilYv3Y3ZA/TnF2XnK5AlV28e9xY4xosn8O5WbJxHVIHK/MHJCN3tD6+n6YOmzqrF+HtAgjEZ8o5I+b64DmloaPG2Zjr8mhIxs2tFbbkWL3xLLIphBBKhQAWP740OX+E8vLD4aFxIiAiQuTqrfdflUXtXpjKXSiJlJFgnS9X67VhbyVIpx1GwrIxxyyUHIURklqvcMB9e+Oxd0lY45tqA8IgeIattSnc/TVjsED5Jph/R5GEUhQISpOzKTYB9u+AutdV8cxOErQSCqg8AqbA9g291xgnpWYZVYofzn9NuPXAHxVMymOQUCdXA2vyCx9qxNfcpyJ4qVkM9Kni+Cnm1D0N3zpIoUaxWrolh1I0rYpTZPcA1W3cnbC1ZAJFIO7Muqvc7/rhtlc5Gs86Zi1BYhGA+XzHe/QbGsWaJfySqijpGVjMjBvNqbZt9DL6ci99qIwzilYyFZKUqwohfSxfG9f3OM9LI9EoRcbWdA7/wCJfY4f6WsMdTKFHma9nNarPrsRQ9MaXQOKSU02aeAKIjpkdr4Yr8v0FYy+cjCvq1BgPTayft82L8xnGArUF0dgfX+5wA50spJ82qq59r9DRxKMWnZ18mCi6d2EZaAB0zGXsN8skdUHv5jqJ0/bE/hzq7DMyQQQonimgsnCEc/Ue2KxFPPP4CBEWE07rYHseNV+2KJsqcpMHZitgGKUA0+5vkfY3itWcKdOzedRyzFQB5WU7HsGHeu49sV5aBlvYM8l7cAk9uOOAcZ3oPWZxOsuYqW1CJZ8wVmAugK3sd/THvXeuZpJDPlU0RlaaiGvSSAdPIr29cQwd0UUl2B9f6hl3mRJYnhMClHSLlmFeUMOBteo4C+HJcycwZ4Yia5XjUvpZ2J/c4r6Ll5czmGmFl7MjMiWBz2457Yf/DfxnepJVJe6ARaLH0r29TjoVLQk7qzRZ6YlFfR4YZfMrAX9CO+A48wzN5QCp+axf02wfn0qm21EXpO5H/8AMLMtGWLFt3JsFTvXp745Zt2dXCoOAbms60UWsR+LIxpQgs37ntxj5d1KWQZhnlXz6rIO/wBsfVY5xDD4vncfmC71vzXtjFdf+JFll0wwpKSNItCSfoOcdHG9bOSbWboe5LO/iYzMuXEaHStiiWcew7AaqJ3vAj9KJlANk72rbn7dhvhPlep5jLQGKFvDI1F1K0wsXfrfoORzxhl/6SoMlZg3P8MehNXqDc2Dv63hZQd2UhyUMM91x8nAD4WoSLoV73D72Cv+GqrGfyrR1EzSBZCq7EHe9xx9/wBcS691p3hjjkkWR1ALSADStjZR6sRuT9cU9GjjjZJZCbAFAcVQ3PfAccUGLcnonLo8YrJYXe9Pre3I4x2C+n6JMxMZmVVEeoM10LcAenrX3x2CmGXJToj07qEKKI5tQBdtOn8p23OLviCWKPMQ66MS3WrcbiM8fU4j0nMRrC4khEhZzV+wAq/SsC/FL34TxhRQbyEbChGNPPm2/rhVH5WUnLtP/A86h0fL+F4qxpY3BUAckb7c4TdEyn4uaeGVmMcbkov+G3N/qNsUPmVVoguZZlkUgxm6jattQ7qDW2xx4OpCJJ5YbSUOiu2xDerBa8tmz3v2wyTqjjbYZ1/p0eXeM5cLG/mvcmx6EXxeFIleRY2kzFebUVdm81OQD+xH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