tag:blogger.com,1999:blog-108941682011-12-20T00:21:49.535+02:00مدينة دمياط الجديدة ** New Demaitta ** مدينة سكنية * منطقة ساحلية * شاليهات * ميناء دمياط البحري * منطقة صناعية واعدة * جامعة دمياط المستقبل *ابراهيم ابراهيم مرعيhttp://www.blogger.com/profile/11967395572370705948noreply@blogger.comBlogger181100tag:blogger.com,1999:blog-10894168.post-11545202399802382882011-12-20T00:21:00.000+02:002011-12-20T00:21:49.542+02:00<div dir="rtl" style="text-align: right;" trbidi="on"><title>التحويلات الهندسية - GeoGebra ورقة عمل تفاعلية</title><style type="text/css"><!--body { font-family:Arial,Helvetica,sans-serif; margin-left:40px }--></style><br /><table border="0" style="width: 1336px;"><tbody><tr><td><h2>التحويلات الهندسية</h2><applet archive="geogebra.jar" code="geogebra.GeoGebraApplet" codebase="http://jars.geogebra.org/webstart/4.2/unsigned/" height="614" name="ggbApplet" width="1336"> <param name="ggbBase64" 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/> <param name="image" value="http://www.geogebra.org/webstart/loading.gif" /> <param name="boxborder" value="false" /> <param name="centerimage" value="true" /> <param name="java_arguments" value="-Xmx512m -Djnlp.packEnabled=true" /> <param name="cache_archive" value="geogebra.jar, geogebra_main.jar, geogebra_gui.jar, geogebra_cas.jar, geogebra_algos.jar, geogebra_export.jar, geogebra_javascript.jar, jlatexmath.jar, jlm_greek.jar, jlm_cyrillic.jar, geogebra_properties.jar" /> <param name="cache_version" value="4.1.30.0, 4.1.30.0, 4.1.30.0, 4.1.30.0, 4.1.30.0, 4.1.30.0, 4.1.30.0, 4.1.30.0, 4.1.30.0, 4.1.30.0, 4.1.30.0" /> <param name="framePossible" value="false" /> <param name="showResetIcon" value="false" /> <param name="showAnimationButton" value="true" /> <param name="enableRightClick" value="false" /> <param name="errorDialogsActive" value="true" /> <param name="enableLabelDrags" value="false" /> <param name="showMenuBar" value="false" /> <param name="showToolBar" value="false" /> <param name="showToolBarHelp" value="false" /> <param name="showAlgebraInput" value="false" /> <param name="useBrowserForJS" value="true" /> <param name="allowRescaling" value="true" />This is a Java Applet created using GeoGebra from www.geogebra.org - it looks like you don't have Java installed, please go to www.java.com</applet><br /><span style="font-size: small;">Ebraheem Maree, Created with <a href="http://www.geogebra.org/" target="_blank">GeoGebra</a></span></td></tr></tbody></table><script type="text/javascript">var ggbApplet = document.ggbApplet;function ggbOnInit() {}</script></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10894168-1154520239980238288?l=eemaree.blogspot.com' alt='' /></div>ابراهيم ابراهيم مرعيhttp://www.blogger.com/profile/11967395572370705948noreply@blogger.com0tag:blogger.com,1999:blog-10894168.post-55475167272609430582011-11-16T00:15:00.000+02:002011-11-16T00:15:31.266+02:00<div dir="rtl" style="text-align: right;" trbidi="on"><title>إثبات عملي لنظرية فيثاغورث - GeoGebra ورقة عمل تفاعلية</title><style type="text/css"><!--body { font-family:Arial,Helvetica,sans-serif; margin-left:40px }--></style><br /><table border="0" style="width: 1350px;"><tbody><tr><td><h2>إثبات عملي لنظرية فيثاغورث</h2><applet archive="geogebra.jar" code="geogebra.GeoGebraApplet" codebase="http://jars.geogebra.org/webstart/4.2/unsigned/" height="614" name="ggbApplet" width="1350"> <param name="ggbBase64" 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/> <param name="image" value="http://www.geogebra.org/webstart/loading.gif" /> <param name="boxborder" value="false" /> <param name="centerimage" value="true" /> <param name="java_arguments" value="-Xmx512m -Djnlp.packEnabled=true" /> <param name="cache_archive" value="geogebra.jar, geogebra_main.jar, geogebra_gui.jar, geogebra_cas.jar, geogebra_algos.jar, geogebra_export.jar, geogebra_javascript.jar, jlatexmath.jar, jlm_greek.jar, jlm_cyrillic.jar, geogebra_properties.jar" /> <param name="cache_version" value="4.1.21.0, 4.1.21.0, 4.1.21.0, 4.1.21.0, 4.1.21.0, 4.1.21.0, 4.1.21.0, 4.1.21.0, 4.1.21.0, 4.1.21.0, 4.1.21.0" /> <param name="framePossible" value="false" /> <param name="showResetIcon" value="false" /> <param name="showAnimationButton" value="true" /> <param name="enableRightClick" value="false" /> <param name="errorDialogsActive" value="true" /> <param name="enableLabelDrags" value="false" /> <param name="showMenuBar" value="false" /> <param name="showToolBar" value="false" /> <param name="showToolBarHelp" value="false" /> <param name="showAlgebraInput" value="false" /> <param name="useBrowserForJS" value="true" /> <param name="allowRescaling" value="true" />This is a Java Applet created using GeoGebra from www.geogebra.org - it looks like you don't have Java installed, please go to www.java.com</applet><br /><span style="font-size: small;">Ibraheem Marei, Created with <a href="http://www.geogebra.org/" target="_blank">GeoGebra</a></span></td></tr></tbody></table><script type="text/javascript">var ggbApplet = document.ggbApplet;function ggbOnInit() {}</script></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10894168-5547516727260943058?l=eemaree.blogspot.com' alt='' /></div>ابراهيم ابراهيم مرعيhttp://www.blogger.com/profile/11967395572370705948noreply@blogger.com0tag:blogger.com,1999:blog-10894168.post-17036246586033039182011-10-26T21:11:00.001+02:002011-10-26T21:11:34.543+02:00<div dir="rtl" style="text-align: right;" trbidi="on"><br /><br /><br /><title>GeoGebra ورقة عمل تفاعلية</title><br /><br /><br /><style type="text/css"><!--body { font-family:Arial,Helvetica,sans-serif; margin-left:40px }--></style><br /><br /><br /><table border="0" style="width: 1350px;"><tbody><tr><td><br /><br /><applet archive="geogebra.jar" code="geogebra.GeoGebraApplet" codebase="http://jars.geogebra.org/webstart/4.2/unsigned/" height="614" name="ggbApplet" width="1350"><br /><br /><param name="ggbBase64" 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/> <param name="image" value="http://www.geogebra.org/webstart/loading.gif" /> <param name="boxborder" value="false" /> <param name="centerimage" value="true" /> <param name="java_arguments" value="-Xmx512m -Djnlp.packEnabled=true" /> <param name="cache_archive" value="geogebra.jar, geogebra_main.jar, geogebra_gui.jar, geogebra_cas.jar, geogebra_algos.jar, geogebra_export.jar, geogebra_javascript.jar, jlatexmath.jar, jlm_greek.jar, jlm_cyrillic.jar, geogebra_properties.jar" /> <param name="cache_version" value="4.1.15.0, 4.1.15.0, 4.1.15.0, 4.1.15.0, 4.1.15.0, 4.1.15.0, 4.1.15.0, 4.1.15.0, 4.1.15.0, 4.1.15.0, 4.1.15.0" /> <param name="framePossible" value="false" /> <param name="showResetIcon" value="false" /><br /><param name="showAnimationButton" value="true" /> <param name="enableRightClick" value="false" /> <param name="errorDialogsActive" value="true" /> <param name="enableLabelDrags" value="false" /> <param name="showMenuBar" value="false" /> <param name="showToolBar" value="false" /> <param name="showToolBarHelp" value="false" /> <param name="showAlgebraInput" value="false" /> <param name="useBrowserForJS" value="true" /><br /><param name="allowRescaling" value="true" />This is a Java Applet created using GeoGebra from www.geogebra.org - it looks like you don't have Java installed, please go to www.java.com<br /></applet><br /><span style="font-size: small;">Ibraheem Marei, Created with <a href="http://www.geogebra.org/" target="_blank">GeoGebra</a></span></td></tr></tbody></table><script type="text/javascript">var ggbApplet = document.ggbApplet;function ggbOnInit() {}</script><br /><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10894168-1703624658603303918?l=eemaree.blogspot.com' alt='' /></div>ابراهيم ابراهيم مرعيhttp://www.blogger.com/profile/11967395572370705948noreply@blogger.com0tag:blogger.com,1999:blog-10894168.post-52246607768195014392011-10-07T03:34:00.000+02:002011-10-07T03:34:35.078+02:00<div dir="rtl" style="text-align: right;" trbidi="on"><br /><br /><br /><title>مفهوم اختصار الكسور - GeoGebra ورقة عمل تفاعلية</title><br /><br /><br /><style type="text/css"><!--body { font-family:Arial,Helvetica,sans-serif; margin-left:40px }--></style><br /><br /><br /><table border="0" style="width: 1000px;"><tbody><tr><td><br /><h2>مفهوم اختصار الكسور</h2><br /><br /><br /><applet archive="geogebra.jar" code="geogebra.GeoGebraApplet" codebase="http://jars.geogebra.org/webstart/4.2/unsigned/" height="579" name="ggbApplet" width="1000"><br /> <param name="ggbBase64" 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/> <param name="image" value="http://www.geogebra.org/webstart/loading.gif" /> <param name="boxborder" value="false" /> <param name="centerimage" value="true" /> <param name="java_arguments" value="-Xmx512m -Djnlp.packEnabled=true" /> <param name="cache_archive" value="geogebra.jar, geogebra_main.jar, geogebra_gui.jar, geogebra_cas.jar, geogebra_algos.jar, geogebra_export.jar, geogebra_javascript.jar, jlatexmath.jar, jlm_greek.jar, jlm_cyrillic.jar, geogebra_properties.jar" /> <param name="cache_version" value="4.1.11.0, 4.1.11.0, 4.1.11.0, 4.1.11.0, 4.1.11.0, 4.1.11.0, 4.1.11.0, 4.1.11.0, 4.1.11.0, 4.1.11.0, 4.1.11.0" /><br /> <param name="framePossible" value="false" /> <param name="showResetIcon" value="false" /> <param name="showAnimationButton" value="true" /> <param name="enableRightClick" value="false" /> <param name="errorDialogsActive" value="true" /> <param name="enableLabelDrags" value="false" /> <param name="showMenuBar" value="false" /> <param name="showToolBar" value="false" /> <param name="showToolBarHelp" value="false" /><br /> <param name="showAlgebraInput" value="false" /> <param name="useBrowserForJS" value="true" /> <param name="allowRescaling" value="true" />This is a Java Applet created using GeoGebra from www.geogebra.org - it looks like you don't have Java installed, please go to www.java.com<br /></applet><br /><span style="font-size: small;">ibraheem maree, Created with <a href="http://www.geogebra.org/" target="_blank">GeoGebra</a></span></td></tr></tbody></table><script type="text/javascript">var ggbApplet = document.ggbApplet;function ggbOnInit() {}</script><br /><br /><br /><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10894168-5224660776819501439?l=eemaree.blogspot.com' alt='' /></div>ابراهيم ابراهيم مرعيhttp://www.blogger.com/profile/11967395572370705948noreply@blogger.com0tag:blogger.com,1999:blog-10894168.post-83353879419557076212011-09-22T12:41:00.001+02:002011-09-22T12:41:09.855+02:00<div dir="rtl" style="text-align: right;" trbidi="on"><br /><br /><br /><title>حالات تطابق المثلثات - GeoGebra ورقة عمل تفاعلية</title><br /><br /><br /><style type="text/css"><!--body { font-family:Arial,Helvetica,sans-serif; margin-left:40px }--></style><br /><br /><br /><table border="0" style="width: 1000px;"><tbody><tr><td><br /><h2>حالات تطابق المثلثات</h2><br /><applet archive="geogebra.jar" code="geogebra.GeoGebraApplet" codebase="http://jars.geogebra.org/webstart/4.2/unsigned/" height="550" name="ggbApplet" width="1000"><br /> <param name="ggbBase64" 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" /> <param name="image" value="http://www.geogebra.org/webstart/loading.gif" /> <param name="boxborder" value="false" /> <param name="centerimage" value="true" /> <param name="java_arguments" value="-Xmx512m -Djnlp.packEnabled=true" /> <param name="cache_archive" value="geogebra.jar, geogebra_main.jar, geogebra_gui.jar, geogebra_cas.jar, geogebra_algos.jar, geogebra_export.jar, geogebra_javascript.jar, jlatexmath.jar, jlm_greek.jar, jlm_cyrillic.jar, geogebra_properties.jar" /> <param name="cache_version" value="4.1.11.0, 4.1.11.0, 4.1.11.0, 4.1.11.0, 4.1.11.0, 4.1.11.0, 4.1.11.0, 4.1.11.0, 4.1.11.0, 4.1.11.0, 4.1.11.0" /> <param name="framePossible" value="false" /> <param name="showResetIcon" value="false" /> <param name="showAnimationButton" value="true" /> <param name="enableRightClick" value="false" /> <param name="errorDialogsActive" value="true" /> <param name="enableLabelDrags" value="false" /> <param name="showMenuBar" value="false" /> <param name="showToolBar" value="false" /> <param name="showToolBarHelp" value="false" /> <param name="showAlgebraInput" value="false" /> <param name="useBrowserForJS" value="true" /> <param name="allowRescaling" value="true" />This is a Java Applet created using GeoGebra from www.geogebra.org - it looks like you don't have Java installed, please go to www.java.com<br /></applet><br /><span style="font-size: small;">Ebraheem maree, Created with <a href="http://www.geogebra.org/" target="_blank">GeoGebra</a></span></td></tr></tbody></table><script type="text/javascript"> var ggbApplet = document.ggbApplet;function ggbOnInit() {} </script><br /><br /><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10894168-8335387941955707621?l=eemaree.blogspot.com' alt='' /></div>ابراهيم ابراهيم مرعيhttp://www.blogger.com/profile/11967395572370705948noreply@blogger.com0tag:blogger.com,1999:blog-10894168.post-4171966904753007192011-06-20T02:33:00.000+02:002011-06-20T02:33:41.834+02:00<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> <html xmlns="http://www.w3.org/1999/xhtml"> <head> <title>&#1605;&#1601;&#1575;&#1607;&#1610;&#1605; &#1607;&#1606;&#1583;&#1587;&#1610;&#1577; - GeoGebra &#1608;&#1585;&#1602;&#1577; &#1593;&#1605;&#1604; &#1578;&#1601;&#1575;&#1593;&#1604;&#1610;&#1577;</title> <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> <meta name="generator" content="GeoGebra" /> <style type="text/css"><!--body { font-family:Arial,Helvetica,sans-serif; margin-left:40px }--></style> </head> <body> <table border="0" width="749"> <tr><td> <h2>&#1605;&#1601;&#1575;&#1607;&#1610;&#1605; &#1607;&#1606;&#1583;&#1587;&#1610;&#1577;</h2> <p> </p> <applet name="ggbApplet" 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<param name="image" value="http://www.geogebra.org/webstart/loading.gif" /> <param name="boxborder" value="false" /> <param name="centerimage" value="true" /> <param name="java_arguments" value="-Xmx512m -Djnlp.packEnabled=true" /> <param name="cache_archive" value="geogebra.jar, geogebra_main.jar, geogebra_gui.jar, geogebra_cas.jar, geogebra_export.jar, geogebra_properties.jar" /> <param name="cache_version" value="3.2.47.0, 3.2.47.0, 3.2.47.0, 3.2.47.0, 3.2.47.0, 3.2.47.0" /> <param name="framePossible" value="false" /> <param name="showResetIcon" value="false" /> <param name="showAnimationButton" value="true" /> <param name="enableRightClick" value="false" /> <param name="errorDialogsActive" value="true" /> <param name="enableLabelDrags" value="false" /> <param name="showMenuBar" value="false" /> <param name="showToolBar" value="false" /> <param name="showToolBarHelp" value="false" /> <param name="showAlgebraInput" value="false" /> <param name="allowRescaling" value="true" /> This is a Java Applet created using GeoGebra from www.geogebra.org - it looks like you don't have Java installed, please go to www.java.com </applet> <p> </p> <p><span style="font-size:small">&#1575;&#1576;&#1585;&#1575;&#1607;&#1610;&#1605; &#1605;&#1585;&#1593;&#1610;, &#1573;&#1606;&#1578;&#1575;&#1580; <a href="http://www.geogebra.org/" target="_blank" >GeoGebra</a></span></p></td></tr> </table></body> </html> <div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10894168-417196690475300719?l=eemaree.blogspot.com' alt='' /></div>ابراهيم ابراهيم مرعيhttp://www.blogger.com/profile/11967395572370705948noreply@blogger.com0tag:blogger.com,1999:blog-10894168.post-63619211568764714522011-02-09T01:32:00.000+02:002011-02-09T01:32:39.695+02:00<div dir="rtl" style="text-align: right;" trbidi="on"><strong><span style="font-size: large;">هؤلاء هم شباب مصر الثائر ضد (الفساد - المحسوبية - الرشوة&nbsp;و ......... )</span></strong><br /><strong><span style="font-size: large;">هؤلاء شهداء التحرير ضحوا بدمائهم لنرفع جميعا رؤوسنا&nbsp;في عزة وشموخ تحية لهم وعزائي لاهليهم.</span></strong><br /><strong><span style="font-size: large;">هؤلاء الذين خرجوا من كل صوب ليفاجئوا العالم بثورة عارمة بكل المقاييس ليقولوا نحن الشباب المصري النابض .</span></strong><br /><strong><span style="font-size: large;">هؤلاء الذين علموا أجيالا كيف تصحوا الشعوب من كبوتها وكيف&nbsp;</span><span style="color: #b45f06; font-size: x-large;">يفسفس</span><span style="font-size: large;"> الشباب ليخلق ثورة .</span></strong><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10894168-6361921156876471452?l=eemaree.blogspot.com' alt='' /></div>ابراهيم ابراهيم مرعيhttp://www.blogger.com/profile/11967395572370705948noreply@blogger.com0tag:blogger.com,1999:blog-10894168.post-63831340579176132512011-01-10T12:27:00.001+02:002011-01-11T00:37:57.061+02:00<div dir="rtl" style="text-align: right;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><object width="320" height="266" class="BLOG_video_class" id="BLOG_video-d48a0452590192d2" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"><param name="movie" value="http://www.youtube.com/get_player"><param name="bgcolor" value="#FFFFFF"><param name="allowfullscreen" value="true"><param name="flashvars" value="flvurl=http://v12.nonxt1.googlevideo.com/videoplayback?id%3Dd48a0452590192d2%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1330393575%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D54571ACB2A9746B03776A3542E0FBA173BFE5E26.79BF95808143BEB1A256791AF534A347DD0C5B8C%26key%3Dck1&amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3Dd48a0452590192d2%26offsetms%3D5000%26itag%3Dw160%26sigh%3Ds_gmJGr4FwG0WkM4aw4cpH-Yyco&amp;autoplay=0&amp;ps=blogger"><embed src="http://www.youtube.com/get_player" type="application/x-shockwave-flash"width="320" height="266" bgcolor="#FFFFFF"flashvars="flvurl=http://v12.nonxt1.googlevideo.com/videoplayback?id%3Dd48a0452590192d2%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1330393575%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D54571ACB2A9746B03776A3542E0FBA173BFE5E26.79BF95808143BEB1A256791AF534A347DD0C5B8C%26key%3Dck1&iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3Dd48a0452590192d2%26offsetms%3D5000%26itag%3Dw160%26sigh%3Ds_gmJGr4FwG0WkM4aw4cpH-Yyco&autoplay=0&ps=blogger"allowFullScreen="true" /></object></div>هذه باكورة أعمالي في الهندسة الفراغية بواسطة برنامج geogebra 3d وهي نظرية من نظريات الهندسة الفراغية والتي فيها<br /><span style="font-size: large;"><strong>" إّذا قطع مستو مستويان متوازيان كان خطي التقاطع متوازيان" .</strong></span></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10894168-6383134057917613251?l=eemaree.blogspot.com' alt='' /></div>ابراهيم ابراهيم مرعيhttp://www.blogger.com/profile/11967395572370705948noreply@blogger.com0tag:blogger.com,1999:blog-10894168.post-43423904568680152232010-12-03T02:41:00.000+02:002010-12-03T02:41:47.273+02:00<div dir="rtl" style="text-align: right;" trbidi="on"><div style="text-align: center;"><strong><span style="font-family: &quot;Trebuchet MS&quot;, sans-serif; font-size: x-large;">وفاء تلميذ لمعلمه</span></strong></div><div style="text-align: center;"><span style="font-size: large;">أمانة حملها المعلم واستوعبها التلميذ وعندما أصبح هذا التلميذ أميرا شيخا لدولة قطر وعندما علم بوفاة معلمة آثر أن يزورة في بيته وترك عملة ومسئولياته وركب طائرته لينزل معزيا لاسرة المعلم بمصر ويعود ليزف للبشرية والعالم أجمع أجمل آيات الوفاء للمعلم.</span></div><div style="text-align: center;"><span style="font-size: large;"><strong>تحية لهذا المعلم الذي ربي وعلم هذا التلميذ .</strong></span></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10894168-4342390456868015223?l=eemaree.blogspot.com' alt='' /></div>ابراهيم ابراهيم مرعيhttp://www.blogger.com/profile/11967395572370705948noreply@blogger.com0tag:blogger.com,1999:blog-10894168.post-35764849857575020842009-11-18T01:24:00.002+02:002010-01-03T01:43:18.916+02:00<div dir="rtl" style="text-align: right;" trbidi="on"><div style="text-align: center;"><b><span style="font-size: large;">كم انت عظيمة يامصر برجالك وبرغم المحن قادرة علي النهوض مرة أخري <br /><span style="color: #cc0000;">شوفو</span> معي عظمة المصريين في الالتحام لمناصرة فريق كرة القدم من الطفل <br />الي الشيخ الكل في حب مصر .....<br />ويارب الكل يتكاتف لنهضة التعليم في مصر التي بدأتها الهيئة القومية<br />لضمان جودة التعليم والاعتماد والتي أجد فيها الامل إن شاء الله للصعود<br />مرة أخري لقمة الهرم التعليمي في الوطن العربي .<br /></span></b><br /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10894168-3576484985757502084?l=eemaree.blogspot.com' alt='' /></div>ابراهيم ابراهيم مرعيhttp://www.blogger.com/profile/11967395572370705948noreply@blogger.com0tag:blogger.com,1999:blog-10894168.post-10437138339442890432009-06-12T12:37:00.019+03:002011-11-06T14:39:01.923+02:00<div dir="rtl" style="text-align: right;" trbidi="on"><div dir="rtl" style="text-align: right;"><div class="MsoNormal" dir="rtl" style="text-align: center;"><b><span lang="AR-SA" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;; line-height: 115%;"><span style="color: #e06666; font-size: large;">الرياضيات التفاعلية والمحاكاة باستخدام geogebra</span></span></b></div><div class="MsoNormal" dir="rtl"><br /><b><span lang="AR-SA" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;; line-height: 115%;"><span style="background-color: #f1c232; font-size: large;">الي كل من يهمه الامر :</span></span></b></div><span style="font-size: large;"></span><br /><div class="MsoNormal" dir="rtl"><b><u><span lang="AR-SA" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;; font-size: large; line-height: 115%;">يسرني التعاون معكم من أجل رياضيات أفضل :</span></u></b><b><u><span lang="AR-SA" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;; line-height: 115%;"></span></u></b></div><span style="font-size: large;"></span><br /><div class="MsoNormal" dir="rtl"><b><span lang="AR-SA" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;; font-size: large; line-height: 115%;">1- تغيير أسلوب العرض التعليميى في القنوات التعليمية</span></b><b><span lang="AR-SA" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;; line-height: 115%;"><span style="font-size: large;"> .</span></span></b></div><span style="font-size: large;"></span><br /><div class="MsoNormal" dir="rtl"><b><span lang="AR-SA" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;; font-size: large; line-height: 115%;">2- استخدام طرق الشرح التفاعلي للرياضيات في المدارس</span></b><b><span lang="AR-SA" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;; line-height: 115%;"><span style="font-size: large;"> .</span></span></b></div><span style="font-size: large;"></span><br /><div class="MsoNormal" dir="rtl"><b><span lang="AR-SA" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;; font-size: large; line-height: 115%;">3- تدريب المعلمين علي استخدام البرنامج&nbsp; في تدريس المنهج المدرسي&nbsp;</span></b><b><span lang="AR-SA" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;; line-height: 115%;"><span style="font-size: large;">.</span></span></b></div><span style="font-size: large;"></span><br /><div class="MsoNormal" dir="rtl"><b><span lang="AR-SA" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;; font-size: large; line-height: 115%;">4- وضع المناهج الدراسية علي موقع الوزارة في صورة برامج تفاعلية .</span></b><b><span lang="AR-SA" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;; line-height: 115%;"></span></b></div><span style="font-size: large;"></span><br /><div class="MsoNormal" dir="rtl" style="text-align: center;"><b><span lang="AR-SA" style="color: blue; font-family: &quot;Arial&quot;,&quot;sans-serif&quot;; font-size: large; line-height: 115%;">ويسعدني التعاون معكم بخبرتي في ذلك المجال وخاصة أنه مسجل لي مجموعة كبيرة</span></b></div><div class="MsoNormal" dir="rtl" style="text-align: center;"><b><span lang="AR-SA" style="color: blue; font-family: &quot;Arial&quot;,&quot;sans-serif&quot;; font-size: large; line-height: 115%;">من الدروس التفاعلية في الرياضيات </span></b><b><span lang="AR-SA" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;; font-size: large; line-height: 115%;"><span style="color: blue;">تكاد تكون كل المناهج الدراسية للمراحل المختلفة </span>.</span></b></div><div align="center" class="MsoNormal" dir="rtl" style="text-align: center;"><b><span lang="AR-SA" style="color: #f1c232; font-family: &quot;Arial&quot;,&quot;sans-serif&quot;; font-size: large; line-height: 115%;">ابراهيم ابراهيم مرعي</span></b><b><span lang="AR-SA" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;; line-height: 115%;"></span></b></div><span style="color: #f1c232; font-size: large;"></span><br /><div align="center" class="MsoNormal" dir="rtl" style="text-align: center;"><b><span lang="AR-SA" style="color: #f1c232; font-family: &quot;Arial&quot;,&quot;sans-serif&quot;; font-size: large; line-height: 115%;">0124370583</span></b></div><div align="center" class="MsoNormal" dir="rtl" style="text-align: center;"><a href="mailto:eem_maree@yahoo.com"><b><span dir="ltr" style="line-height: 115%;">eem_maree@yahoo.com</span></b></a><b><span lang="AR-EG" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;; line-height: 115%;"></span></b></div><div style="text-align: center;"><b><u><span style="color: #810081;"><a href="https://geogebra-eg.wikispaces.com/Mr.Ebrahim">https://geogebra-eg.wikispaces.com/Mr.Ebrahim</a></span></u></b><br /><b><span dir="ltr" style="line-height: 115%;"><a href="http://eemaree.blogspot.com/">http://eemaree.blogspot.com</a></span></b> <br /><a href="http://www.geogebra.org/en/upload/index.php?&amp;direction=1&amp;order=mod&amp;directory=egypt_maree">http://www.geogebra.org/en/upload/index.php?&amp;direction=1&amp;order=mod&amp;directory=egypt_maree</a></div><div align="center" class="MsoNormal" dir="rtl" style="text-align: center;"><a href="http://eemaree.wikispaces.com/file/list"><b>http://eemaree.wikispaces.com/file/list</b></a></div><div align="center" class="MsoNormal" dir="rtl" style="text-align: center;"><b><span lang="AR-EG" style="font-family: &quot;Arial&quot;,&quot;sans-serif&quot;; line-height: 115%;"></span></b></div></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10894168-1043713833944289043?l=eemaree.blogspot.com' alt='' /></div>ابراهيم ابراهيم مرعيhttp://www.blogger.com/profile/11967395572370705948noreply@blogger.com1tag:blogger.com,1999:blog-10894168.post-44188530008914923682009-02-25T15:59:00.008+02:002011-06-25T02:42:33.934+02:00<div dir="rtl" style="text-align: right;" trbidi="on"> <div class="separator" style="clear: both; text-align: center;"> <strong>الحديقة المركزية بدمياط الجديدة وقت الغروب</strong></div> <div align="justify" class="separator" style="clear: both; text-align: center;"> <a href="http://1.bp.blogspot.com/_mC86H8aAQmM/S4QQCHVG4qI/AAAAAAAAAJM/xspsS3S2oEw/s1600-h/Photo0105.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" ct="true" src="http://1.bp.blogspot.com/_mC86H8aAQmM/S4QQCHVG4qI/AAAAAAAAAJM/xspsS3S2oEw/s320/Photo0105.jpg" /></a></div> <a href="http://4.bp.blogspot.com/_mC86H8aAQmM/SaVQdJwwz_I/AAAAAAAAAGc/ZJPj3FVfw9g/s1600-h/b930574214.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5306736197692870642" src="http://4.bp.blogspot.com/_mC86H8aAQmM/SaVQdJwwz_I/AAAAAAAAAGc/ZJPj3FVfw9g/s320/b930574214.jpg" style="display: block; height: 213px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><a href="http://2.bp.blogspot.com/_mC86H8aAQmM/SaVP7Dl2eEI/AAAAAAAAAGU/BngzIRsU0C8/s1600-h/d835e235fb.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5306735611920939074" src="http://2.bp.blogspot.com/_mC86H8aAQmM/SaVP7Dl2eEI/AAAAAAAAAGU/BngzIRsU0C8/s320/d835e235fb.jpg" style="cursor: hand; display: block; height: 213px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a></a></div> <div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10894168-4418853000891492368?l=eemaree.blogspot.com' alt='' /></div>ابراهيم ابراهيم مرعيhttp://www.blogger.com/profile/11967395572370705948noreply@blogger.com0tag:blogger.com,1999:blog-10894168.post-70567369347387674212009-02-08T12:25:00.008+02:002010-01-02T23:00:01.409+02:00<div dir="rtl" style="text-align: right;" trbidi="on"><span style="background-color: #f1c232; color: #351c75;">هذة صورة لمادة تفاعلية يمكن تغيرها باستخدام الفارة وتحريك أية نقطة لتتغير القياسات وتؤكد للطالب صدق النظريات التي درسها</span><a href="http://1.bp.blogspot.com/_mC86H8aAQmM/SbzgQL0iIpI/AAAAAAAAAG8/b36WswfAlw0/s1600-h/%D8%A7%D9%84%D8%B2%D8%A7%D9%88%D9%8A%D8%A9+%D8%A7%D9%84%D9%85%D9%85%D8%A7%D8%B3%D9%8A%D8%A9+%D9%88%D8%A7%D9%84%D9%85%D8%AD%D9%8A%D8%B7%D9%8A%D8%A9.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5313368229046002322" src="http://1.bp.blogspot.com/_mC86H8aAQmM/SbzgQL0iIpI/AAAAAAAAAG8/b36WswfAlw0/s400/%D8%A7%D9%84%D8%B2%D8%A7%D9%88%D9%8A%D8%A9+%D8%A7%D9%84%D9%85%D9%85%D8%A7%D8%B3%D9%8A%D8%A9+%D9%88%D8%A7%D9%84%D9%85%D8%AD%D9%8A%D8%B7%D9%8A%D8%A9.jpg" style="display: block; height: 229px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a> <br /><div><a href="http://rapidshare.com/files/195461688/__1575___1593"></a><br /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10894168-7056736934738767421?l=eemaree.blogspot.com' alt='' /></div>ابراهيم ابراهيم مرعيhttp://www.blogger.com/profile/11967395572370705948noreply@blogger.com0tag:blogger.com,1999:blog-10894168.post-89860333599906849532008-03-27T08:11:00.010+02:002010-03-23T13:34:03.989+02:00<div dir="rtl" style="text-align: right;" trbidi="on"><a href="http://1.bp.blogspot.com/_mC86H8aAQmM/R-s-4jjByEI/AAAAAAAAACA/Iy2-V2yT_HY/s1600-h/20080307667.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"></a><br /><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/_mC86H8aAQmM/S6im0eCArNI/AAAAAAAAAJk/rhuruZN4LPY/s1600-h/PICT0020.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/_mC86H8aAQmM/S6im0eCArNI/AAAAAAAAAJk/rhuruZN4LPY/s320/PICT0020.JPG" vt="true" /></a></div><a href="http://2.bp.blogspot.com/_mC86H8aAQmM/R-s-XzjByDI/AAAAAAAAAB4/lNewkAC8YI0/s1600-h/20080228536.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"></a><a href="http://2.bp.blogspot.com/_mC86H8aAQmM/S4QOh--oY4I/AAAAAAAAAJE/yVAIuoWyj8o/s1600-h/Photo0088.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" ct="true" src="http://2.bp.blogspot.com/_mC86H8aAQmM/S4QOh--oY4I/AAAAAAAAAJE/yVAIuoWyj8o/s320/Photo0088.jpg" /></a><br /><div class="separator" style="clear: both; text-align: center;"></div><img alt="" border="0" id="BLOGGER_PHOTO_ID_5182304374914926642" src="http://2.bp.blogspot.com/_mC86H8aAQmM/R-s-XzjByDI/AAAAAAAAAB4/lNewkAC8YI0/s320/20080228536.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;" /></a> </div><div style="text-align: center;"><a href="http://1.bp.blogspot.com/_mC86H8aAQmM/R-s7cjjByCI/AAAAAAAAABw/jlJQKnIyO98/s1600-h/%D8%B5%D9%88%D8%B1%D8%A9007.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5182301157984421922" src="http://1.bp.blogspot.com/_mC86H8aAQmM/R-s7cjjByCI/AAAAAAAAABw/jlJQKnIyO98/s400/%D8%B5%D9%88%D8%B1%D8%A9007.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;" /><span style="background-color: white; color: blue; font-size: large;"><strong>حفل تتويج رئيس اتحاد كلية التجارة بدمياط</strong></span></a><strong><span style="background-color: white; color: blue; font-size: large;"> </span></strong></div><div style="text-align: center;"><span style="background-color: white; color: blue; font-size: large;"><strong>للعام الدراسي 2007-2008</strong></span></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10894168-8986033359990684953?l=eemaree.blogspot.com' alt='' /></div>ابراهيم ابراهيم مرعيhttp://www.blogger.com/profile/11967395572370705948noreply@blogger.com0tag:blogger.com,1999:blog-10894168.post-9532377866099729342007-06-22T16:47:00.003+03:002010-01-03T01:47:25.131+02:00<div dir="rtl" style="text-align: right;" trbidi="on"><a href="http://4.bp.blogspot.com/_mC86H8aAQmM/SD8yEULBmFI/AAAAAAAAACI/ZHPXeKIZZL0/s1600-h/IMAG0032.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5205934743979399250" src="http://4.bp.blogspot.com/_mC86H8aAQmM/SD8yEULBmFI/AAAAAAAAACI/ZHPXeKIZZL0/s320/IMAG0032.JPG" style="cursor: hand; display: block; margin: 0px auto 10px; text-align: center;" /></a><br /><div style="text-align: justify;"><strong><span style="font-family: arial; font-size: 180%;"><span style="color: #6633ff;">كم أحببتك يامصر</span> وكم تحملتي عنفوان بعض أهلك </span></strong><strong><span style="font-family: arial; font-size: 180%;"><span style="color: red;">وكم أنت شامخة يامصر العروبة</span> وكم من أهلك تعلموا في رحابك وهجروك الي أراض أخري تأويهم من بطش بعض رجالاتك </span></strong><strong><span style="font-family: arial; font-size: 180%;"><span style="color: #6633ff;">لك الله يامصر الكرامة</span> علمت العلم لكل البشر ولم تستطيعي أن تحتفظي لنا ولأولادنا من بعدنا بتعليم نفخر به كالسابق أما آن الاوان </span></strong><strong><span style="font-family: arial; font-size: 180%;">أن نعيد للتعليم هيبته ألم نفيق حتي الان ونعلم أنه لن ينصلح لنا حال إلا بالرجوع للاحترام المتبادل بين المعلم والتلميذ ألم يحن الوقت لنتعلم من الذين علمناهم وسبقونا في العلم والتعليم والحياة والرفاهية المتساوية لكل أبناء الوطن .</span></strong><br /></div><div style="text-align: center;"><strong><span style="font-family: arial; font-size: 180%;"><span style="color: #6600cc;">قولو معي</span> :</span></strong><strong><span style="color: #993300; font-family: arial; font-size: 180%;">تحيا مصر ويحيا العدل الذي هو فوق الجميع</span></strong><br /></div><div style="text-align: justify;"><strong><span style="font-family: arial; font-size: 180%;"></span></strong><br /></div><div style="text-align: center;"><strong><span style="color: #ff9900; font-family: trebuchet ms;"><span style="background-color: white;"><span style="font-family: arial; font-size: 180%;"><em>مصر التي في خاطري وفي دمي</em></span><br /></span></span></strong><br /></div><div align="center"><br /></div><div align="center"></div><div align="center"><span style="background-color: red;"></span><br /><span style="background-color: cyan;"></span><br /></div><strong><span style="font-family: arial; font-size: 180%;"></span></strong><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10894168-953237786609972934?l=eemaree.blogspot.com' alt='' /></div>ابراهيم ابراهيم مرعيhttp://www.blogger.com/profile/11967395572370705948noreply@blogger.com0tag:blogger.com,1999:blog-10894168.post-1159133772030906962006-09-24T23:32:00.005+02:002010-02-24T02:52:20.123+02:00<div dir="rtl" style="text-align: right;" trbidi="on"><div align="center"><a href="http://3.bp.blogspot.com/_mC86H8aAQmM/SecGCiTz4AI/AAAAAAAAAHU/7zg6Iwu-PXI/s1600-h/PICT0206.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5325231725028302850" src="http://3.bp.blogspot.com/_mC86H8aAQmM/SecGCiTz4AI/AAAAAAAAAHU/7zg6Iwu-PXI/s320/PICT0206.JPG" style="cursor: hand; display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><span style="font-size: large;"> </span><strong><span style="color: #cc6600;"><span style="font-size: large;">الصورة لمسجد الحديدي الاثري بعد إجراء الصيانة التي استمرت خمس سنوات بأيدي مصرية</span> </span></strong></div><div align="center"><strong><span style="color: #cc6600;"><br /></span></strong><a href="http://photos1.blogger.com/blogger/1656/862/1600/%3F%3F%3F%3F%3F%3F%3F%3F%20%3F%3F%3F%3F%3F%3F%3F%3F%3F%3F%3F%3F%3F%3F.jpg"><img alt="" border="0" src="http://photos1.blogger.com/blogger/1656/862/400/%3F%3F%3F%3F%3F%3F%3F%3F%20%3F%3F%3F%3F%3F%3F%3F%3F%3F%3F%3F%3F%3F%3F.jpg" style="cursor: hand; display: block; margin: 0px auto 10px; text-align: center;" /></a> <br /><strong><span style="background-color: white; color: blue; font-size: large;">ذكريات عبرت أفق خيالي هذة الصورة لمسجد الحديدي الاثري قبل الترميم&nbsp;سجلتها بكاميرتي عام 2005والذي حفظنا فية القرآن وتعلمنا العلم وعلمناه في محرابة العظيم</span></strong><br /><center><span style="color: blue;"></span><br />&nbsp;</center><center><iframe frameborder="yes" height="175" marginheight="0" marginwidth="0" scrolling="no" src="http://www.free-blog-content.com/Calendars/calendar0001.htm" style="height: 182px; width: 128px;" width="125"></iframe></center><center><br /><a href="http://www.free-blog-content.com/"><strong><span style="background-color: #b6d7a8; color: blue; font-family: Arial, Helvetica, sans-serif; font-size: large;">رزنامة تذكرني بأحلي الذكريات في تدريس&nbsp;</span></strong></a><strong><span style="background-color: #b6d7a8; color: blue; font-family: Arial, Helvetica, sans-serif; font-size: large;"> </span></strong></center><center><strong><span style="background-color: #b6d7a8; color: blue; font-family: Arial, Helvetica, sans-serif; font-size: large;">الهندسة الفراغية بمدارس الكويت</span></strong> </center><center><strong><span style="background-color: white; color: blue; font-size: large;">ثانوية مشرف للمقررات - ثانوية فلسطين بمنطقة الرميثية - ثانوية القرين</span></strong></center><center><br /></center><br /><br /><br /><br /><br /><center></center></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/10894168-115913377203090696?l=eemaree.blogspot.com' alt='' /></div>ابراهيم ابراهيم مرعيhttp://www.blogger.com/profile/11967395572370705948noreply@blogger.com0tag:blogger.com,1999:blog-10894168.post-1150757551823569442006-06-20T01:19:00.008+03:002011-07-15T15:08:27.334+02:00<div dir="rtl" style="text-align: right;" trbidi="on"><div align="center"><span style="font-size: 180%;"><span style="color: #996633;"><span style="background-color: #cccccc;"><em><span style="font-size: x-large;"></span></em></span></span><span style="color: #6633ff; font-family: georgia;"><strong><span style="background-color: #ffe599;">المحطة الاولي</span> " فارسكور بلدي الحبيبة</strong></span></span><strong><span style="color: #3366ff;"><span style="font-size: 180%;">"</span></span></strong><br /><strong><span style="color: red; font-size: large;">ولدت وترعرعت في أحضانها- حبيبتي فارسكور</span></strong><br /><span style="color: red; font-size: large;"><strong>تعلمت بمدارسهاولعبت بملاعبها</strong></span><br /><span style="color: red; font-size: large;"><strong>مدرسة الشهيد اسماعيل فهمي الابتدائية</strong></span><br /><span style="color: red; font-size: large;"><strong>مدرسة فارسكور الاعدادية الحديثة</strong></span><br /><span style="color: red; font-size: large;"><strong>مدرسة فارسكور الثانوية المشتركة</strong></span><br /><span style="color: red; font-size: large;"><strong>لعبت في فريق كرة القدم لمركز شباب فارسكور</strong></span><br /><span style="color: red; font-size: large;"><strong>تألقت في حراسة المرمي ولعبت في منتخب وجة بحري لكرة القدم</strong></span><br /><span style="color: red; font-size: large;"><strong>تخرجت من كلية التربية بالمنصورزة 1976 مدرسا للرياضيات</strong></span><br /><span style="color: red; font-size: large;"><strong>عينت مدرسا للرياضيات بفارسكور الاعدادية الحديثة</strong></span><br /><strong><span style="font-size: 180%;"><span style="color: #6633ff;"><span style="font-family: verdana;"><span style="background-color: #ffe599;">لمحطة الثانية</span> الكويت بلاد العرب</span></span></span></strong></div><div align="center"><strong><span style="color: #6633ff; font-size: large;">مدرسا للرياضيات بثانوية حولي 1980 </span></strong></div><div align="center"><strong><span style="color: #6633ff; font-size: large;">مدرس رياضيات بمدرسة مشرف للمقررات 1991- 1999</span></strong></div><div align="center"><strong><span style="color: #6633ff; font-size: large;">مدرس أول للرياضيات بثانوية فلسطين بمنطقة الرميثية </span></strong></div><div align="center"><strong><span style="color: #6633ff; font-size: large;">مدرس أول للرياضيات بثانوية عبد الله المبارك بالقرين2002</span></strong></div><div align="center"><strong><span style="color: #cc0000; font-size: 180%;"><span style="background-color: #ffe599;">المحطة الثالثة</span>المدينة الواعدة دمياط الجديدة</span></strong></div><div align="center"><strong><span style="color: #6633ff; font-size: large;">مصنع منتجات ألبان وثلاجة تبريد بالمنطقة الصناعية</span></strong></div><div align="center"><strong><span style="color: #6633ff; font-size: large;">مدرس من الخارج بالمعهد الفني التجاري للاحصاء والكمبيوتر</span></strong></div><div align="center"><strong><span style="color: #6633ff; font-size: large;">رئيس شئون التعليم بالمعهد العالي للإدارة والحاسب الآلي برأس البر</span></strong></div><div align="center"><strong><span style="color: #6633ff; font-size: large;">حضانة صناع الحياة الخاصة بالحي الثاني المجاورة الثالثة</span></strong><br /><strong><span style="color: #6633ff; font-size: large;">دورة تدريبة في جودة التعليم بجمعية التنسيق الحضاري بدمياط </span></strong><br /><strong><span style="color: #6633ff; font-size: large;">الهيئة القومية لجودة التعليم والاعتماد</span></strong><br /><strong><span style="color: #6633ff; font-size: large;">مدرب خبير للرياضيات التفاعلية بمراكز تدريب وزارة التربية مصر&nbsp;</span></strong></div><div align="center"><strong><span style="color: #3366ff;"></span></strong></div><div align="center"><strong><span style="background-color: #b6d7a8; color: red; font-size: x-large;">ويبقي الامل كبيـــــــــــــــــــــر</span></strong></div><div 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