<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-8951073620116873779</id><updated>2024-10-04T18:59:34.715-07:00</updated><category term="الفلسفة"/><category term="Philosophie"/><category term="الثانية بكالوريا"/><category term="مقال"/><category term="الأولى بكالوريا"/><category term="Mathe"/><category term="الرياضيات"/><category term="Pc"/><category term="SVT"/><category term="أخبار هامة"/><category term="الفيزياء و الكيمياء"/><category term="علوم الحياة و الأرض"/><category term="هدايا الموقع"/><title type='text'>الثانوية التأهيلية الإمام مالك</title><subtitle type='html'>-الموقع الغير رسمي-خاص بالثانية باكلوريا-</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://abu-anass.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://abu-anass.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01917991709573412281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>43</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8951073620116873779.post-6899527582540950570</id><published>2013-12-28T15:16:00.000-08:00</published><updated>2014-01-16T17:34:34.164-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Philosophie"/><category scheme="http://www.blogger.com/atom/ns#" term="الفلسفة"/><title type='text'>الغير  (ملخص)</title><content type='html'>&lt;script async src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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&lt;span style=&quot;color: #560000;&quot;&gt;&lt;b&gt;&lt;b&gt;إن مفهوم الغير اتخذ في التمثل الشائع معنى تنحصر دلالته في الآخر المتميز عن الأنا الفردية أو الجماعية (نحن). ولعل أسباب هذا التميز إما مادية جسمية، وإما أثنية (عرقية) أو حضارية، أو فروقا اجتماعية أو طبقية، ومن هذا المنطلق، ندرك أن مفهوم الغير في الاصطلاح الشائع يتحدد بالسلب، لأنه يشير إلى ذلك الغير الذي يختلف عن الأنا ويتميز عنها، ومن ثمة يمكن أن تتخذ منه الذات مواقف، بعضها إيجابي كالتآخي، والصداقة وما إلى ذلك، وأخرى سلبية كاللامبالاة، والعداء... تطرح معرفة الغير إشكالات فلسفية اختلفت إجابات الفلاسفة فيها، و من أهم هذه الإشكالات سنقف عند إمكانية معرفة الغير كذات واعية. و هو إشكال يتعلق أساسا بإعطاء قيمة لهذا الإنسان الذي نحاول معرفته، أما الإشكال الثاني فيتعلق بمنهجية التعرف على الغير.&amp;nbsp;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;وجود الغير:&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&quot;مارتن هايدغر&quot; وجود الغير مهدد لوجود الذات ما دام يحرمها من خصوصياتها، والغير مفهوم قابل لكي يطلق على كل إنسان.&amp;nbsp;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&quot;ج. ب. سارتر&quot;وجود الغير يهدد الذات من جهة وضروري لها من جهة أخرى، إن نظرة الغير إلينا تحرمنا من هذه الحرية وتجعلنا مجرد شيء أو عَبْدٍ.&amp;nbsp;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;u&gt;معرفة الغير:&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&quot;إدموند هوسرل&quot; معرفة الغير ممكنة ما دام جزءا من العالم الذي أعيش فيه، وما أعرفه من الغير هو المستوى الذي يشاركني و يشابهني فيه.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&quot;غاستون بيرجي&quot; تتأسس حقيقة الإنسان على تجربته وعلى إحساساته الداخلية، إن هناك فاصلا بين الذات والغير يستحيل معه التعرف على حقيقة هذا الغير.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;العلاقة مع الغير:&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&quot;إمانويل كانط&quot; الصداقة هي النموذج المثالي للعلاقة مع الغير، و مبدأ الواجب الأخلاقي يفرض على الإنسان الالتزام بمبادئ فاضلة وتوجيه إرادته نحو الخير دائما.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&quot;أوغست كونت&quot; إن الغيرية باعتبارها نكران للذات وتضحية من أجل الأخر هي الكفيلة بتثبيت مشاعر التعاطف و المحبة بين الناس.&amp;nbsp;&lt;/b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #560000;&quot;&gt;&lt;b&gt;&lt;b&gt;تطرح علاقة النظرية بالتجربة إشكالا يتمثل في تحديد الأساس الذي ينبغي اعتماده لفهم العالم إذ نجد عددا من الفلاسفة و المفكرين يعتبرون أن للعقل القدرة الكاملة على فهم قوانين العالم و اكتشاف أسراره وذلك عن طريق التأمل النظري لأن العقل يمتلك أفكارا فطرية تؤهله لفهم كل ما في الوجود، بينما نجد عددا من الفلاسفة و العلماء يعتبرون أن المعرفة ينبغي أن تُستمد من الواقع وذلك من خلال اعتماد التجربة و الحواس، غير أن هذا الاختلاف الموجود بين التصورين يفضي إلى نمطين من البحث يكون أحدهما بحث عقلاني بينما يكون الآخر بحث تجريبي.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;التجربة و التجريب&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&quot;كلود برنارد&quot; يركز على دور التجربة والملاحظة لبناء المعرفة العلمية مع الالتزام بخطوات المنهج التجريبي(الملاحظة ثم الفرضية فالتجربة).&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&quot;روني طوم&quot;التجربة تحتاج إلى العقل والخيال، ويتجلى دور العقل في بناء المعرفة من خلال صياغة الفرضية، مع إمكانية القيام بتجارب ذهنية.&amp;nbsp;&lt;/b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;العقلانية العلمية&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&quot;ألبير انشتاين&quot; العقل مصدر المعرفة العلمية وذلك لأنه ينتج مبادئ وأفكار، وتبقى التجربة بمثابة أداة مساعدة لإثبات صدق النظرية.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&quot;غاستون باشلار&quot;تعد المعرفة العلمية نتيجة تكامل عمل كل من العقل والتجربة، العقل ينتج أفكارا وتصورات، تعمل التجربة على استخلاص المعطيات الحسية.&amp;nbsp;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;u&gt;معايير علمية النظرية العلمية&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&quot;بيير تويلي&quot; تعدد التجارب والاختبارات في وضعيات مختلفة، يضفي الانسجام على النظرية كما ينبغي على النظرية أن تخضع لمبدأ التماسك المنطقي.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&quot;كارل بوبر&quot; لكي تكون النظرية علمية ينبغي أن تخضع لمعيار القابلية للتكذيب وذلك بوضع افتراضات تبين مجال النقص في النظرية.&amp;nbsp;&lt;/b&gt;&lt;/div&gt;
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&lt;/script&gt;</content><link rel='replies' type='application/atom+xml' href='http://abu-anass.blogspot.com/feeds/865054906558251052/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://abu-anass.blogspot.com/2013/12/blog-post_2077.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/865054906558251052'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/865054906558251052'/><link rel='alternate' type='text/html' href='http://abu-anass.blogspot.com/2013/12/blog-post_2077.html' title='النظرية العلمية  (ملخص)'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01917991709573412281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8951073620116873779.post-4097925845816972473</id><published>2013-12-28T14:58:00.000-08:00</published><updated>2014-01-16T17:35:01.739-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Philosophie"/><category scheme="http://www.blogger.com/atom/ns#" term="الفلسفة"/><title type='text'>الشخص (ملخص)</title><content type='html'>&lt;script async src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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&lt;span style=&quot;color: #560000;&quot;&gt;&lt;b&gt;&lt;b&gt;يعتبر مفهوم الشخص من المفاهيم التي حضية باهتمام العديد من الفلاسفة و المفكرين و العلماء من مجالات معرفية متعددة منها : علم النفس، علم الاجتماع، القانون، الأخلاق، الفلسفة...لذلك يطرح إشكالات صعبة مرتبطة بحقيقة الإنسان و ما يتعلق بها من قيمته و مصيره و حريته.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&quot;&lt;a href=&quot;http://samysouhail.blogspot.com/&quot; style=&quot;color: #275e9f; text-decoration: none;&quot; target=&quot;_blank&quot;&gt;باسكال&lt;/a&gt;&quot; التأمل العقلي بمثابة الوسيلة الوحيدة التي يمكن اعتمادها في معرفة حقيقة الإنسان.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;u&gt;الشخص والهوية&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&quot;جون لوك&quot; إن الإدراك الحسي أساسي في الوصول إلى حقيقة الشخص، وبالتالي شخص الإنسان وهويته تنبني على مسألة الشعور.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&quot;شوبنهاور&quot;إن هوية الشخص تتأسس على الإرادة، واختلاف الناس يرجع أساسا إلى اختلاف إراداتهم.&amp;nbsp;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;الشخص بوصفه قيمة&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&quot;كانط&quot; يعتبر أن قيمة الشخص تنبع من امتلاكه للعقل هذا الأخير الذي يعطي للإنسان كرامته ويسمو به، إنه يُشرع مبدأ الواجب الأخلاقي.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&quot;غوسدورف&quot; قيمة الشخص تتحدد داخل المجتمع لا خارجه،فالشخص الأخلاقي لا يتحقق بالعزلة والتعارض مع الآخرين بل العكس.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;الشخص بين الضرورة والحرية&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&quot;ج. ب. سارتر&quot; حقيقة الإنسان تنبني أساسا على الحرية، فحقيقة الإنسان بمثابة مشروع يعمل كل فرد على تجديده من خلال تجاربه واختياراته و سلوكاته وعلاقاته بالآخرين.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&quot;إمانويل مونيي&quot;حرية الإنسان ليست مطلقة، وشرط التحرر من الضغوطات هو تحقيق وعي بالوضعية، والعمل قدر الإمكان على التحرر من الضغوطات.&lt;/b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;/script&gt;</content><link rel='replies' type='application/atom+xml' href='http://abu-anass.blogspot.com/feeds/4097925845816972473/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://abu-anass.blogspot.com/2013/12/blog-post.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/4097925845816972473'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/4097925845816972473'/><link rel='alternate' type='text/html' href='http://abu-anass.blogspot.com/2013/12/blog-post.html' title='الشخص (ملخص)'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01917991709573412281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8951073620116873779.post-4280153213327491193</id><published>2013-06-09T07:50:00.000-07:00</published><updated>2014-01-16T17:43:17.365-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="الثانية بكالوريا"/><category scheme="http://www.blogger.com/atom/ns#" term="الفلسفة"/><category scheme="http://www.blogger.com/atom/ns#" term="هدايا الموقع"/><title type='text'>ملخصات هامة هذية مني لكل أصدقائي (خاص بالبكالوريا) يرجى عدم إستعمالها في الغش</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: large;&quot;&gt;&lt;b&gt;السلام عليكم، اليوم سأقدم لكم&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;text-align: right;&quot;&gt;&lt;span style=&quot;color: red; font-family: Verdana, sans-serif; font-size: large;&quot;&gt;&lt;b&gt;هد&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;b style=&quot;font-family: Verdana, sans-serif; font-size: x-large;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;ية&lt;/span&gt; الموقع بمناسبة &lt;span style=&quot;color: #38761d;&quot;&gt;إمتحانات البكالوريا&lt;/span&gt;&lt;/b&gt;&lt;/h4&gt;
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&lt;a href=&quot;http://www.alarab.co.il/pics/2009/02/04/090204151844gift040209a.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://www.alarab.co.il/pics/2009/02/04/090204151844gift040209a.jpg&quot; height=&quot;213&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;و هي عبارة عن مجموعة &lt;/span&gt;&lt;span style=&quot;color: red; font-size: large;&quot;&gt;قيمة&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt; من &lt;/span&gt;&lt;span style=&quot;color: blue; font-size: large;&quot;&gt;الملخصات&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt; لجميع المواد، لن أطيل عليكم سأترككم مع التحميل، أسئلكم صالح &lt;/span&gt;&lt;span style=&quot;color: red; font-size: large;&quot;&gt;الدعاء&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;، اللهم نجحنا و نجح جميع أولاد المسلمين اللهم صل وسلم على رسول الله،....&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt; بالتوفيق للجميع&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #b45f06; font-family: Verdana, sans-serif;&quot;&gt;&lt;b&gt;أخوكم في الله السيتي أناس.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;/script&gt;</content><link rel='replies' type='application/atom+xml' href='http://abu-anass.blogspot.com/feeds/4280153213327491193/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://abu-anass.blogspot.com/2013/06/blog-post_8962.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/4280153213327491193'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/4280153213327491193'/><link rel='alternate' type='text/html' href='http://abu-anass.blogspot.com/2013/06/blog-post_8962.html' title='ملخصات هامة هذية مني لكل أصدقائي (خاص بالبكالوريا) يرجى عدم إستعمالها في الغش'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01917991709573412281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGbB-66EKU2oHMKcyejMM2gHVgygZJgpG2SOWps1YsAWjyTmM-SM4mWROpC1enH7Ce43GzaA_4wDl4qTMseOpo1JBFLDE-U8p9BuxmK81qjoDWFrYkF2tDvFrC0GXwgv4zdkAZXJLu97HT/s72-c/anglais.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8951073620116873779.post-7062467691973421573</id><published>2013-06-03T19:14:00.000-07:00</published><updated>2014-01-16T17:43:17.381-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="أخبار هامة"/><category scheme="http://www.blogger.com/atom/ns#" term="الفلسفة"/><title type='text'>مواعد إجراء الامتحانات المدرسية للسنة الدراسية 2012 2013</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img height=&quot;147&quot; src=&quot;http://www.cha3b.com/upload/7371325787522.jpg&quot; width=&quot;320&quot; /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;b style=&quot;background-color: white; margin: 0px; padding: 0px; text-align: center;&quot;&gt;&lt;span style=&quot;margin: 0px; padding: 0px;&quot;&gt;&lt;br style=&quot;color: #333333; line-height: 17px; margin: 0px; padding: 0px; text-align: left;&quot; /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;b style=&quot;background-color: white; margin: 0px; padding: 0px; text-align: center;&quot;&gt;&lt;b style=&quot;margin: 0px; padding: 0px;&quot;&gt;&lt;span style=&quot;margin: 0px; padding: 0px;&quot;&gt;&lt;span style=&quot;color: #333333; font-family: &#39;Courier New&#39;, Courier, monospace; font-size: 15px; line-height: 17px; margin: 0px; padding: 0px; text-align: left;&quot;&gt;تعلن وزارة التربية الوطنية أن الامتحانات المدرسية للسنة الدراسية 2013 2012 ستجرى بمختلف مكوناتها وفق المواعد التالية&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;b style=&quot;background-color: white; margin: 0px; padding: 0px; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace; font-size: 15px; line-height: 17px; margin: 0px; padding: 0px; text-align: left;&quot;&gt;&lt;div style=&quot;display: inline !important; text-align: right;&quot;&gt;&lt;b style=&quot;margin: 0px; padding: 0px; text-align: center;&quot;&gt;&lt;span style=&quot;margin: 0px; padding: 0px;&quot;&gt;&lt;span style=&quot;margin: 0px; padding: 0px; text-align: left;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;-1&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;b style=&quot;background-color: white; margin: 0px; padding: 0px; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace; font-size: 15px; line-height: 17px; margin: 0px; padding: 0px; text-align: left;&quot;&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;b style=&quot;margin: 0px; padding: 0px; text-align: center;&quot;&gt;&lt;span style=&quot;margin: 0px; padding: 0px;&quot;&gt;&lt;span style=&quot;margin: 0px; padding: 0px; text-align: left;&quot;&gt;&amp;nbsp;الامتحان الوطني الموحد لشهادة البكالوريا تجرى اختبارات الدورة العادية من الامتحان الوطني الموحد لشهادة البكالوريا أيام 11 و 12 و 13 يونيه 2013 بالنسبة لجميع الشعب، فيما ستجرى الدورة الاستدراكية في جميع الشعب أيام 9 و 10 و 11 يوليوز 2012 وتجرى اختبارات الدورة العادية من الامتحان الجهوي الموحد للمترشحين الأحرار وللسنة الأولى من سلك البكالوريا يومي 17 و 18 يونيه 2013 بالنسبة لجميع الشعب، بينما ستجرى اختبارات الدورة الاستدراكية لجميع الشعب يومي 2 و 3 يوليوز 2013 وسيعلن عن نتائج الدورة العادية لامتحان شهادة البكالوريا يوم 26 يونيه 2013 بعد إجراء المداولات الخاصة بها يومي 24 و 25 يونيه 2013، أما نتائج الدورة الاستدراكية فسيتم الإعلان عنها يوم 19 يوليوز 2013&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;b style=&quot;margin: 0px; padding: 0px; text-align: center;&quot;&gt;&lt;span class=&quot;text_exposed_show&quot; style=&quot;display: inline; margin: 0px; padding: 0px; text-align: left;&quot;&gt;&lt;div style=&quot;display: inline !important; text-align: right;&quot;&gt;&lt;b style=&quot;margin: 0px; padding: 0px; text-align: center;&quot;&gt;&lt;span class=&quot;text_exposed_show&quot; style=&quot;display: inline; margin: 0px; padding: 0px; text-align: left;&quot;&gt;&lt;div style=&quot;display: inline !important; text-align: right;&quot;&gt;&lt;b style=&quot;font-family: &#39;Droid Arabic Kufi&#39;, sans-serif; line-height: 19.5px; margin: 0px; padding: 0px; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace; margin: 0px; padding: 0px;&quot;&gt;&lt;span class=&quot;text_exposed_show&quot; style=&quot;display: inline; line-height: 17px; margin: 0px; padding: 0px; text-align: left;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;-2&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/span&gt;&lt;span class=&quot;text_exposed_show&quot; style=&quot;display: inline; margin: 0px; padding: 0px; text-align: left;&quot;&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;b style=&quot;margin: 0px; padding: 0px; text-align: center;&quot;&gt;&lt;span class=&quot;text_exposed_show&quot; style=&quot;display: inline; margin: 0px; padding: 0px; text-align: left;&quot;&gt;&lt;div style=&quot;color: #333333; display: inline !important; font-family: &#39;Courier New&#39;, Courier, monospace; font-size: 15px; line-height: 17px; text-align: right;&quot;&gt;&lt;b style=&quot;color: #444444; font-family: &#39;Droid Arabic Kufi&#39;, sans-serif; line-height: 19.5px; margin: 0px; padding: 0px; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace; margin: 0px; padding: 0px;&quot;&gt;&lt;span class=&quot;text_exposed_show&quot; style=&quot;color: #333333; display: inline; line-height: 17px; margin: 0px; padding: 0px; text-align: left;&quot;&gt;&amp;nbsp;الامتحانات في التعليم الثانوي الإعدادي يجرى الامتحان الكتابي الموحد المحلي ابتداء من 15 يناير 2013، فيما سيجرى الامتحان الكتابي الموحد على الصعيد الجهوي للنصف الأول من السنة الدراسية الخاص بالمترشحين الأحرار خلال النصف الثاني&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;color: #333333; font-family: &#39;Courier New&#39;, Courier, monospace; font-size: 15px; line-height: 17px; text-align: right;&quot;&gt;&lt;b style=&quot;color: #444444; font-family: &#39;Droid Arabic Kufi&#39;, sans-serif; line-height: 19.5px; margin: 0px; padding: 0px; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace; margin: 0px; padding: 0px;&quot;&gt;&lt;span class=&quot;text_exposed_show&quot; style=&quot;color: #333333; display: inline; line-height: 17px; margin: 0px; padding: 0px; text-align: left;&quot;&gt;من شهر يناير 2013 ويجرى الامتحان الكتابي الموحد على الصعيد الجهوي&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;color: #444444; font-family: &#39;Droid Arabic Kufi&#39;, sans-serif; line-height: 19.5px; margin: 0px; padding: 0px; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace; margin: 0px; padding: 0px;&quot;&gt;&lt;span class=&quot;text_exposed_show&quot; style=&quot;color: #333333; display: inline; line-height: 17px; margin: 0px; padding: 0px; text-align: left;&quot;&gt;للممدرسين والأحرار ابتداء من 17 يونيه 2013&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace; font-size: 15px; line-height: 17px; text-align: right;&quot;&gt;&lt;b style=&quot;font-family: &#39;Droid Arabic Kufi&#39;, sans-serif; line-height: 19.5px; margin: 0px; padding: 0px; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace; margin: 0px; padding: 0px;&quot;&gt;&lt;span class=&quot;text_exposed_show&quot; style=&quot;display: inline; line-height: 17px; margin: 0px; padding: 0px; text-align: left;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;3-&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/span&gt;&lt;/b&gt;&lt;div class=&quot;separator&quot; style=&quot;background-color: white; clear: both; color: #444444; font-family: &#39;Droid Arabic Kufi&#39;, sans-serif; font-size: 15px; line-height: 19.5px; margin: 0px; padding: 0px; text-align: right;&quot;&gt;&lt;b style=&quot;margin: 0px; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace; margin: 0px; padding: 0px;&quot;&gt;&lt;span class=&quot;text_exposed_show&quot; style=&quot;color: #333333; display: inline; line-height: 17px; margin: 0px; padding: 0px; text-align: left;&quot;&gt;الامتحانات في التعليم الابتدائي يجرى الامتحان الموحد المحلي لنيل شهادة الدروس الابتدائية ابتداء من يوم 15 يناير 2013 وتجرى اختبارات الامتحان الموحد الإقليمي لنيل شهادة الدروس الابتدائية ابتداء من 20 يونيه 2013 4 المراقبة المستمرة في مستويات التعليم الثانوي التأهيلي تجرى آخر فروض المراقبة المستمرة بالنسبة للأسدوس الأول ما بين 14 و 21 يناير 2013، وما بين 27 مايو إلى 4 يونيه 2013 بالنسبة للأسدوس الثاني فيما يخص السنة الثانية بكالوريا أما بخصوص المستويات الأخرى، فستجرى فروض المراقبة ما بين 3 و 11 يونيه 2013&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b style=&quot;margin: 0px; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace; margin: 0px; padding: 0px;&quot;&gt;&lt;span class=&quot;text_exposed_show&quot; style=&quot;color: #333333; display: inline; line-height: 17px; margin: 0px; padding: 0px; text-align: left;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://abu-anass.blogspot.com/feeds/7062467691973421573/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://abu-anass.blogspot.com/2013/06/2012-2013.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/7062467691973421573'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/7062467691973421573'/><link rel='alternate' type='text/html' href='http://abu-anass.blogspot.com/2013/06/2012-2013.html' title='مواعد إجراء الامتحانات المدرسية للسنة الدراسية 2012 2013'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01917991709573412281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8951073620116873779.post-1667056742420887282</id><published>2013-06-03T13:19:00.001-07:00</published><updated>2014-01-16T17:43:17.354-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="الأولى بكالوريا"/><category scheme="http://www.blogger.com/atom/ns#" term="الفلسفة"/><title type='text'>العربية</title><content type='html'>&lt;script async src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div dir=&quot;ltr&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;div&gt;&lt;img src=&quot;http://www.startimes.com/user.aspx?id=665205&amp;amp;f=11cy0.gif&quot; /&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; font-weight: bold; text-align: left;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;div style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;color: red; font-family: Courier New, Courier, monospace; font-size: x-large;&quot;&gt;&lt;b&gt;خـــاص &amp;nbsp;بجميـــع الشعـــب&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;img src=&quot;http://img19.imageshack.us/img19/3203/76549427ux3ad3.gif&quot; style=&quot;color: #ff00cc; font-family: &#39;diwani simple striped&#39;; font-size: 22px;&quot; /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #ff00cc; font-family: &#39;diwani simple striped&#39;; text-align: left;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://sahl-mahl.blogspot.com/p/blog-page_3357.html&quot; style=&quot;font-size: 22px; font-weight: bold; margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxTGNOKV7nBKQpOPPdM7dwg4JU8uRN28jrw5vjSIaHlmxovbPNdJnQ7vvmAYYTG5KpbmjsDWlqZRA2E1CyATuMA9MaENgzfFuw_5FPIGzSQ0mAnFEYE4U8ySeBfq31bzueGCawj1CBkOQI/s1600/d.JPG&quot; style=&quot;background-color: transparent; cursor: move;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;background-color: transparent; color: #0033ff; font-family: &#39;Diwani Letter&#39;;&quot;&gt;بالتوفيق لكل التلاميذ والطلبة، وكان الله في عون الاباء والامهات&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;color: #0033ff; font-family: &#39;Diwani Letter&#39;;&quot;&gt;بالتوفيق شباب&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;color: #0033ff; font-family: &#39;Diwani Letter&#39;;&quot;&gt;لا تنسونا من دعائكم&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;color: #0033ff;&quot;&gt;&lt;span style=&quot;color: royalblue; text-align: start;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-size: 16px;&quot;&gt;&lt;span style=&quot;color: #0033ff;&quot;&gt;&lt;a href=&quot;http://img19.imageshack.us/img19/3203/76549427ux3ad3.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://img19.imageshack.us/img19/3203/76549427ux3ad3.gif&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #ff00cc; font-family: &#39;diwani simple striped&#39;; font-size: 22px; font-weight: bold; text-align: left;&quot;&gt;&lt;div style=&quot;font-size: 16px;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;table&gt;&lt;tbody&gt;&lt;tr&gt;&lt;/tr&gt;&lt;tr&gt;&lt;/tr&gt;&lt;tr&gt;&lt;/tr&gt;&lt;tr&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;
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&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div dir=&quot;ltr&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;div&gt;&lt;img src=&quot;http://www.startimes.com/user.aspx?id=665205&amp;amp;f=11cy0.gif&quot; /&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; text-align: left;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;color: red; font-family: Courier New, Courier, monospace; font-size: x-large;&quot;&gt;&lt;b&gt;خـــاص &amp;nbsp;بجميـــع الشعـــب&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;div&gt;&lt;span style=&quot;color: red; font-family: Courier New, Courier, monospace; font-size: x-large;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #ff00cc; font-family: &#39;diwani simple striped&#39;; font-size: 22px; font-weight: bold; text-align: left;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #ff00cc; font-family: &#39;diwani simple striped&#39;; font-size: 22px; font-weight: bold; text-align: left;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;http://img19.imageshack.us/img19/3203/76549427ux3ad3.gif&quot; /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #ff00cc; font-family: &#39;diwani simple striped&#39;; font-size: 22px; font-weight: bold; text-align: left;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;div style=&quot;color: darkgreen;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://sahl-mahl.blogspot.com/p/blog-page_7833.html&quot; style=&quot;background-color: transparent; margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5PpSviVKW5E9L8cG4QVwtcslFfe-821JEGY62xeh5LfZtcgoVv-LtLzENYtRYGqi0jdI7Y0rHcVQ-Nx2oUUK-bggn6a8t933BsYsnlPd41wVuk5e7i8EfcgApNat32hOzlf8XnsYXbRM8/s1600/a.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;color: #0033ff;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;color: royalblue;&quot;&gt;&lt;span style=&quot;font-family: &#39;Diwani Letter&#39;;&quot;&gt;&lt;span style=&quot;color: #0033ff;&quot;&gt;بالتوفيق لكل التلاميذ والطلبة، وكان الله في عون الاباء والامهات&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;color: #0033ff; font-family: &#39;Diwani Letter&#39;;&quot;&gt;بالتوفيق شباب&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;color: #0033ff; font-family: &#39;Diwani Letter&#39;;&quot;&gt;لا تنسونا من دعائكم&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;color: #0033ff;&quot;&gt;&lt;span style=&quot;color: royalblue; text-align: start;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-size: 16px;&quot;&gt;&lt;span style=&quot;color: #0033ff;&quot;&gt;&lt;a href=&quot;http://img19.imageshack.us/img19/3203/76549427ux3ad3.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://img19.imageshack.us/img19/3203/76549427ux3ad3.gif&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #ff00cc; font-family: &#39;diwani simple striped&#39;; font-size: 22px; font-weight: bold; text-align: left;&quot;&gt;&lt;div style=&quot;font-size: 16px;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;table&gt;&lt;tbody&gt;&lt;tr&gt;&lt;/tr&gt;&lt;tr&gt;&lt;/tr&gt;&lt;tr&gt;&lt;/tr&gt;&lt;tr&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;
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&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div dir=&quot;ltr&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;div&gt;&lt;img src=&quot;http://www.startimes.com/user.aspx?id=665205&amp;amp;f=11cy0.gif&quot; /&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #ff00cc; font-family: &#39;diwani simple striped&#39;; font-size: 22px; font-weight: bold; text-align: left;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;div style=&quot;color: black; font-family: &#39;Times New Roman&#39;; font-size: medium; font-weight: normal;&quot;&gt;&lt;span style=&quot;color: red; font-family: Courier New, Courier, monospace; font-size: x-large;&quot;&gt;&lt;b&gt;خـــاص &amp;nbsp;بجميـــع الشعـــب&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;color: red; font-family: Courier New, Courier, monospace; font-size: x-large;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #ff00cc; font-family: &#39;diwani simple striped&#39;; font-size: 22px; font-weight: bold; text-align: left;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #ff00cc; font-family: &#39;diwani simple striped&#39;; font-size: 22px; font-weight: bold; text-align: left;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;http://img19.imageshack.us/img19/3203/76549427ux3ad3.gif&quot; /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #ff00cc; font-family: &#39;diwani simple striped&#39;; font-size: 22px; font-weight: bold; text-align: left;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://sahl-mahl.blogspot.com/p/blog-page_3.html&quot; style=&quot;background-color: transparent; margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIeMIozBJC0jQkppGu2FzIorwlq0fN4XwAg0aQeTCCh3X5oP9rnXkHyK1nGV7btGRqrjxg7EMJXnObvYefvKUdE0nmMkhGoed9NPgGbxw3A3FjUYGukomBRy585YGyJkeGUG09K2UK21WZ/s1600/c.JPG&quot; style=&quot;background-color: transparent;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;div style=&quot;color: darkgreen;&quot;&gt;&lt;span style=&quot;color: #0033ff;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;color: royalblue;&quot;&gt;&lt;span style=&quot;font-family: &#39;Diwani Letter&#39;;&quot;&gt;&lt;span style=&quot;color: #0033ff;&quot;&gt;بالتوفيق لكل التلاميذ والطلبة، وكان الله في عون الاباء والامهات&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;color: #0033ff; font-family: &#39;Diwani Letter&#39;;&quot;&gt;بالتوفيق شباب&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;color: #0033ff; font-family: &#39;Diwani Letter&#39;;&quot;&gt;لا تنسونا من دعائكم&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;color: #0033ff;&quot;&gt;&lt;span style=&quot;color: royalblue; text-align: start;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-size: 16px;&quot;&gt;&lt;span style=&quot;color: #0033ff;&quot;&gt;&lt;a href=&quot;http://img19.imageshack.us/img19/3203/76549427ux3ad3.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://img19.imageshack.us/img19/3203/76549427ux3ad3.gif&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #ff00cc; font-family: &#39;diwani simple striped&#39;; font-size: 22px; font-weight: bold; text-align: left;&quot;&gt;&lt;div style=&quot;font-size: 16px;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;table&gt;&lt;tbody&gt;&lt;tr&gt;&lt;/tr&gt;&lt;tr&gt;&lt;/tr&gt;&lt;tr&gt;&lt;/tr&gt;&lt;tr&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;
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&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div dir=&quot;ltr&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;div&gt;&lt;img src=&quot;http://www.startimes.com/user.aspx?id=665205&amp;amp;f=11cy0.gif&quot; /&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #ff00cc; font-family: &#39;diwani simple striped&#39;; font-size: 22px; font-weight: bold; text-align: left;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;div style=&quot;color: black; font-family: &#39;Times New Roman&#39;; font-size: medium; font-weight: normal;&quot;&gt;&lt;span style=&quot;color: red; font-family: Courier New, Courier, monospace; font-size: x-large;&quot;&gt;&lt;b&gt;خـــاص &amp;nbsp;بجميـــع الشعـــب&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;color: red; font-family: Courier New, Courier, monospace; font-size: x-large;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #ff00cc; font-family: &#39;diwani simple striped&#39;; font-size: 22px; font-weight: bold; text-align: left;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #ff00cc; font-family: &#39;diwani simple striped&#39;; font-size: 22px; font-weight: bold; text-align: left;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;http://img19.imageshack.us/img19/3203/76549427ux3ad3.gif&quot; /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #ff00cc; font-family: &#39;diwani simple striped&#39;; font-size: 22px; font-weight: bold; text-align: left;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: #990000; font-family: &#39;Diwani Letter&#39;; font-size: medium;&quot;&gt;جميع دروس لجميع المواد للاولى باك علمي&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;div style=&quot;color: darkgreen;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://sahl-mahl.blogspot.com/p/blog-page_9572.html&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgn2tU_yuYv5lkfUFBHo1qV3Mixe8b1Pof5fJaMwqdFbcLeta4ZloAn-ZhxxwM72LTlm4RcogMOZrzUyCnZB9goTibyBiuls_GUb2bwn2yqeYIMguiVHVSvxaHiTVajgXKPG66BFWit-K0u/s1600/b.JPG&quot; style=&quot;background-color: transparent;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;color: #0033ff;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;color: royalblue;&quot;&gt;&lt;span style=&quot;font-family: &#39;Diwani Letter&#39;;&quot;&gt;&lt;span style=&quot;color: #0033ff;&quot;&gt;بالتوفيق لكل التلاميذ والطلبة، وكان الله في عون الاباء والامهات&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;color: #0033ff; font-family: &#39;Diwani Letter&#39;;&quot;&gt;بالتوفيق شباب&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;color: #0033ff; font-family: &#39;Diwani Letter&#39;;&quot;&gt;لا تنسونا من دعائكم&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;color: #0033ff;&quot;&gt;&lt;span style=&quot;color: royalblue; text-align: start;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-size: 16px;&quot;&gt;&lt;span style=&quot;color: #0033ff;&quot;&gt;&lt;a href=&quot;http://img19.imageshack.us/img19/3203/76549427ux3ad3.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://img19.imageshack.us/img19/3203/76549427ux3ad3.gif&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #ff00cc; font-family: &#39;diwani simple striped&#39;; font-size: 22px; font-weight: bold; text-align: left;&quot;&gt;&lt;div style=&quot;font-size: 16px;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;table&gt;&lt;tbody&gt;&lt;tr&gt;&lt;/tr&gt;&lt;tr&gt;&lt;/tr&gt;&lt;tr&gt;&lt;/tr&gt;&lt;tr&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;
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style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://abu-anass.blogspot.com/feeds/7833335707657113333/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://abu-anass.blogspot.com/2013/06/blog-post_3759.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/7833335707657113333'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/7833335707657113333'/><link rel='alternate' type='text/html' href='http://abu-anass.blogspot.com/2013/06/blog-post_3759.html' title='الإنجليزية'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01917991709573412281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8951073620116873779.post-5915335104761535015</id><published>2013-06-03T13:06:00.001-07:00</published><updated>2014-01-16T17:43:17.373-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="الثانية بكالوريا"/><category scheme="http://www.blogger.com/atom/ns#" term="الفلسفة"/><title type='text'>علوم الحياة و الأرض</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://abu-anass.blogspot.com/feeds/5915335104761535015/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://abu-anass.blogspot.com/2013/06/blog-post_8182.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/5915335104761535015'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/5915335104761535015'/><link rel='alternate' type='text/html' href='http://abu-anass.blogspot.com/2013/06/blog-post_8182.html' title='علوم الحياة و الأرض'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01917991709573412281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8951073620116873779.post-7811265821775311273</id><published>2013-06-03T13:06:00.000-07:00</published><updated>2014-01-16T17:43:17.388-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="الثانية بكالوريا"/><category scheme="http://www.blogger.com/atom/ns#" term="الفلسفة"/><title type='text'>الفلسفة</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://abu-anass.blogspot.com/feeds/7811265821775311273/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://abu-anass.blogspot.com/2013/06/blog-post_2920.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/7811265821775311273'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/7811265821775311273'/><link rel='alternate' type='text/html' href='http://abu-anass.blogspot.com/2013/06/blog-post_2920.html' title='الفلسفة'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01917991709573412281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8951073620116873779.post-8683375751082521385</id><published>2013-06-03T13:05:00.000-07:00</published><updated>2014-01-16T17:43:17.397-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="الثانية بكالوريا"/><category scheme="http://www.blogger.com/atom/ns#" term="الفلسفة"/><title type='text'>الفيزياء و الكيمياء</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://abu-anass.blogspot.com/feeds/8683375751082521385/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://abu-anass.blogspot.com/2013/06/blog-post_2106.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/8683375751082521385'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/8683375751082521385'/><link rel='alternate' type='text/html' href='http://abu-anass.blogspot.com/2013/06/blog-post_2106.html' title='الفيزياء و الكيمياء'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01917991709573412281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8951073620116873779.post-2093685295537033251</id><published>2013-06-03T13:04:00.000-07:00</published><updated>2014-01-16T17:43:17.358-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="الثانية بكالوريا"/><category scheme="http://www.blogger.com/atom/ns#" term="الفلسفة"/><title type='text'>الرياضيات</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://abu-anass.blogspot.com/feeds/2093685295537033251/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://abu-anass.blogspot.com/2013/06/blog-post_782.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/2093685295537033251'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/2093685295537033251'/><link rel='alternate' type='text/html' href='http://abu-anass.blogspot.com/2013/06/blog-post_782.html' title='الرياضيات'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01917991709573412281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8951073620116873779.post-7939571301723865370</id><published>2013-06-02T08:27:00.000-07:00</published><updated>2014-01-16T17:43:17.392-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="الفلسفة"/><category scheme="http://www.blogger.com/atom/ns#" term="مقال"/><title type='text'> الامتحانات على الابواب,هل انتم جاهزون ؟</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;&lt;div align=&quot;center&quot; style=&quot;font-family: Helvetica, Arial; font-size: 16px; font-weight: bold;&quot;&gt;&lt;img src=&quot;http://64.151.118.156/icon.aspx?i=forum165&quot; /&gt;&lt;img src=&quot;http://64.151.118.156/icon.aspx?i=forum165&quot; /&gt;&lt;img src=&quot;http://64.151.118.156/icon.aspx?i=forum165&quot; /&gt;&lt;img src=&quot;http://64.151.118.156/icon.aspx?i=forum165&quot; /&gt;&lt;img src=&quot;http://64.151.118.156/icon.aspx?i=forum165&quot; /&gt;&lt;img src=&quot;http://64.151.118.156/icon.aspx?i=forum165&quot; /&gt;&lt;img src=&quot;http://64.151.118.156/icon.aspx?i=forum165&quot; /&gt;&lt;img src=&quot;http://64.151.118.156/icon.aspx?i=forum165&quot; /&gt;&lt;img src=&quot;http://64.151.118.156/icon.aspx?i=forum165&quot; /&gt;&lt;strong&gt;&lt;span style=&quot;background-color: white; color: #444444; font-size: medium;&quot;&gt;&lt;br /&gt;هذا سؤال يطرحه علينا كثير من اساتذتنا,كثير من اصدقائنا وغالبية افراد اسرنا.انه سؤال يعكس اهمية الامتحانات النهائية بالنسبة لجميع التلاميذ,خاصة منهم الذين هم مقبلون على امتحانات اشهادية كامتحانات الباكلوريا والسلك الاعدادي وايضا المستويات الجامعية.فما هو المطلوب من تلاميذنا وتلميذاتنا حتى يكون جوابهم بالايجاب على سؤال الجاهزية ؟ متى يمكننا ان نقول ان هذا التلميذ او تلك الطالبة على أتمّ الاستعداد لهذه الامتحانات المصيرية ؟&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;&lt;div align=&quot;center&quot; style=&quot;font-family: Helvetica, Arial; font-size: 16px; font-weight: bold;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color: white; color: #444444; font-size: medium;&quot;&gt;ان الجواب على سؤال مدى الجاهزية للامتحان يخظع للكثير من الذاتية على&amp;nbsp;اعتبار ان كل تلميذ له طريقته الخاصة في الاستعداد للامتحان وليس هناك طريقة معينة تصلح للجميع على اختلاف المستويات والتخصصات.هناك من يفضل التحظير جمايعيا مع اصداقءه وهناك من لا يركز الا وهو وحيد في غرفته الخاصة.هناك من اعتاد على دروس التقوية وهناك من صار رهينا لمراجعة في المقاهي سواء فرديا او جماعيا.ولا يهم ان يفضل هذا الاسلوب او ذاك,الاهم هو أن يكون اسلوب المراجعة فعالا ويشعر الطالب بعده بالثقة في النفس وبالثبات الانفعالي اللازم لاجتياز الامتحان في ظروف مناسبة.&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;&lt;div align=&quot;center&quot; style=&quot;font-family: Helvetica, Arial; font-size: 16px; font-weight: bold;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color: white; color: #444444; font-size: medium;&quot;&gt;هذا الاستعداد طبعا لا يعني التلميذ لوحده بل يعني الاسرة بأكمله وحتى المدرسين الذين يجب ان يقوموا بالمجهود اللازم من أجل تأهيل التلميذ لاجتياز هذه الامتحانات,سواء نفسيا او معرفيا.الاسرة يجب ان تهيء الظروف المناسبة لابناءها حتى يراجعوا دروسهم في هدوء وطمأنينة وثقة بالنفس.والاساتذة يجب ان يكون دورهم بارزا في عملية التدريس والدعم وايضا في المجال النفسي من خلال دعم التلاميذ نفسيا لتجاوز الضغط النفسي الذي يمارس على التلاميذ ايام الامتحانات.وهذا يشمل المحيط الاجتماعي بالكامل وليس فقط الاسرة والمدرسة.هاذا ما يجب ان يكون.لكن ماذا عن الواقع الحالي لتلاميذنا واسرنا ومدارسنا ؟ هل يتم تطبيق شيء مما قيل ؟&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;&lt;div align=&quot;center&quot; style=&quot;font-family: Helvetica, Arial; font-size: 16px; font-weight: bold;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color: white; color: #444444; font-size: medium;&quot;&gt;ان التحظير للامتحان يعني عند الكثير من تلاميذنا الدخول في جو من الاعتكاف والتفرد والانسلال خارج المحيط الاجتماعي بشكل يشعر فيه التلميذ نفسه بنوع من الاغتراب عن الاخرين وبعبئ اثقل من اللازم حتى وان لم يكن له اي أمل في النجاح.هذا الانعزال يصيب يزيد من بطئ الوقت ويؤثر سلبا على التلميذ بل ويزيد من الضغط النفسي اكثر فأكثر.على النقيض من ذلك هناك تلاميذ لا يشكل لهم الامتحان اي ضغط لعدم وجود اي رغبة او امل لهم بالنجاح.بحيث يكون تركيزهم اكبر على الغش في محاولة شبه يائسة لصنع ما يشبه المستحيل.وقد يفلح بعضهم في ذلك لانهم كثر وحتى الاساتذة وارباب المكتباب والطابعات يساهمون جميعا في انجاح مسلسل الغش هذا سواء من خلال تغاضي بل ومساهمة الاساتذة الحراس في العش او من خلال توفير المكتبات لملخصات الدروس مصغرة.فهذا ايضا شكل اخر من اشكال الجاهزية للامتحانات.&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;&lt;div align=&quot;center&quot; style=&quot;font-family: Helvetica, Arial; font-size: 16px; font-weight: bold;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;background-color: white; color: #444444; font-size: medium;&quot;&gt;ما يثير ضحكي وحنقي في ذات الان هو ما يصاب به البعض من اغماءات,خاصة التلميذات حينما يتم الاعلان عن النتائج.فغالبيتهن يعرفن مسبقا انهن لسن ناجحات ولم يحضرن جيدا سواء قبل الامتحان او طيلة السنة الدراسية لكنهم يقومون بالتمثيلية نفسها وربما لسنتين او ثلاث.وما يسهل مأمورية ايقضهن هو ان غالبيتهن يحملن قارورات عطر او انصاف بصل.اليس هذه قمة الجاهزية ؟؟؟&lt;/span&gt;&lt;/strong&gt;&lt;img src=&quot;http://64.151.118.156/icon.aspx?i=forum165&quot; /&gt;&lt;img src=&quot;http://64.151.118.156/icon.aspx?i=forum165&quot; /&gt;&lt;img src=&quot;http://64.151.118.156/icon.aspx?i=forum165&quot; /&gt;&lt;img src=&quot;http://64.151.118.156/icon.aspx?i=forum165&quot; /&gt;&lt;img src=&quot;http://64.151.118.156/icon.aspx?i=forum165&quot; /&gt;&lt;img src=&quot;http://64.151.118.156/icon.aspx?i=forum165&quot; /&gt;&lt;img src=&quot;http://64.151.118.156/icon.aspx?i=forum165&quot; /&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://abu-anass.blogspot.com/feeds/7939571301723865370/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://abu-anass.blogspot.com/2013/06/blog-post_2.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/7939571301723865370'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/7939571301723865370'/><link rel='alternate' type='text/html' href='http://abu-anass.blogspot.com/2013/06/blog-post_2.html' title=' الامتحانات على الابواب,هل انتم جاهزون ؟'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01917991709573412281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8951073620116873779.post-611689723116756814</id><published>2013-06-02T08:24:00.000-07:00</published><updated>2014-01-16T17:43:17.375-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="الفلسفة"/><category scheme="http://www.blogger.com/atom/ns#" term="مقال"/><title type='text'> دعـاء النجاح في الامتحان</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;div align=&quot;center&quot; dir=&quot;RTL&quot; style=&quot;background: white; direction: rtl; text-align: center; unicode-bidi: embed;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;span lang=&quot;AR-SA&quot; style=&quot;color: #1882ed; font-family: &#39;Courier New&#39;;&quot;&gt;قبل البدأ&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;في المراجعة&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;AR-SA&quot; style=&quot;font-family: &#39;Courier New&#39;;&quot;&gt;:اللهم إني أسألك فهم النبيين و حفظ المرسلين و الملائكة المقربين, اللهم اجعل ألسنتنا عامرة بذكرك, و قلوبنا بخشيتك, و أسرارنا بطاعتك, إنك على كل شيء قدير حسبنا الله و نعم الوكيل&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;u&gt;&lt;span lang=&quot;AR-SA&quot; style=&quot;color: #1882ed; font-family: &#39;Courier New&#39;;&quot;&gt;بعد المراجعة&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;AR-SA&quot; style=&quot;font-family: &#39;Courier New&#39;;&quot;&gt;:&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;AR-SA&quot; style=&quot;font-family: &#39;Courier New&#39;;&quot;&gt;اللهم إني استودعتك ما قرأت و ما حفظت و ما تعلمت, فرده عند حاجتي إلي, إنك على كل شيء قدير حسبنا الله و نعم الوكيل&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span dir=&quot;LTR&quot; style=&quot;font-family: &#39;Courier New&#39;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;center&quot; dir=&quot;RTL&quot; style=&quot;background: white; direction: rtl; text-align: center; unicode-bidi: embed;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;span lang=&quot;AR-SA&quot; style=&quot;font-family: &#39;Courier New&#39;;&quot;&gt;يوم الأمتحان&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;AR-SA&quot; style=&quot;font-family: &#39;Courier New&#39;;&quot;&gt;:اللهم إني توكلت عليك و سلمت أمري إليك لا ملجأ و لا منجأ منك إلا إليك&lt;span style=&quot;color: magenta;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;center&quot; dir=&quot;RTL&quot; style=&quot;background: white; direction: rtl; text-align: center; unicode-bidi: embed;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div dir=&quot;RTL&quot; style=&quot;background-color: white; background-position: initial initial; background-repeat: initial initial; direction: rtl; unicode-bidi: embed;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;span lang=&quot;AR-SA&quot; style=&quot;color: #1882ed; font-family: &#39;Courier New&#39;;&quot;&gt;عند دخول قاعة الأمتحان&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;AR-SA&quot; style=&quot;font-family: &#39;Courier New&#39;;&quot;&gt;:ربي أدخلني مدخل صدق و أخرجني مخرج صدق, و اجعل لي مل دنك سلطانا نصيرا&lt;br /&gt;اللهم لا سهل إلا ما جعلته سهلا, وأنت تجعل الحزن سهلا, فسهل أمورنا برحمتك يا أرحم الراحمين&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;u&gt;&lt;span lang=&quot;AR-SA&quot; style=&quot;color: #1882ed; font-family: &#39;Courier New&#39;;&quot;&gt;قبل البدء في الامتحان&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;AR-SA&quot; style=&quot;font-family: &#39;Courier New&#39;;&quot;&gt;:ربي اشرح لي صدري و يسر لي أمري و احلل عقدة من لساني يفقهوا قولي&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;u&gt;&lt;span lang=&quot;AR-SA&quot; style=&quot;color: #1882ed; font-family: &#39;Courier New&#39;;&quot;&gt;أثناء الأمتحان&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;AR-SA&quot; style=&quot;font-family: &#39;Courier New&#39;;&quot;&gt;:لا إله إلا أنت سبحانك إني كنت من الظالمين يا حي يا قيوم برحمتك أستغيث , ربي إني مسني الضر فأنت أرحم الراحمين.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;u&gt;&lt;span lang=&quot;AR-SA&quot; style=&quot;color: #1882ed; font-family: &#39;Courier New&#39;;&quot;&gt;ضد النسيان&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;AR-SA&quot; style=&quot;font-family: &#39;Courier New&#39;;&quot;&gt;:&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;AR-SA&quot; style=&quot;font-family: &#39;Courier New&#39;;&quot;&gt;اللهم يا جامع الناس في يوم لا ريب فيه اجمع علي ضالتي&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;u&gt;&lt;span lang=&quot;AR-SA&quot; style=&quot;color: #1882ed; font-family: &#39;Courier New&#39;;&quot;&gt;بعد الأنتهاء من الأمتحان&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;AR-SA&quot; style=&quot;font-family: &#39;Courier New&#39;;&quot;&gt;:الحمد لله الذي هدانا و ما كنا لنهتدي لولا أن هدانا الله&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://abu-anass.blogspot.com/feeds/611689723116756814/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://abu-anass.blogspot.com/2013/06/blog-post_7364.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/611689723116756814'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/611689723116756814'/><link rel='alternate' type='text/html' href='http://abu-anass.blogspot.com/2013/06/blog-post_7364.html' title=' دعـاء النجاح في الامتحان'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01917991709573412281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8951073620116873779.post-8507170491601262509</id><published>2013-06-02T08:20:00.000-07:00</published><updated>2014-01-16T17:43:17.394-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="الفلسفة"/><category scheme="http://www.blogger.com/atom/ns#" term="مقال"/><title type='text'> كيف تهيئ نفسك للامتحان</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;&lt;h3 style=&quot;background-color: white; font-family: verdana;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large; text-decoration: underline;&quot;&gt;بــــــسم الله الرحمان الرحيم&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;اخي الطالب(ة)&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;هناك عوامل عديده لكي تكون مهيا&amp;nbsp;&lt;a href=&quot;http://maroc-tech.com/vb/showthread.php?t=7238&quot; style=&quot;color: black; text-decoration: none;&quot; target=&quot;_new&quot;&gt;&lt;/a&gt;&lt;a href=&quot;http://maroc-tech.com/vb/showthread.php?t=7238&quot; style=&quot;color: black; text-decoration: none;&quot; target=&quot;_new&quot;&gt;نفسك&amp;nbsp;&lt;/a&gt;&lt;a href=&quot;http://maroc-tech.com/vb/showthread.php?t=7238&quot; style=&quot;color: black; text-decoration: none;&quot; target=&quot;_new&quot;&gt;للامتحان&amp;nbsp;&lt;/a&gt;ويهذا يتطلب منك المعرفة بهذه الاسس لكي تذهب الي لجنة الامتحانات دون ان تحمل اي هموم نفسيه ولتكن متالقا&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;كيف يمكنك استظهار ما تلقيته خلال أشهر طويلة من الدراسة و التحصيل في يوم الامتحان النهائي ؟ كيف يمكنك حفظ دروسك و مراجعتها دون أن تخشى نسيانها أو نسيان أجزاء منها ؟ كيف يمكنك استغلال أوقات فراغك في مراجعة منظمة و فعالة و غير مرهقة ؟&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;الحقيقة أنه ليست هناك وصفة سحرية تجعل منك بين عشية وضحاها طالبا ناجحا. بل إن الرغبة في العمل و الجد والاجتهاد والمثابرة و التفاؤل بالمستقبل هي مفاتيح النجاح. ولكن هذا الجد و المثابرة لن تكون ذات فائدة ومرودية إذا لم تكن مبنية على التنظيم و التخطيط و التعامل بذكاء مع مختلف أنواع الدروس و المعلومات و المواد.كيف تستعد إذن&amp;nbsp;&lt;a href=&quot;http://maroc-tech.com/vb/showthread.php?t=7238&quot; style=&quot;color: black; text-decoration: none;&quot; target=&quot;_new&quot;&gt;للامتحان&amp;nbsp;&lt;/a&gt;بشكل منظم و فعال ؟ هذا ما سيحاول البحث التالي توضيحه لك .&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;1- الاستعداد المنهجي&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;المرحلة الأولى : عند تلقي الدرس&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;◄ اﻹنتباه : انتبه أثناء تلقي الدرس كي تتمكن من استيعابه ويسهل عليك حفظه .&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;هذه بعض السلوكيات التي تساعدك على اﻹنتباه :&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;• تحضير الدرس في المنزل ( قراءته وتحضير أسئلة عنه مثلا؛ المشاركة أثناء الدرس؛&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;• استشعار أهمية الدرس بالنسبة لمستقبلك الدراسي والمهني؛&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;◄التلقي المنظم للمعلومات : حين تتلقى المعلومات من أستاذك أو من أي مصدر آخر،عليك أن تنظمها في ذهنك وذلك بتصنيفها إلى أسباب ونتائج،أو مقدمات و خواتم، أو عناصر أساسيــــة و أخرى ثانوية…, حاول أيضا أن تتساءل عن موضوع الدرس و المغزى منه وسياقه العــام و مدى ارتباطه بالدروس السابقة واللاحقة …&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;◄ التدوين الجميل والمنظم للمعلومات : اهتم كثيرا بكتابة دروسك بشكل منظم وجميل، و ذلك باستعمال الألوان والتسطير والتأطير وترك بعض المجالات الفارغة بين الفقرات و إبــــــــــراز الكلمات والمقولات المهمة…، لأن ذلك سيساعدك كثيرا في اﻹقبال على الدرس وتوفر الرغبة لديك في حفظه و مراجعته. و إذا لم تتمكن من ذلك في القسم لضيق الوقت مثلا, فافعل ذلك في المنزل, و أعد كتابة الدرس بشكل جميل ومنظم .&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;المرحلة الثانية: فهم الدرس والتفكير فيه&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;فالتفكير في الدرس بل والحكم على مضمونه وشكله، سيساعد ذاكرتك على الاحتفاظ به . والتفكير في الدرس يتطلب عملية ذهنية مهمة جدا, وهي التركيز .&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;-التركيز : عندما تريد أن تسجل حديثا أو أغنية على شريط , فإن أول شيء تفعله هو التأكد من فعالية آلة التسجيل والشريط , وغياب التشويش وكل ما يمكن أن يؤثر على&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;جودة التسجيل. كذلك الأمر بالنسبة للذاكرة : لكي &quot; تسجل&quot; عليها درسا ما, عليك أن تحاول إبعاد كل الأفكار التي ليس لها علاقة بذلك الدرس عن ذهنك؛ أي أن عليك التركيز على ما تحفظه فقط. و هذه بعض الإرشادات لمساعدتك على التركيز أثناء الحفظ و المراجعة :&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;- اختر غرفة, أو أي مكان آخر ترتاح فيه, لا تكون فيه أشياء تثير الإنتباه وتشغلك عن المراجعة؛&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;- احرص على أن تتوفر الإضاءة و التهوية الجيدتين في مكان المراجعة؛&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;- لا تبدأ الحفظ إلا بعد أن تشبع حاجتك من الغذاء والنوم والراحة, لأن الجوع والتعب والقلق لا تسمح بالتركيز؛&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;- تتميز فترة المراهقة بكثرة أحلام اليقظة. حاول أن تتجنبها أثناء الحفظ والمراجعـــــة، و ذلك باستشعار أهمية ما تراجعه بالنسبة لمستقبلك؛&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;- يجب ألا تقل فترة التركيز أثناء الحفظ أو المراجعة عن 20 دقيقة, وألا تتجاوز40 دقيقة .&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;- الحفظ باستعمال عدة حواس : لكي تحتفظ بدرس ما في ذاكرتك، أنت بحاجة- بعد فهمــه و استيعابه- إلى استحضاره في ذهنك و تمثله بطريقتك الخاصة. ولكي تستحضر دروسك بسهولة, هذه بعض &quot; التقنيات &quot; حسب الحاسة التي تعتمد عليها ذاكرتك أكثر :&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;- فإذا كانت لك ذاكرة سمعية فإنك عموما تجد&amp;nbsp;&lt;a href=&quot;http://maroc-tech.com/vb/showthread.php?t=7238&quot; style=&quot;color: black; text-decoration: none;&quot; target=&quot;_new&quot;&gt;&lt;/a&gt;&lt;a href=&quot;http://maroc-tech.com/vb/showthread.php?t=7238&quot; style=&quot;color: black; text-decoration: none;&quot; target=&quot;_new&quot;&gt;نفسك&amp;nbsp;&lt;/a&gt;تحفظ عن ظهر قلب ما تردده بصوت عال عدة مرات. فلا تتردد إذن في استخدام التسميع الذاتي حتى عند مراجعة الخرائط أو الجداول أو الخطاطات: احك ما تراه فيها, صفها بصوت عال إما لمخاطب خيالي أو حقيقي, مع اعتماد تسلسل منطقي يجنبك نسيان ما أنت بصدد مراجعته: راجع الجدول مثلا من الأعلى إلى الأسفل، والخريطة من الشمال إلى الجنوب و من الشرق إلى الغرب .&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;و إذا كانت ذاكرتك بصرية أكثر فإنك بحاجة إلى تفحص ما تراجعه بعينك كي يلتصق بذاكرتك. حاول إذن &quot;تصوير &quot; photographier دروسك بعينيك بعد أن تقوم بكتابتها بشكل جميل و منظم. وهذا الأمر لا يستدعي أن تكون فنانا, يكفي فقط أن تستعمل الألوان بشكل متناسق: خصص لونا للعناوين الكبرى و آخر للأفكار الرئيسية و آخر للتعارف…الخ&amp;nbsp;&lt;/div&gt;&lt;/span&gt;&lt;/h3&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://abu-anass.blogspot.com/feeds/8507170491601262509/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://abu-anass.blogspot.com/2013/06/blog-post_1598.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/8507170491601262509'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/8507170491601262509'/><link rel='alternate' type='text/html' href='http://abu-anass.blogspot.com/2013/06/blog-post_1598.html' title=' كيف تهيئ نفسك للامتحان'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01917991709573412281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8951073620116873779.post-72526239015936159</id><published>2013-06-02T08:17:00.000-07:00</published><updated>2014-01-16T17:43:17.383-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="الفلسفة"/><category scheme="http://www.blogger.com/atom/ns#" term="مقال"/><title type='text'> نصائح للتلاميذ قبل الامتحان</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;&lt;div style=&quot;background-color: white; color: #000066; font-family: arial; font-weight: bold; text-align: right;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;span style=&quot;color: #006000;&quot;&gt;&amp;nbsp;(موضوع منقول)&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-size: 20px; text-align: center;&quot;&gt;&lt;span style=&quot;color: #006000;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;background-color: white; color: #000066; font-family: arial; font-size: 20px; font-weight: bold; text-align: right;&quot;&gt;ماذا تأكل قبل الامتحان؟ يرى بعض العلماء وأخصائيي التغذية أن هناك ما يسمى بغذاء الدماغ يعتقد أنه&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #000066; font-family: arial; font-size: 20px; font-weight: bold; text-align: right;&quot;&gt;الأفضل للتلاميذ قبل تقديم الامتحانات. فمن المعتقد أن الأسماك والخضار والفواكه مثل الموز تنشط الذاكرة.&lt;/div&gt;&lt;span style=&quot;background-color: white; color: #000066; font-family: arial; font-size: 20px; font-weight: bold;&quot;&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&amp;nbsp;ما يجب فعله قبل الامتحان:قم بتحضير مخطط لطريقة المراجعة قبل البدء بها فترة زمنية متوسطة، يمكنك الاستعانة بالمدرس لرسم مخطط يناسب مستواك الدراسي.&lt;/div&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #000066; font-family: arial; font-size: 20px; font-weight: bold;&quot;&gt;&lt;div style=&quot;text-align: right;&quot;&gt;اجعل كتبك أكثر جاذبية، وحاول أن تكون أكثر ترتيبا، لا تنس أن تعنون كل مادة وكل صفحة لتكون المراجعة أسهل و أسهل يمكنك دائما الاستعانة بمن هم أفضل منك فيما يخص التنظيم، اسأل أصدقاءك وأساتذتك.يختلف التلاميذ في طريقة مراجعتهم للامتحانات، حاول أن تعرف الطريقة المثلى التي تناسبك واجعل منها روتينا تتبعه دائما، كالمراجعة في فترة الصباح أو في فترة الليل، لوقت متقطع لوقت قصير، لوحدك أو مع عدد من الأصدقاء، المهم أن تعرف ما يناسبك.&amp;nbsp;أثناء شرح الأستاذ لأي من المواد، حاول أن تكون حاضرا لتدوين بعض الملاحظات قد تساعدك في المستقبل، لا تخجل إذا لم تفهم ما فسره الأستاذ اسأل وناقش إلى أن تبدو الفكرة واضحة كليا.&amp;nbsp;إذا كنت متوترا وتشعر بالخوف قبل فترة الامتحانات، شارك أحدهم شعورك، وسوف تحس بفرق كبير.&lt;/div&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #000066; font-family: arial; font-size: 20px; font-weight: bold;&quot;&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&amp;nbsp;ما لا يجب فعله قبل الامتحان؟&amp;nbsp;لا تترك المراجعة حتى اللحظة الأخيرة - لا تتحاشى المواد التي لا تحبها أو التي تجدها صعبة لا تنسى بأن هناك حياة طبيعية بعد انقضاء فترة المراجعة والامتحانات&amp;nbsp; لا تتوتر، وحافظ على هدوء أعصابك في الليلة الأخيرة قبل الامتحان وحاول أن تنام باكرا&lt;/div&gt;&lt;/span&gt;&lt;div style=&quot;background-color: white; color: #000066; font-family: arial; font-size: 20px; font-weight: bold; text-align: right;&quot;&gt;عندما تدخل قاعة الامتحان&amp;nbsp;اكتب اسمك ورقم جلوسك، و كل المعلومات المطلوبة اقرأ جميع الأسئلة، وتأكد من فهمك لها ـ تأكد من فهمك لأنواع الأسئلة المختلفة؛ مثلاً وضح مستعينا بالرسم، يختلف عن وضح بالرسم ـ ضع علامة أمام الأسئلة التي ترى أنها سهلة.أبدأ بالإجابة على الأسئلة السهلة واحذر أن تسهب حيث لا يتطلب الإسهاب حتى لا تضيع وقتك.انتقل للأسئلة الصعبة، واكتب ما تعرفه عنها، ولا تعطها من الوقت أكثر مما تستحق.تأكد من أنك أجبت على كل الأسئلة الإجبارية، وأنك أجبت على العدد المطلوب من الأسئلة الاختيارية.راجع إجاباتك وصحح الأخطاء الظاهرة.&amp;nbsp;خصص ما تبقى من وقت للأسئلة الصعبة.&amp;nbsp;قبل أن تسلم الورقة للمراقب تأكد أنك كتبت اسمك ورقم جلوسك وكل المعلومات المطلوبة.بعد الامتحان: لا تراجع أجوبتك السابقة، ولا تحاول أن تتعرف إلى أخطائك أو تناقش إخوانك الآخرين، ركز جهدك على الامتحان القادم، وأعلم أن الكثير ينتظرك.&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #000066; font-family: arial; font-size: 20px; font-weight: bold; text-align: center;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;background-color: white; color: #000066; font-family: arial; font-size: 20px; font-weight: bold; text-align: right;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;color: #83000e;&quot;&gt;&amp;nbsp; نتمنىّ التوفيق للجميع&amp;nbsp; تحياتي&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #000066; font-family: arial; font-size: 20px; font-weight: bold;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://abu-anass.blogspot.com/feeds/72526239015936159/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://abu-anass.blogspot.com/2013/06/blog-post_9210.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/72526239015936159'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/72526239015936159'/><link rel='alternate' type='text/html' href='http://abu-anass.blogspot.com/2013/06/blog-post_9210.html' title=' نصائح للتلاميذ قبل الامتحان'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01917991709573412281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8951073620116873779.post-4979783509813299900</id><published>2013-06-02T08:13:00.000-07:00</published><updated>2014-01-16T17:43:17.367-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="الفلسفة"/><category scheme="http://www.blogger.com/atom/ns#" term="مقال"/><title type='text'> كيف تتخلص من خوف وقلق الامتحان</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;color: red; font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;كيف تتخلص من خوف وقلق الامتحان&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;كلنا ينتابنا القلق والخوف عند الامتحان ولكن علينا ان نميز بين القلق المحمود والقلق المرفوض&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;فالأول هو قلق الرغبة في النجاح والحصول على اعلى الدرجات وهو قلق محفز ومطلوب&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;اما القلق والخوف المرفوض فهو الذي يؤثر على الثقة بالنفس ويثبط الهمة ويقلل من درجاتك بالرغم من سهرك ومجهودك .. وهذه الوصفة تضمن لك التخلص منه بإذن الله&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;ارشادات عامة:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;color: #3366ff; font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;النوم :&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;خذ قسطا وافرا منه في الليلة السابقة للامتحان حتى تدخل الامتحان هادئ الاعصاب قوي التركيز&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;color: #3366ff; font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;التغذية:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;عليك بتناول وجبة خفيفة قبل ذهابك للامتحان فهي ستزود المخ بالطاقة اللازمة للتفكير وستريح في نفس الوقت معدتك القلقة&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;تجنب المأكولات الدسمة ولاتملأ بطنك&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;تجنب الاكثار من القهوة والشاي&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;صحيح انهما منبنهان للجهاز العصبي لكن زيادة التنبيه هنا غير مطلوبة ويكفي كوبا واحدا من أي منهما&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;color: #3366ff; font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;الحركة:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;لاشيء افضل من الحركة والتمارين الرياضية في تخفيض التوتر والقلق&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;ان كنت تستطيع القيام ببعض التمرينات الرياضية قبل الامتحان كان بها والا فيكفي ان تتحرك وتمشي في فناء المدرسة او الجامعة خلال الساعة التي تسبق الامتحان&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;color: red; font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;قبل الامتحان:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;توكل على الله واذهب مبكرا وخذ معك اقلام وادوات اضافية احتياطا&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;لاتبحث عن ولاتستمع الى اي اسئلة قبل دخولك لأنك لو سمعت سؤالا لاتعرف اجابته فإن ثقتك بنفسك ستهتز وستدخل في حلقة مفرغة من التوتر والقلق مما سيؤثر على اجاباتك في الامتحان&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;يفضل ان تترك كتبك في البيت فالمذاكرة حتى آخر لحظة قد تكون مشوشة وتؤدي الى تداخل المعلومات وتطاير الافكار .. لكن ان كنت ممن تعودوا عليها فعليك ان تكتفي فقط بقراءة العناوين ورؤوس الاقلام والاشكال التوضيحية&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;color: red; font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;أثناء الامتحان:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;عند استلام ورقة الاسئلة قل:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;بسم الله الرحمن الرحيم ولاحول ولاقوة الا بالله العلي العظيم - اللهم لا سهل الا ماجعلته سهلا - حسبنا الله ونعم الوكيل - على الله توكلنا&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;وكن على ثقة تامة بأن الله معك ولن يخيب رجاءك&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;ضع ساعة يدك امامك وقم بتقسيم وقت الاجابة حسب عدد الاسئلة حتى لايطغى سؤال على آخر&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;ابدأ بالاجابة عن الاسئلة السهلة&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;هذا سيؤدي الى استرخائك وزيادة ثقتك بنفسك اضافة الى انك ستضمن منذ البداية درجات أكيدة&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;انس كل من حولك من الزملاء وماقد يحدث منهم من كلام او ضوضاء وركز على ورقتي الاسئلة والاجابة فقط&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;لاتخف وتقلق اذا رأيت زملاءك يكتبون وانت لازلت تفكر في الاجابة&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;اجابتك بالتأكيد ستكون اكثر تركيزا ودقة منهم لأنك امضيت وقت أطول في التفكير فيها وترتيب افكارك مما سيجعلها تحوز الدرجات الاعلى&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span lang=&quot;AR-DZ&quot; style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;لاتنزعج اذا رأيت زملاءك قد قاموا وسلموا اوراق الاجابة وانت لازلت تكتب فمعظم من ينهي الامتحان مبكرا لا تكون درجاته عالية وعليك ان تستغل مابقي من الوقت في التفكير والاجابة لزيادة حصيلتك من الدرجات&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 16px; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 18pt; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;اذا انتابتك لحظات قلق اخرى اثناء الامتحان كرر الدعاء السابق &quot;اللهم لا سهل إلا ما جعلته سهلا فإنك تجعل الحزن إن شئت سهلا&quot;&lt;span style=&quot;font-size: 18pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;ثم - اغمض عينيك - خذ نفسا عميقا الى الداخل - امسكه بقدر ماتستطيع - اخرجه ببطء … هذا التمرين البسيط يساعد على الاسترخاء والتركيز&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 18pt; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-size: 18pt; font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; dir=&quot;RTL&quot; style=&quot;background-color: white; font-family: verdana; font-size: 16px; font-weight: bold; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 18pt;&quot;&gt;والف مبروك مقدما&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://abu-anass.blogspot.com/feeds/4979783509813299900/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://abu-anass.blogspot.com/2013/06/blog-post_7068.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/4979783509813299900'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/4979783509813299900'/><link rel='alternate' type='text/html' href='http://abu-anass.blogspot.com/2013/06/blog-post_7068.html' title=' كيف تتخلص من خوف وقلق الامتحان'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01917991709573412281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8951073620116873779.post-5455223082555211277</id><published>2012-06-02T08:58:00.000-07:00</published><updated>2014-01-16T17:43:17.369-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="الفلسفة"/><title type='text'>تمارين و فروض محروسة مرفقة بالحلول في الفيزياء و الكيمياء</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;color: #b45f06;&quot;&gt;&lt;strong&gt;تمارين و فروض محروسة&amp;nbsp;مرفقة بالحلول&amp;nbsp;في الفيزياء و الكيمياء&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;img height=&quot;448&quot; id=&quot;il_fi&quot; src=&quot;http://2.bp.blogspot.com/-NU2stdTm_tw/TysKHvv516I/AAAAAAAAKmg/HfdDpIM0qfc/s1600/BAC+Physique+3AS+%28L%27essentiel+du+cours%29.jpg&quot; style=&quot;padding-bottom: 8px; padding-right: 8px; padding-top: 8px;&quot; width=&quot;330&quot; /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #b45f06;&quot;&gt;السنة الثانية بكالوريا&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;color: #9900ff;&quot;&gt;1- تمارين في الفيزياء&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: red;&quot;&gt;1&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;- الموجات:&lt;/span&gt;&lt;/strong&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;strong&gt;1-1- الموجات الميكانيكية:&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/ondes_exercices.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;1- السلسلة الأولى&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/Onde_serie2.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;2- السلسلة الثانية&lt;/a&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/ondes_exercices1.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;3- السلسلة الثالثة&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/ondes_exercices2.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;4- السلسلة الرابعة&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/ondes_serie6.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;5- السلسلة الخامسة&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/testn12abacsbiroabdelkrim.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;6- استمارة حول الموجات (أسئلة متنوعة)&lt;/a&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;strong&gt;2-1- الموجات الضوئية:&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/exercicesondeslumineuses.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;1- السلسلة الأولى&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/Onde_serie03.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;2- السلسلة الثانية&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/Onde_serie04.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;3- السلسلة الثالثة&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/Onde_serie05.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;4- السلسلة الرابعة&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/diffresau.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;5- السلسلة الخامسة: حيود الضوء بواسطة شبكة (خاص بالعلوم الرياضية)&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: red;&quot;&gt;2&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;- الفيزياء النووية:&lt;/span&gt;&lt;/strong&gt;&lt;span style=&quot;color: black;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: black; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;strong&gt;1-2-&amp;nbsp;التناقص الإشعاعي:&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt; &lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/exercicesradio.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;1- السلسلة الأولى&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/radioact1.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;2- السلسلة الثانية&lt;/span&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;strong&gt;2-2-&amp;nbsp;النوى، الكتلة و الطاقة:&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/radioact3.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;1- السلسلة الأولى&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;strong&gt;3-2-&amp;nbsp;تمارين توليفية في محور التحولات النووية:&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/radioact2.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;1- السلسلة الأولى&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/exercicesnucl.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;2- السلسلة الثانية&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/Nuclbac.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;3- السلسلة الثالثة: تمارين مقتبسة من امتحانات بكالوريا سابقة و امتحانات تجريبية حول الفيزياء النووية&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/nucl.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;استمارة حول الفيزياء النووية (أسئلة متنوعة)&lt;/a&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: red;&quot;&gt;3&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;- الكهرباء:&lt;/span&gt;&lt;/strong&gt;&lt;span style=&quot;color: black;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: black; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;strong&gt;1-3-ثنائي القطب RC:&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/exercicesdipoleRC.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;1- &amp;nbsp;السلسلة الأولى&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/cond1.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;2- السلسلة الثانية&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: small;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/condensateur2.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;3- السلسلة الثالثة&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: small;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/exsbrc12011.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;4- السلسلة الرابعة&lt;/a&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;strong&gt;2-3- ثنائي القطب RL:&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/exercicesdpoleRL.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;&amp;nbsp;السلسلة الأولى&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/RLexe01.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;السلسلة الثانية:&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: small;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/RL3.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;السلسلة الثالثة&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: small;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/RL4.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;السلسلة الرابعة&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: small;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctar2/config/pagetemplates/doc/RCL.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;السلسلة الخامسة&lt;/a&gt; &lt;a href=&quot;http://sites.google.com/site/pctar2/config/pagetemplates/doc/RCL.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;(RC et RL)&lt;/a&gt; &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;من إعداد الأستاذ بنساعد&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: medium; font-weight: bold;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;strong style=&quot;color: #cc0000; font-size: medium;&quot;&gt;جديد (نشر بتاريخ 22/01/2012)&lt;/strong&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt; &lt;div&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;strong&gt;3-3- ثنائي القطب RLC:&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt; &lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/RLCserie2.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;سلسلة تمارين: التذبذبات الحرة لدارة متوالية&lt;/a&gt; &lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/RLCserie2.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;RLC&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/exercicesdipoleRLC.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;سلسلة تمارين: ثنائي القطب&lt;/a&gt; &lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/exercicesdipoleRLC.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;RLC&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/Revelec.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;&amp;nbsp;سلسلة تمارين متنوعة في محور الكهرباء&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/exercicesoscillations.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;5- &amp;nbsp;سلسلة تمارين: التذبذبات القسرية لدارة RLC على التوالي (خاص بالعلوم الرياضية )&lt;/a&gt;&lt;/span&gt;&lt;/span&gt; &lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctar2/config/pagetemplates/doc/exercicesrlcsbiro.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;سلسلة أهيء امتحان البكالوريا في الكهرباء لجميع المسالك&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: red;&quot;&gt;4&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;- الميكانيك:&lt;/span&gt;&lt;/strong&gt;&lt;span style=&quot;color: black;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #cc0000; font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/exercices_mecanique.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;1- سلسلة تمارين: الميكانيك&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/exercicesrotation.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;2- سلسلة تمارين: حركة دوران جسم صلب حول محور ثابت&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/exercices_chute.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;3- &amp;nbsp;سلسلة تمارين: السقوط الحر لجسم صلب&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/exercicesoscillationsmecaniques.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;4- &amp;nbsp;سلسلة تمارين: التذبذبات الميكانيكية&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/exercices2emeloideNewton_.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;5- &amp;nbsp;تطبيقات قانون نيوتن الثاني&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/exloiNew.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;6- تطبيقات قانون نيوتن الثاني( مستوى مائل، قذيفة في مجال الثقالة، سقوط باحتكاك ع ف و ع ر)&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #cc0000; font-size: small;&quot;&gt;&lt;strong&gt;نشر بتاريخ 28/03/2011&amp;nbsp; &lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/Exnewton.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;7- تطبيقات قانون نيوتن الثاني ( مستوى مائل، قذيفة في مجال الثقالة، دوران ع ف و ع ر)&lt;/a&gt;&amp;nbsp;&lt;strong&gt;&lt;span style=&quot;font-size: small;&quot;&gt;نشر بتاريخ 02/04/2011&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/dm1jalil.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;&amp;nbsp;8-قذيفة في مجال الثقالة&lt;/a&gt;&amp;nbsp;&lt;strong&gt;&lt;span style=&quot;font-size: small;&quot;&gt;نشر بتاريخ&amp;nbsp;04/04/2011&amp;nbsp; &lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: small;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/Smfrottement.rar?attredirects=0&quot; target=&quot;_blank&quot;&gt;9- السقوط الرأسي باحتكاك في مائع ( ع ف و ع ر)&lt;/a&gt;&lt;strong&gt; &lt;span style=&quot;font-size: small;&quot;&gt;نشر بتاريخ 15/04/2011&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: medium;&quot;&gt;&lt;span&gt;&lt;strong&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/Exermecsbiro.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;10- الدوران + مستوى مائل (ع ف و ع ر)&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;font-size: small;&quot;&gt;(نشر بتاريخ 21-06-2011)&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: medium;&quot;&gt;&lt;span&gt;&lt;strong&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/Ex2mecsbiro.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;11- الدوران + مستوى مائل (ع ف و ع ر)&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;font-size: small;&quot;&gt;(نشر بتاريخ 21-06-2011)&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: small;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/exthsbiro1.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;10- تمارين موضوعاتية: الكهرباء + الميكانيك&lt;/a&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: small;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/sasbir.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;11- حركة الأقمار الاصطناعية (2 ع ف و ع ر)&lt;/a&gt; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;strong&gt;نشر بتاريخ 17/04/2011&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp; &lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: small;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;strong&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/cfrot2011.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;12- السقوط الرأسي باحتكاك ( ع ف + ع ر)&lt;/a&gt; &lt;span style=&quot;color: #cc0000; font-size: small;&quot;&gt;(نشر بتاريخ 08/05/2011)&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: small;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;strong&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/SSbirope.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;13- النواس المرن&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;color: #cc0000; font-size: small;&quot;&gt;(نشر بتاريخ 20-05-2011)&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: small;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt; &lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: red;&quot;&gt;5&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;- تمارين متنوعة في الفيزياء:&lt;/span&gt;&lt;/strong&gt;&lt;span style=&quot;color: black;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&lt;span style=&quot;color: #307ecc; font-size: large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;https://docs.google.com/uc?id=0B4-riRDWlqe9Y2E2OGM5NDItMjllOS00N2QzLWEyODYtYmIyYjE5ZjVhMGZj&amp;amp;export=download&amp;amp;hl=fr&quot; target=&quot;_blank&quot;&gt;1- أهيئ امتحان البكالوريا في الفيزياء ( معلومات أساسية+ تمارين متنوعة: الموجات، الفيزياء النووية، الكهرباء، الميكانيك)&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;font-size: 32px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;font-size: 32px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #9900ff; font-size: x-large;&quot;&gt;&lt;span&gt;2- تمارين في الكيمياء&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;strong&gt;1-&amp;nbsp;التحولات السريعة و البطيئة - تتبع تحول كيميائي - سرعة التفاعل&lt;/strong&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;span&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/exercices_Transf_rapidesett.lentes.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;1- السلسلة الأولى: التحولات السريعة و التحولات البطيئة&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/suiviqcm.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;2- السلسلة الثانية:أسئلة متعددة الاختيار التتبع الزمني لتحول كيميائي - سرعة التفاعل&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/suiviex1.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;3- السلسلة الثالثة: تتبع تحول كيميائي - سرعة التفاعل&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/tableau_avancement.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;4- السلسلة الرابعة: جدول التقدم&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;span&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/exercices_suivi.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;5- السلسلة الخامسة: التتبع الزمني لتحول كيميائي - سرعة التفاعل&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/suiviex2.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;6- السلسلة السادسة: التتبع الزمني لتحول كيميائي - سرعة التفاعل&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/suiviex3.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;7-السلسلة السابعة: التتبع الزمني لتحول كيميائي - سرعة التفاعل&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/suiviex4.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;8- السلسلة الثامنة: التتبع الزمني لتحول كيميائي - سرعة التفاعل&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/exercicechimie_2.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;9- السلسلة التاسعة التتبع الزمني لتحول كيميائي - سرعة التفاعل &lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctar2/config/pagetemplates/doc/quest1_2010.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;10- استمارة حول تفاعلات الأكسدة و الاختزال&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;strong&gt;2-&amp;nbsp;التحولات التي تحدث في منحيين، توازن مجموعة كيميائية، تفاعلات حمض قاعدة&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: red; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/transformationschimiquesdans2sens.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;السلسلة الأولى: التحولات التي تحدث في منحيين&lt;/a&gt;&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: red; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;u&gt;&lt;span style=&quot;color: #307ecc;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/exercices_equilibre_chimique.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;السلسلة الثانية: حالة توازن مجموعة كيميائية&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;span style=&quot;color: red; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;color: #307ecc;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&amp;nbsp;&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt; &lt;div dir=&quot;rtl&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/Eqsyst.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;السلسلة الثالثة: حالة توازن مجموعة كيميائية&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/exreactions.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;السلسلة الرابعة: التفاعلات المقرونة بتفاعلات حمض قاعدة&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;color: #cc0000; font-size: small;&quot;&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: small;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/AciBasacide.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;السلسلة الخامسة:&amp;nbsp;تفاعلات حمض - قاعدة&lt;/a&gt;&lt;/span&gt;&lt;strong&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/exercices_dosageacido_basique.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;السلسلة السادسة: المعايرة الحمضية - القاعدية&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt; &lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/QCMacidebase.pdf?attredirects=0&quot; style=&quot;font-size: 24px;&quot; target=&quot;_blank&quot;&gt;السلسلة السابعة: اختبر معلوماتك العامة حول تفاعلات حمض - قاعدة&lt;/a&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&amp;nbsp;   &lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;strong&gt;3-الدروس الأخرى:&lt;/strong&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/exercices_trans_spontaneesdslespiles.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;سلسلة تمارين: التحولات التلقائية في الأعمدة و تحصيل الطاقة&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/Ssbirof.rar?attredirects=0&quot; target=&quot;_blank&quot;&gt;سلسلة تمارين التفاعلات القسرية - التحليل الكهربائي&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #cc0000; font-size: small;&quot;&gt;&lt;strong&gt;(نشر بتاريخ 07/05/2011)&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/exercicesest%C3%A9rificationethydrolyse.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;&amp;nbsp;سلسلة تمارين: التحكم في تطور مجموعة كيميائية ، الأسترة و الحلمأة&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/Ssbiroester.rar?attredirects=0&quot; target=&quot;_blank&quot;&gt;سلسلة تمارين: الأسترة و الحلمأة&lt;/a&gt;&amp;nbsp;&lt;strong&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: small;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/evalchim.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;&amp;nbsp;سلسلة أسئلة متعددة الاختيار&amp;nbsp;لمساعدة التلميذ على مراجعة دروس الكيمياء&lt;/a&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/testdechimieorganique.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;&amp;nbsp;سلسلة أسئلة معرفية لمساعدة التلميذ على مراجعة دروس الكيمياء&amp;nbsp;العضوية&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span&gt;&lt;span style=&quot;color: #9900ff;&quot;&gt;3- فروض محروسة&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;فروض محروسة من إعداد الأستاذ عبد الكريم اسبيرو&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;font-size: 32px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/devoir2009.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;فرض محروس: تتبع تحول كيميائي + حيود الضوء بواسطة شبكة ( علوم رياضية) + الفيزياء النووية&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/1.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;1- الموضوع الأول : تمرينان في الميكانيك&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: medium;&quot;&gt;&lt;span&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/Devoir-1.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;2- الموضوع الثاني: الموجات الميكانيكية و الضوئية + التفاعلات الحمضية القاعدية&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/2.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;3- الموضوع الثالث: الفيزياء النووية + &amp;nbsp;حيود الضوء بواسطة شبكة(خاص بالعلوم الرياضية ) +&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp; &lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/2.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الكيمياء( التفاعلات الحمضية القاعدية)&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/3.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;4- الموضوع الرابع: دراسة تذبذبات دارة RLC + المعايرة الحمضية القاعدية&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/4.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;5- الموضوع الخامس: دراسة دارة كهربائية RC + الفيزياء النووية + التفاعلات الحمضية - القاعدية&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/5.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;6- الموضوع السادس: حيود الضوء بواسطة شق + انحراف الضوء أحادي اللون بواسطة موشور + تفاعلات الأكسدة - اختزال&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/6.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;7- الموضوع السابع: دراسة حركة متزلج فوق الماء + دراسة حركة جسم فوق مستوى مائل + تفاعل الأسترة&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/7.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;8- الموضوع الثامن: دراسة دارة كهربائية RL + التفاعلات الحمضية القاعدية&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/8.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;9- &amp;nbsp;الموضوع التاسع: دراسة دارة كهربائية RC + دراسة دارة كهربائية RL + المعايرة الحمضية القاعدية&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/9.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;10- الموضوع العاشر: قانون نيوتن الثاني + مبرهنة الطاقة الحركية + نواس اللي + تفاعل الأسترة&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/10.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;11- الموضوع الحادي عشر: موجة ميكانيكية + حيود بواسطة شق + انحراف الضوء بواسطة موشور+ سرعة تفاعل&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/11.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;12- الموضوع الثاني عشر: الفيزياء النووية + دراسة توازن كيميائي&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/12.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;13- الموضوع الثالث عشر: دراسة المكثفات + دراسة دارة كهربائية RL + دراسة دارة LC + التطور التلقائي لتفاعل كيميائي&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/13.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;14- الموضوع الرابع عشر: موجة ميكانيكية + انتشار موجة ضوئية + التتبع الزمني لتطور تفاعل كيميائي&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/14.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;15- الموضوع الخامس عشر: دراسة حركة جسم صلب فوق سكة + نواس اللي + تفاعل الأسترة&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/15.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;16- الموضوع السادس عشر:&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/15.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;(ع ر &amp;nbsp;+ مسلك ع فيزيائية) دراسة التذبذبات القسرية لدارة RLC + تضمين الوسع + التفاعلات الكيميائية في الأعمدة&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/devoir2009.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;17- الفرض المحروس رقم 1&amp;nbsp; المنجز يوم 11/12/2009 ( الموجات الميكانيكية و الضوئية + تفاعلات الحمضية القاعدية)&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/devoir1_2009.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;18- الفرض المحروس المنجز بتاريخ 28/12/2009 (الموجات الضوئية + التفاعلات الكيميائية)&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/dev18.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;19- فرض محروس منجز بتاريخ 18/01/2010 (&amp;nbsp;الفيزياء النووية&amp;nbsp;+ التفاعلات الكيميائية )&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/devoirsurv.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;20- فرض محروس منجز بتاريخ 26 أبريل 2008 ( الدرتان RL&amp;nbsp;و LC + تطور مجموعة كيميائية)&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span&gt;&lt;a href=&quot;http://site.voila.fr/phychi/doclycee/Dsb2m.pdf&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;21- فرض محروس أنجز بتاريخ 09/04/2010 ( الكهرباء + التفاعلات الحمضية القاعدية)&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-size: large;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span&gt;&lt;span style=&quot;color: #307ecc; font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/Devoir_mec_est.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;22- فرض&amp;nbsp;محروس أنجز بتاريخ 19/05/2010 ( الميكانيك + تفاعل الأسترة)&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/dev01_2010.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;23- فرض محروس ( تتبع تحول كيميائي+ الموجات الميكانيكية + حيود الضوء)&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;span&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/rcacbase.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;24- استمارة حول تفاعلات حمض قاعدة و &amp;nbsp;ثنائي القطب&lt;/a&gt; &lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/rcacbase.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;RC&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;span&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/dsbiro22011.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;25- التحولات النووية + التفاعلات حمض -&amp;nbsp;قاعدة&lt;/a&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;span&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/devoirsbiro12.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;26- التفاعلات الحمضية القاعدية + الدارتان&lt;/a&gt; &lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/devoirsbiro12.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;RC&lt;/a&gt; &lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/devoirsbiro12.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;و&lt;/a&gt; &lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/devoirsbiro12.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;RL&lt;/a&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;span&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctar2/config/pagetemplates/doc/sbiro2011C.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;27- تتبع تحول كيميائي بقياس الضغط + الموجات الميكانيكية و الضوئية&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt; نشر بتاريخ 26-11-2011&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;b&gt;28- &lt;a href=&quot;http://sites.google.com/site/pctar2/config/pagetemplates/doc/DS2B1.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;التفاعلات حمضية - قاعدية + ثنائي القطب&lt;/a&gt; RC&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;b&gt;29-&lt;a href=&quot;http://sites.google.com/site/pctar2/config/pagetemplates/doc/DS2B2.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt; التحولات النووية + التفاعلات الحمضية القاعدية&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: large;&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://sites.google.com/site/pctar2/config/pagetemplates/doc/Devoirsr.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;30- ثنائي القطب RL و التذبذبات الحرة RLC و المعايرة الحمضية القاعدية و الأعمدة&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: center;&quot;&gt;&lt;span style=&quot;color: blue; font-size: x-large;&quot;&gt;فروض محروسة من إعداد الأستاذ محمد المرابي&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;span style=&quot;color: blue; font-size: medium;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/Ondescinetiquechimique.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;&lt;strong&gt;موضوع الفرض 1: موجات + الحركية الكيميائية&lt;/strong&gt;&lt;/a&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;strong&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/OndescinetiquechimiqueSolution.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;&amp;nbsp; تصحيح الفرض المحروس&lt;/a&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: blue; font-size: medium;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/Ds2.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;موضوع الفرض 2 : تطبيقات قانون نيوتن + الأسترة و الحلمأة&lt;/a&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/CDs2.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;تصحيح الفرض المحروس&lt;/a&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: center;&quot;&gt;&lt;span style=&quot;color: blue; font-size: x-large;&quot;&gt;فروض محروسة من إعداد الأستاذ أحمد لكددح&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;strong&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/D2.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض1: تطور مجموعة كيميائية + الموجات الميكانيكية و الضوئية&lt;/a&gt;&lt;/strong&gt;&lt;/span&gt;&amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/D1.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;&lt;strong&gt;الفرض2: تتبع تحول كيميائي + تحديد سرعة انتشار الصوت في الهواء + تبدد الضوء بواسطة موشور&lt;/strong&gt;&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/DA1.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;&lt;strong&gt;الفرض 3: تحديد مقاومة و معامل تحريض وشيعة + التذبذبات الحرة RLC + التفاعلات الحمضية - القاعدية&lt;/strong&gt;&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/DA2.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;&lt;strong&gt;الفرض 4: جدول التقدم - سرعة التفاعل + الموجات الميكانيكية + حيود الضوء&lt;/strong&gt;&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;a href=&quot;https://sites.google.com/site/pctaroudant/exercices/goog_1267112645768&quot; rel=&quot;nofollow&quot;&gt;الفرض 5: &lt;/a&gt;&lt;span dir=&quot;rtl&quot; lang=&quot;AR-MA&quot; style=&quot;font-family: Times New Roman;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/DA3.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;تأثير التركيز البدئي للمتفاعلات على نسبة التقدم النهائي&amp;nbsp; + التفاعلات النووية&lt;/a&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span dir=&quot;rtl&quot; lang=&quot;AR-MA&quot; style=&quot;font-family: Times New Roman;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/DA4.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض6: جدول التقدم، التفاعلات الحمضية القاعدية + التفاعلات النووية&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span dir=&quot;rtl&quot; lang=&quot;AR-MA&quot; style=&quot;font-family: Times New Roman;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/DA5.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 7: جدول التقدم، الموصلية، التفاعلات الحمضية القاعدية+ التأريخ بالكربون + دارة RC&lt;/a&gt;&lt;/span&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span dir=&quot;rtl&quot; lang=&quot;AR-MA&quot; style=&quot;font-family: Times New Roman;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/DA6.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 8: تتبع تحول كيميائي بقياس الموصلية + الموجات الميكانيكية&lt;/a&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span dir=&quot;rtl&quot; lang=&quot;AR-MA&quot; style=&quot;font-family: Times New Roman;&quot;&gt;&lt;span dir=&quot;rtl&quot; lang=&quot;AR-MA&quot; style=&quot;font-family: Times New Roman;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/D2svt4.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 9: دراسة منحنى التوزيع لمزدوجة قاعدة/حمض + التذبذبات الحرة&amp;nbsp; لدارة LC&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span dir=&quot;rtl&quot; lang=&quot;AR-MA&quot; style=&quot;font-family: Times New Roman;&quot;&gt;&lt;span dir=&quot;rtl&quot; lang=&quot;AR-MA&quot; style=&quot;font-family: Times New Roman;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/D2svt3.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 10: التعرف على كاشف ملون + التذبذبات الحرة لدارة كهربائية RLC&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span dir=&quot;rtl&quot; lang=&quot;AR-MA&quot; style=&quot;font-family: Times New Roman;&quot;&gt;&lt;span dir=&quot;rtl&quot; lang=&quot;AR-MA&quot; style=&quot;font-family: Times New Roman;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant/documents-1/D2PC4.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 11: التفاعلات الحمضية - القاعدية + التضمين و إزالة التضمين + حركة جسم صلب فوق مستوى مائل&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span dir=&quot;rtl&quot; lang=&quot;AR-MA&quot; style=&quot;font-family: Times New Roman;&quot;&gt;&lt;span dir=&quot;rtl&quot; lang=&quot;AR-MA&quot; style=&quot;font-family: Times New Roman;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/dmai2010g.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 12: الأعمدة+ السقوط الحر+ السقوط الحر مع الاحتكاكات ( ع ف + ع ر) + حركة قذيفة&lt;/a&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span dir=&quot;rtl&quot; lang=&quot;AR-MA&quot; style=&quot;font-family: Times New Roman;&quot;&gt;&lt;span dir=&quot;rtl&quot; lang=&quot;AR-MA&quot; style=&quot;font-family: Times New Roman;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/devsvt.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 13: الأعمدة + السقوط الحر + النواس المرن (ع ح أ)&lt;/a&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;span style=&quot;color: #cc0000; font-size: small;&quot;&gt;&lt;span dir=&quot;rtl&quot; lang=&quot;AR-MA&quot; style=&quot;font-family: Times New Roman;&quot;&gt;&lt;span dir=&quot;rtl&quot; lang=&quot;AR-MA&quot; style=&quot;font-family: Times New Roman;&quot;&gt;&lt;span dir=&quot;rtl&quot; lang=&quot;AR-MA&quot; style=&quot;font-family: Times New Roman;&quot;&gt;&lt;span dir=&quot;rtl&quot; lang=&quot;AR-MA&quot; style=&quot;font-family: Times New Roman;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/Devoir210510.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;الفرض14: الأعمدة + النواس المرن (ع ح أ)&lt;/span&gt;&lt;/a&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/devg.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض15: تتبع تحول كيميائي بقياس المواصلة + الموجات الصوتية + تبدد الضوء بواسطة موشور&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/Gds12011.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 16: التفاعلات حمض قاعدة + التحولات النووية +&amp;nbsp;ثنائي القطب&lt;/a&gt; &lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/Gds12011.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;RC&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/Dst2011.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 17 المعايرة الحمضية القاعدية + التضمين (&amp;nbsp;ع ر و ع ف)&amp;nbsp;التذبذبات الحرة لدارة&lt;/a&gt; &lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/Dst2011.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;RLC&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;strong&gt;نشر بتاريخ 16/03/2011&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/Devoirah2011.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;&amp;nbsp;الفرض 18 التفاعلات القسرية + السقوط الرأسي باحتكاك + حركة مستقيمية متغيرة بانتطام + قذيفة في مجال الثقالة&lt;/a&gt; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;strong&gt;(نشر بتاريخ 25/04/2011)&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/DS270511.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 19 الأسترة و الحلمأة + النواس المرن + حركة قمر اصطناعي&lt;/a&gt;&lt;/span&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctar2/config/pagetemplates/doc/DS1G.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 20 تتبع تحول كيميائي + الموجات الميكانيكية&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;نشر بتاريخ 11/12/2011&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctar2/config/pagetemplates/doc/DS2G.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 21 تتبع تحول كيميائي + الموجات الميكانيكية و الضوئية&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;b style=&quot;font-size: medium;&quot;&gt;نشر بتاريخ 11/12/2011&lt;/b&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctar2/config/pagetemplates/doc/DS2MG.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 22 التفاعلات حمضية قاعدية + التحولات النووية&lt;/a&gt; &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;نشر بتاريخ 01/01/2012&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctar2/config/pagetemplates/doc/DS2012G.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 23 التفاعلات التلقائية في الأعمدة + تضمين الوسع + التذبذبات الحرة لدارة RLC&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt; &amp;nbsp;نشر بتاريخ 20/03/2012&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;فروض محروسة من إعداد الأستاذ&amp;nbsp;صلاح الدين بنساعد&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/ccmodulation.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 01: التفاعلات حمض قاعدة + تضمين الوسع( ع ف و ع ر)+التذبذبات الحرة لدارة&lt;/a&gt; &lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/ccmodulation.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;RLC&lt;/a&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/cotrolsp2011.rar?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 02: التفاعلات القسرية + حركة إزاحة + حركة دوران + السقوط الراسي باحتكاك ( ع ف + ع ر)&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctar2/config/pagetemplates/doc/CC1.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 03: جدول التقدم ، سرعة التفاعل + الموجات الميكانيكية و الضوئية&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctar2/config/pagetemplates/doc/CC2.pdf?attredirects=0&quot; style=&quot;color: #551a8b;&quot; target=&quot;_blank&quot;&gt;الفرض 04: الحركية الكيميائية + الموجات الميكانيكية و الضوئية&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://sites.google.com/site/pctar2/config/pagetemplates/doc/CBS.pdf?attredirects=0&quot; style=&quot;font-size: x-large;&quot; target=&quot;_blank&quot;&gt;الفرض 05 التفاعلات الحمضية - القاعدية + التحولات النووية&lt;/a&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctar2/config/pagetemplates/doc/CNRLC.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 06 التفاعلات التلقائية في الأعمدة + تضمين الوسع + التذبذبات الحرة في الدارة RLC&amp;nbsp;&lt;/a&gt;&amp;nbsp;نشر بتاريخ 18-03-2012&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctar2/config/pagetemplates/doc/controleSP5.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 07 الميكانيك + التفاعلات القسرية&lt;/a&gt; &amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;نشر بتاريخ 20-04-2012&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctar2/config/pagetemplates/doc/contSP6.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 08 الميكانيك + التفاعلات القسرية&lt;/a&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;نشر بتاريخ 20-04-2012&lt;/span&gt;&lt;/b&gt; &lt;/div&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #cc0000;&quot;&gt; &lt;div dir=&quot;rtl&quot; style=&quot;font-size: 24px; text-align: right;&quot;&gt; &lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;فروض محروسة من إعداد الأستاذ&amp;nbsp;ابراهيم ايت بلا&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/cc1bella.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 01: الموجات الميكانيكية و الضوئية + تتبع التفاعلات البطيئة&lt;/a&gt; &lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/dsbella2.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 02: المحاليل الحمضية + التحولات النووية + ثنائي القطب&lt;/a&gt; &lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/dsbella2.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;RC&lt;/a&gt;&amp;nbsp;&lt;strong&gt;&lt;span style=&quot;font-size: small;&quot;&gt;نشر بتاريخ 29/03/2011&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt; &lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;فروض محروسة من إعداد الأستاذ&amp;nbsp;سعيد الجليل&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/cc1jalil.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 01: التفاعلات التلقائية في الأعمدة + الدارتين&lt;/a&gt; &lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/cc1jalil.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;RL&amp;nbsp; RC&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/cc2jalil.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 02: التفاعلات التلقائية و القسرية + التذبذبات الحرة لدارة&lt;/a&gt; RLC&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/JD1.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 03 تفاعل الأسترة + النواس المرن الأفقي + مستوى مائل + دراسة قذيفة&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;strong&gt;نشر بتاريخ 06-06-2011&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/pctaroudant2/documents/JD2.pdf?attredirects=0&quot; target=&quot;_blank&quot;&gt;الفرض 04 تفاعل الأسترة + تضمين الوسع (2 ع ف + 2 ع ر)&lt;/a&gt; &lt;span style=&quot;font-size: small;&quot;&gt;&lt;strong&gt;نشر بتاريخ 06-06-&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://abu-anass.blogspot.com/feeds/5455223082555211277/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://abu-anass.blogspot.com/2012/06/blog-post.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/5455223082555211277'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/5455223082555211277'/><link rel='alternate' type='text/html' href='http://abu-anass.blogspot.com/2012/06/blog-post.html' title='تمارين و فروض محروسة مرفقة بالحلول في الفيزياء و الكيمياء'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01917991709573412281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-NU2stdTm_tw/TysKHvv516I/AAAAAAAAKmg/HfdDpIM0qfc/s72-c/BAC+Physique+3AS+%28L%27essentiel+du+cours%29.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8951073620116873779.post-3742757459947544942</id><published>2012-06-02T07:14:00.000-07:00</published><updated>2014-01-16T17:43:17.362-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="الفلسفة"/><title type='text'>Comment Désactiver le  journal timeligne de facebook</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; font-size: x-large;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;background-color: blue; color: white;&quot;&gt;clic sur le site ou copier le et coller sur la barre d&#39;adrésse&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
www.timelineremove.com&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;img alt=&quot;&quot; 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&quot; 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rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8951073620116873779.post-6733002015169765713</id><published>2012-05-26T09:18:00.002-07:00</published><updated>2014-01-16T17:43:17.377-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="SVT"/><category scheme="http://www.blogger.com/atom/ns#" term="الفلسفة"/><category scheme="http://www.blogger.com/atom/ns#" term="علوم الحياة و الأرض"/><title type='text'>آلية تعبير الخبر الوراثي</title><content type='html'>&lt;!-- Begin BidVertiser code --&gt;&lt;br /&gt;
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&lt;noscript&gt;&lt;a href=&quot;http://www.bidvertiser.com&quot;&gt;internet advertising&lt;/a&gt;&lt;/noscript&gt;&lt;br /&gt;
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&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;font-weight: bold; text-align: center;&quot;&gt;&lt;span style=&quot;color: #42529d; font-size: 130%;&quot;&gt;&lt;span lang=&quot;fr&quot;&gt;Sciences de      la Vie et de la Terre &lt;/span&gt; علوم       الحياة والأرض&lt;br /&gt;
السنة الثانية باكلوريا&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-weight: bold; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; dir=&quot;ltr&quot; style=&quot;font-weight: bold; margin-bottom: 0px; margin-top: 0px; text-align: right;&quot;&gt;&lt;span style=&quot;font-size: 130%;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;color: red; font-size: 130%;&quot;&gt;&lt;u&gt;&lt;span lang=&quot;en-gb&quot; style=&quot;font-size: 16pt;&quot;&gt;&lt;/span&gt;&lt;span lang=&quot;AR-SA&quot; style=&quot;font-size: 16pt;&quot;&gt; آلية تعبير الخبر        الوراثي&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;right&quot; class=&quot;MsoNormal&quot; dir=&quot;ltr&quot; style=&quot;font-weight: bold; margin-bottom: 0px; margin-top: 0px;&quot;&gt;&lt;span style=&quot;font-size: 130%;&quot;&gt; &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;div style=&quot;color: darkblue; font-size: 24px; font-weight: bold; margin: 10px; padding: 10px;&quot;&gt;مفهوم المورثة و الحليل:  &lt;/div&gt;نفس الصفة الوراثية تأخذ عدة مظاهر خارجية مما يدل على أن المحتوى الوراثي المحدد لهذه الصفة يخضع لتغيرات بفعل الطفرات.&lt;br /&gt;
مثال لون البدور عند  الجليان &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;petit pois&lt;/span&gt;&lt;br /&gt;
مظهر خارجي أخضر &lt;img height=&quot;37&quot; src=&quot;http://madariss.fr/svt/2eme/belghiti/images/3_2.gif&quot; width=&quot;36&quot; /&gt; مظهر خارجي أصفر  &lt;img height=&quot;37&quot; src=&quot;http://madariss.fr/svt/2eme/belghiti/images/3_1.gif&quot; width=&quot;37&quot; /&gt;   لاحظ أن الأخضر و الأصفر يعبران على مظهرين مختلفين لنفس الصفة(اللون )&lt;br /&gt;
الجزء المسؤول عن اللون على مستوى &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;ADN&lt;/span&gt; ادن يختلف محتواه الوراثي عند النبتتين : يشكل هذا المحتوى &lt;u&gt;الحليل  &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;Allèle&lt;/span&gt;&lt;/u&gt;&lt;br /&gt;
&lt;u&gt;المورثة&lt;/u&gt;: ادن عبارة عن جزء من &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;ADN&lt;/span&gt; يرمز إلى صفة وراثية(اللون مثلا) والحليل عبارة عن المحتوى الوراثي لهذا الجزء ويرمز إلى مظهر خارجي معين&lt;br /&gt;
( الأخضر أو الأصفر مثلا ) يمكن المرور من حليل لأخر بفعل حدوث تغير فجائي ينعت بالطفرة.&lt;br /&gt;
&lt;div style=&quot;color: darkblue; font-size: 24px; font-weight: bold; margin: 10px; padding: 10px;&quot;&gt;مفهوم المظهر الخارجي : &lt;/div&gt;&lt;u&gt;مثال: فقر الدم المنجلي :&lt;/u&gt; مرض وراثي يتميز باتخاذ الكريات الحمراء  شكل منجلي عند الشخص المصاب.&lt;br /&gt;
فما هو سبب هذا الشكل مقارنة مع الشكل العادي للكريات الحمراء - لفهم سبب  اختلاف شكل الكريات الحمراء عند الشخصين نقوم بمقارنة محتوى هاذين الصنفين  من الخلايا ( مع التذكير بأن محتوى الكريات الحمراء يتجلى في الخضاب  الدموي وهو بروتين صنف الكريونات )&lt;br /&gt;
&lt;u&gt;البروتين = سلسلة من الأحماض الأمينية (أنظر مقرر الأولى باك)  &lt;/u&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img height=&quot;207&quot; src=&quot;http://madariss.fr/svt/2eme/belghiti/images/3_3.jpg&quot; width=&quot;640&quot; /&gt; &lt;/div&gt;لنقارن ادن الخضاب الدموي الموجود بداخل الكريات الحمراء المنجلية(&lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;HbS&lt;/span&gt;) بالخضاب الدموي للكريات ذات الشكل العادي(&lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;HbA&lt;/span&gt;):&lt;/div&gt;&lt;div style=&quot;background-color: black; border: 4px solid black; color: white; margin-right: 30%; text-align: center; width: 70%;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt; Val- His- Leu- Thr- Pro- Glu- Lys&lt;/span&gt; حالة الشخص السليم.&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt; Val- His- Leu- Thr- Pro- Val- Lys&lt;/span&gt; حالة الشخص المصاب  &lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;سنقتصر على تمثيل جزء من   السلسلة &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;B&lt;/span&gt; وهو الجزء المميز للحالتين (  الأجزاء الغير ممثلة لم يعاين أي اختلاف بين الشخصين السليم والمصاب.)                                                             لاحظ أن الحمض ألأميني رقم &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;6&lt;/span&gt; في السلسلة العادية هو &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt; Glucine&lt;/span&gt; وفي السلسلة الغير عادية هو &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;Valine&lt;/span&gt;   مما يعني أن سبب الاختلاف يتجلى في استبدال حمض أميني بأخر. هذا الاستبدال يجعل جزيئات الخضاب نوع &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;HbS&lt;/span&gt;  تلتصق فيما بينها بعد تحريرها للأكسجين مما يفقدها خصائصها الأصلية(حالة  مذابة) هذا التصلب يغير في شكل الكريات الحمراء لتصبح  منجلية.&lt;a href=&quot;http://madariss.fr/svt/2eme/belghiti/flash/drepanocytose.htm&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;  أنقر هنا لملاحظة خصائص &lt;span style=&quot;font-family: arial;&quot;&gt;HbS&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;u&gt;ما هي عواقب هذا التغير بالنسبة لخصائص الخضاب الدموي؟&lt;/u&gt;&lt;br /&gt;
قدرة الكريات الحمراء على نقل الأكسجين مرتبطة بسهولة حركتها .بسبب التصاق  جزيئات الخضاب الدموي فيما بينها تتخذ الكريات الحمراء شكل منجلي مما يجعل  قدرتها على نقل الأكسجين ضعيفة بفعل حركتها الصعبة داخل العروق.  &lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=8951073620116873779&amp;amp;postID=6733002015169765713&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;أنقر لتتبع عواقب ذلك&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
استنتاج : سبب فقر الدم ادن خلل في بروتين الكريات الحمراء مما يعني أن &lt;u&gt;المظهر الخارجي&lt;/u&gt; على مستوى الجزيئي عبارة عن &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;17&lt;/span&gt;&lt;br /&gt;
فما هو سبب استبدال &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;Glu&lt;/span&gt; ب &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;Val&lt;/span&gt; في السلسلة الغير عادية؟&lt;br /&gt;
لنقارن جزء &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;ADN&lt;/span&gt; المناسب عند الشخصين:&lt;/div&gt;&lt;table style=&quot;margin-left: auto; margin-right: auto; text-align: left;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td&gt;جزء &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;ADN&lt;/span&gt; عند الشخص السليم:    &lt;/td&gt;   &lt;td&gt;&lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;CACGTGGAATGAGGTC&lt;span style=&quot;color: red;&quot;&gt;T&lt;/span&gt;CCTC&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;GTGCACCTTACTCCAG&lt;span style=&quot;color: red;&quot;&gt;A&lt;/span&gt;GGAG&lt;/span&gt; &lt;/td&gt;          &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;table style=&quot;margin-left: auto; margin-right: auto; text-align: left;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td&gt;نفس الجزء عند الشخص المصاب:        &lt;/td&gt;   &lt;td&gt;&lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;CACGTGGAATGAGGTC&lt;span style=&quot;color: red;&quot;&gt;A&lt;/span&gt;CCTC&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;GTGCACCTTACTCCAG&lt;span style=&quot;color: red;&quot;&gt;T&lt;/span&gt;GGAG&lt;/span&gt;    &lt;/td&gt;          &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
لاحظ أن النكليوتيد رقم &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;17&lt;/span&gt;&lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;T&lt;/span&gt;  استبدل ب &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;A&lt;/span&gt; مما نتج عنه استبدال  &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;Glucine&lt;/span&gt; ب &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;Valine&lt;/span&gt; على مستوى السلسلة &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;B&lt;/span&gt; للخضاب الدموي &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;HbS&lt;/span&gt;&lt;br /&gt;
&lt;u&gt;استنتاج&lt;/u&gt; : تسلسل النكليوتيدات ادن على مستوى &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;ADN&lt;/span&gt; يرمز إلى تسلسل الأحماض الأمينية على مستوى البروتين: هناك ادن رمز وراثي&lt;br /&gt;
&lt;u&gt;خلاصة  عامة&lt;/u&gt;:&lt;br /&gt;
عمل المورثة يقتصر في التحكم في تسلسل الأحماض الأمينية على مستوى  البروتينات المنتجة من طرف الخلايا.آلية تعبير الخبر الوراثي يتجلى ادن في  آلية تركيب البروتينات. &lt;br /&gt;
&lt;div style=&quot;color: darkblue; font-size: 24px; font-weight: bold; margin: 10px; padding: 10px;&quot;&gt;تركيب البروتينات:  &lt;/div&gt;المورثة توجد داخل النواة وعملية تركيب البروتين تتم في السيتوبلازم :التواصل بين النواة والسيتوبلازم يتم عن طريق &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;ARNm&lt;/span&gt;- تتم العملية ادن عبر مرحلتين –&lt;/div&gt;&lt;ol style=&quot;text-align: center;&quot;&gt;&lt;li&gt; &lt;u&gt;الاستنساخ&lt;/u&gt;: تشكل &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;ARNm&lt;/span&gt; انطلاقا من أحد شريطي &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;ADN&lt;/span&gt;.&lt;br /&gt;
&lt;br /&gt;
&lt;img height=&quot;107&quot; src=&quot;http://madariss.fr/svt/2eme/belghiti/images/3_5.jpg&quot; width=&quot;640&quot; /&gt; &lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img height=&quot;187&quot; src=&quot;http://madariss.fr/svt/2eme/belghiti/images/3_6.gif&quot; width=&quot;640&quot; /&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div style=&quot;background-color: black; border: 4px solid black; color: white; margin-right: 60%; width: 40%;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;ARNm&lt;/span&gt; المحصل عليه &lt;br /&gt;
&lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt; AACCCGAUUGUGCAGUC  3&#39;         5&#39;&lt;/span&gt; &lt;/div&gt;&lt;/li&gt;
&lt;li&gt; &lt;u&gt;الترجمة&lt;/u&gt; : تتم في السيتوبلازم بفضل الجسيمات الريبية حيث تترجم كل وحدة رمزية إلى حمض أميني محدد :يشمل الرمز الوراثي على &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;64&lt;/span&gt; وحدة رمزية ترمز إلى &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;20&lt;/span&gt; حمض أميني مختلف مما يعطي لكل حمض أكثر من وحدة رمزية مناسبة :يتميز الرمز بالتكرار.&lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;3&lt;/span&gt; وحدات ليس لها معنى تعرف بوحدات قف &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;Stop&lt;/span&gt; على اعتبار أنها سبب توقف عملية الترجمة.&lt;br /&gt;
&lt;a href=&quot;http://madariss.fr/svt/2eme/belghiti/flash/code.htm&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;يمكنك اكتشاف مضمون الرمز الوراثي هنا أنقر&lt;/span&gt;&lt;/a&gt; المبدأ: أكتب الوحدة الرمزية في المكان المناسب ثم أضغط على &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;OK&lt;/span&gt;&lt;br /&gt;
&lt;u&gt; مثال:&lt;/u&gt;    &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;   UUUAUAAAACCGCGU 3&#39;      5&#39; ARNm&lt;/span&gt; &lt;br /&gt;
بعد الترجمة نحصل على السلسلة الببتيدية التالية  &lt;div style=&quot;background-color: black; border: 4px solid black; color: white; margin-right: 60%; width: 40%;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;Phe – Ile – Lys – Pro - Arg &lt;/span&gt;  &lt;/div&gt;&lt;br /&gt;
&lt;a href=&quot;http://madariss.fr/svt/2eme/belghiti/flash/synth.htm&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;    أنقر لتتبع آلية تعبير الخبر الوراثي&lt;/span&gt; &lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://madariss.fr/svt/2eme/belghiti/flash/adn_arn.htm&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;  يمكنك ملاحظة العلاقة :بروتين- &lt;span style=&quot;font-family: arial; font-size: x-small;&quot;&gt;ARNm ADN&lt;/span&gt;-&lt;/span&gt;&lt;/a&gt;&lt;a href=&quot;http://madariss.fr/svt/2eme/belghiti/flash/adn_arn.htm&quot; target=&quot;_blank&quot;&gt; &lt;/a&gt;&lt;/li&gt;
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&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
&lt;b&gt;حصري على موقع الإمام مالك&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;&lt;b&gt; مرحبا بجميع أحبابنا تلاميذ الباكالوريا و المترشحين الأحرار نقدم شرح درس الأعداد العقدية كاملا ( شرح بالفيديو) في مادة الرياضيات للجميع الشعب &lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;الاعداد العقدية الدرس 1 &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.youtube.com/watch?v=w49Ig8ssmTE&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;200&quot; 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&quot; width=&quot;200&quot; /&gt;&amp;nbsp;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;الاعداد العقدية الدرس 2&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.youtube.com/watch?v=DgDsSD1tl5Q&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;200&quot; 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&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;الاعداد العقدية الدرس 3&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;http://youtu.be/4WnMby4q-bo&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;200&quot; 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&quot; width=&quot;200&quot; /&gt;&amp;nbsp;&lt;/a&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;الاعداد العقدية الدرس 4&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;http://youtu.be/otRbD8mcAP8&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;200&quot; 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&lt;/script&gt;&lt;/div&gt;v</content><link rel='replies' type='application/atom+xml' href='http://abu-anass.blogspot.com/feeds/102111728040359870/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://abu-anass.blogspot.com/2012/05/blog-post_126.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/102111728040359870'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/102111728040359870'/><link rel='alternate' type='text/html' href='http://abu-anass.blogspot.com/2012/05/blog-post_126.html' title='درس الأعداد العقدية كاملا ( شرح بالفيديو)'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01917991709573412281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8951073620116873779.post-7655983319117107805</id><published>2012-05-24T19:21:00.000-07:00</published><updated>2014-01-16T17:46:46.326-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Philosophie"/><category scheme="http://www.blogger.com/atom/ns#" term="الفلسفة"/><title type='text'>ملخصات مادة الفلسفة 2 باك , ملخصات دروس الفلسفة ثانية باك ,ملخصات دروس الفلسفة 2 باكلوريا</title><content type='html'>&lt;script async src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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&lt;span style=&quot;color: #560000; font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: red; font-size: medium;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;br /&gt;
&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img height=&quot;660&quot; id=&quot;il_fi&quot; src=&quot;http://dc01.arabsh.com/i/00079/97o25p8qwrua.jpg&quot; style=&quot;padding-bottom: 8px; padding-right: 8px; padding-top: 8px;&quot; width=&quot;465&quot; /&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #560000; font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: red; font-size: medium;&quot;&gt;&lt;b&gt;&lt;u&gt;الشخص&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;
&lt;span style=&quot;color: #560000; font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: #560000;&quot;&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;يعتبر مفهوم الشخص من المفاهيم  التي  حضية باهتمام العديد من الفلاسفة و المفكرين و العلماء من مجالات  معرفية  متعددة منها : علم النفس، علم الاجتماع، القانون، الأخلاق،  الفلسفة...لذلك  يطرح إشكالات صعبة مرتبطة بحقيقة الإنسان و ما يتعلق بها من  قيمته و  مصيره و حريته.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;&lt;a href=&quot;http://samysouhail.blogspot.com/&quot;&gt;باسكال&lt;/a&gt;&quot; التأمل العقلي بمثابة الوسيلة الوحيدة التي يمكن اعتمادها في معرفة حقيقة الإنسان.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;u&gt;الشخص والهوية&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;جون لوك&quot; إن الإدراك الحسي أساسي في الوصول إلى حقيقة الشخص، وبالتالي شخص الإنسان وهويته تنبني على مسألة الشعور.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;شوبنهاور&quot;إن هوية الشخص تتأسس على الإرادة، واختلاف الناس يرجع أساسا إلى اختلاف إراداتهم. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;الشخص بوصفه قيمة&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;كانط&quot; يعتبر أن قيمة الشخص تنبع من امتلاكه للعقل هذا الأخير الذي يعطي للإنسان كرامته ويسمو به، إنه يُشرع مبدأ الواجب الأخلاقي.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;غوسدورف&quot; قيمة الشخص تتحدد داخل المجتمع لا خارجه،فالشخص الأخلاقي لا يتحقق بالعزلة والتعارض مع الآخرين بل العكس.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;الشخص بين الضرورة والحرية&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;ج. ب. سارتر&quot; حقيقة الإنسان  تنبني  أساسا على الحرية، فحقيقة الإنسان بمثابة مشروع يعمل كل فرد على  تجديده من  خلال تجاربه واختياراته و سلوكاته وعلاقاته بالآخرين.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;إمانويل مونيي&quot;حرية الإنسان  ليست  مطلقة، وشرط التحرر من الضغوطات هو تحقيق وعي بالوضعية، والعمل قدر   الإمكان على التحرر من الضغوطات.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;
&lt;span style=&quot;color: #560000; font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: #560000;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;color: red; font-size: medium;&quot;&gt;&lt;b&gt;&lt;u&gt;الغير&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;إن مفهوم الغير اتخذ في التمثل   الشائع معنى تنحصر دلالته في الآخر المتميز عن الأنا الفردية أو الجماعية   (نحن). ولعل أسباب هذا التميز إما مادية جسمية، وإما أثنية (عرقية) أو   حضارية، أو فروقا اجتماعية أو طبقية، ومن هذا المنطلق، ندرك أن مفهوم الغير   في الاصطلاح الشائع يتحدد بالسلب، لأنه يشير إلى ذلك الغير الذي يختلف عن   الأنا ويتميز عنها، ومن ثمة يمكن أن تتخذ منه الذات مواقف، بعضها إيجابي   كالتآخي، والصداقة وما إلى ذلك، وأخرى سلبية كاللامبالاة، والعداء... تطرح   معرفة الغير إشكالات فلسفية اختلفت إجابات الفلاسفة فيها، و من أهم هذه   الإشكالات سنقف عند إمكانية معرفة الغير كذات واعية. و هو إشكال يتعلق   أساسا بإعطاء قيمة لهذا الإنسان الذي نحاول معرفته، أما الإشكال الثاني   فيتعلق بمنهجية التعرف على الغير. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;وجود الغير:&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;مارتن هايدغر&quot; وجود الغير مهدد لوجود الذات ما دام يحرمها من خصوصياتها، والغير مفهوم قابل لكي يطلق على كل إنسان. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;ج. ب. سارتر&quot;وجود الغير يهدد  الذات  من جهة وضروري لها من جهة أخرى، إن نظرة الغير إلينا تحرمنا من هذه  الحرية  وتجعلنا مجرد شيء أو عَبْدٍ. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;u&gt;معرفة الغير:&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;إدموند هوسرل&quot; معرفة الغير ممكنة ما دام جزءا من العالم الذي أعيش فيه، وما أعرفه من الغير هو المستوى الذي يشاركني و يشابهني فيه.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;غاستون بيرجي&quot; تتأسس حقيقة  الإنسان  على تجربته وعلى إحساساته الداخلية، إن هناك فاصلا بين الذات  والغير  يستحيل معه التعرف على حقيقة هذا الغير.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;العلاقة مع الغير:&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;إمانويل كانط&quot; الصداقة هي  النموذج  المثالي للعلاقة مع الغير، و مبدأ الواجب الأخلاقي يفرض على  الإنسان  الالتزام بمبادئ فاضلة وتوجيه إرادته نحو الخير دائما.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;أوغست كونت&quot; إن الغيرية باعتبارها نكران للذات وتضحية من أجل الأخر هي الكفيلة بتثبيت مشاعر التعاطف و المحبة بين الناس.&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;
&lt;span style=&quot;color: #560000; font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: #560000;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b style=&quot;color: red;&quot;&gt;&lt;u&gt;النظرية العلمية&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;تطرح علاقة النظرية بالتجربة  إشكالا  يتمثل في تحديد الأساس الذي ينبغي اعتماده لفهم العالم إذ نجد عددا  من  الفلاسفة و المفكرين يعتبرون أن للعقل القدرة الكاملة على فهم قوانين   العالم و اكتشاف أسراره وذلك عن طريق التأمل النظري لأن العقل يمتلك أفكارا   فطرية تؤهله لفهم كل ما في الوجود، بينما نجد عددا من الفلاسفة و العلماء   يعتبرون أن المعرفة ينبغي أن تُستمد من الواقع وذلك من خلال اعتماد  التجربة  و الحواس، غير أن هذا الاختلاف الموجود بين التصورين يفضي إلى  نمطين من  البحث يكون أحدهما بحث عقلاني بينما يكون الآخر بحث تجريبي.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;التجربة و التجريب&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;كلود برنارد&quot; يركز على دور  التجربة  والملاحظة لبناء المعرفة العلمية مع الالتزام بخطوات المنهج   التجريبي(الملاحظة ثم الفرضية فالتجربة).&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;روني طوم&quot;التجربة تحتاج إلى  العقل  والخيال، ويتجلى دور العقل في بناء المعرفة من خلال صياغة الفرضية،  مع  إمكانية القيام بتجارب ذهنية. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;

&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;العقلانية العلمية&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;ألبير انشتاين&quot; العقل مصدر المعرفة العلمية وذلك لأنه ينتج مبادئ وأفكار، وتبقى التجربة بمثابة أداة مساعدة لإثبات صدق النظرية.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;غاستون باشلار&quot;تعد المعرفة  العلمية  نتيجة تكامل عمل كل من العقل والتجربة، العقل ينتج أفكارا وتصورات،  تعمل  التجربة على استخلاص المعطيات الحسية. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;u&gt;معايير علمية النظرية العلمية&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;بيير تويلي&quot; تعدد التجارب   والاختبارات في وضعيات مختلفة، يضفي الانسجام على النظرية كما ينبغي على   النظرية أن تخضع لمبدأ التماسك المنطقي.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;كارل بوبر&quot; لكي تكون النظرية علمية ينبغي أن تخضع لمعيار القابلية للتكذيب وذلك بوضع افتراضات تبين مجال النقص في النظرية. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b style=&quot;color: red;&quot;&gt;&lt;u&gt;&lt;br /&gt;
&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;
&lt;span style=&quot;color: #560000; font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: #560000;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b style=&quot;color: red;&quot;&gt;&lt;u&gt;الحقيقة&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;تعتبر الحقيقة هدفا لكل بحث علمي   ولكل تأمل فلسفي, إنها الغاية التي ينشدها كل إنسان سواء في علاقات   اجتماعية أو في حياته الشخصية أو في علاقته بالوجود. غير أن مفهوم الحقيقة   يتصف بنوع من الغموض سببه تعدد الحقائق، و تعدد مصادر المعرفة كما تطرح   صعوبة تمييز الحقيقة عن أضدادها نتيجة تداخلهم، وهو ما يستوجب وضع مفهوم   الحقيقة موضع سؤال. إذ يقتضي الأمر في البداية معرفة الحقيقة و تحديد   دلالتها ، ثم إبراز الوسائل المعتمدة للوصول إلى الحقيقة (هل هو العقل أم   الحواس), و أخيرا تحديد معيار التمييز بين الحقيقة و اللاحقيقة. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;الرأي والحقيقة:&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;بليز باسكال&quot; هناك حقائق مصدرها   العقل ويتم البرهان عليها، وحقائق مصدرها القلب ويتم الإيمان أو التسليم   بها، إن العقل يحتاج إلى حقائق القلب لينطلق منها بوصفها حقائق أولى. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;غاستون باشلار&quot; الرأي عائق  معرفي  يمنع الباحث من الوصول إلى الحقيقة التي يتوخاها، إن الحقيقة العلمية   تنبني على بحث علمي خاضع لمنهجية دقيقة تسمو به فوق. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;معايير الحقيقة:&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot; ديكارت&quot; الحدس والاستنباط  أساسا  المنهج المؤدي إلى الحقيقة، الحدس نفهم به حقيقة الأشياء بشكل مباشر   والاستنباط هو استخراج معرفة من معرفة سابقة نعلمها. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;اسبينوزا&quot; الحقيقة معيار لذاتها إذ بفضل معرفتها نستطيع تجنب الخطأ والوهم، فشرط معرفة نقيض الشيء هو معرفة الشيء ذاته.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;الحقيقة بوصفها قيمة:&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;مارتن هايدغر&quot; كل انحراف على   الحقيقة يجعل الإنسان يتيه ويضل عن الفهم السليم للأشياء وينتج التيه بسبب   اعتماد الإنسان على الأفكار المسبقة في فهمه للأشياء.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;فايل&quot; نقيض الحقيقة التي يهددها  ليس  الخطأ بل العنف الذي يؤدي إلى رفض الآخر والدخول في صراع معه وإيقاف   التفكير والاستبداد بالرأي،&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;
&lt;span style=&quot;color: #560000; font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: #560000;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;color: red; font-size: medium;&quot;&gt;&lt;b&gt;&lt;u&gt;الدولة&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;يتربع مفهوم الدولة عرش الفلسفة   السياسية، لما يحمله من أهمية قصوى سواء اعتبرناه كيانا بشريا ذو خصائص   تاريخية، جغرافية، لغوية، أو ثقافية مشتركة؛ أو مجموعة من الأجهزة المكلفة   بتدبير الشأن العام للمجتمع. وتعد الدولة مدافعة عن حقوق الإنسان ومنظمة   للعلاقات الاجتماعية وضامنة للأمن، و لكنها في نفس الوقت تمارس سلطات على   الإنسان و تحد من حرياته. فإن دل الاعتبار الثاني على شيء فإنما يدل على   كون الدولة سيف على رقاب المواطنين وعلى هؤلاء الامتثال والانصياع، &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;أرسطو&quot;:لا يمكن للإنسان أن يعيش   منعزلا ما دام يحتاج للآخرين، لذلك وجب الخضوع لتنظيم يهدف إلى خدمة   المصالح العامة، وتظل الدولة أهم من الفرد. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;مشروعية الدولة وغاياتها:&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;من أين تستمد الدولة مشروعيتها؟ و ما هي غاياتها؟ &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;اسبينوزا&quot; ليس الهدف من الدولة الاستبداد والإخضاع، بل هدفها ضمان حقوق الناس وتوفير حرياتهم، شريطة ألا يتصرفوا ضد سلطتها. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;هيغل&quot; تقوم الدولة بخدمة الأفراد وبشكل تنظيمي توفر لهم حقوقهم، وتبقى أهم من الفرد باعتبارها أفضل وجود للإنسان.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;طبيعة السلطة السياسية&lt;/span&gt; &lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;كيف ينبغي للحاكم أن يتعامل مع شعبه؟ هل يجب أن يقوم بكل ما يضمن له السلطة و الاستمرارية، أم ينبغي أن يكون قدوة لشعبه؟&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;ماكيافيلي&quot;على الحاكم أن يستخدم  كل  الوسائل للتغلب على خصومه وبلوغ غايته، وعليه أن يعرف كيف يخضع الناس   لسلطته بالقانون والقوة معا.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;ابن خلدون&quot; على الحاكم أن يكون القدوة لشعبه يحترم الأخلاق الفاضلة ويدافع عن الحق، وعليه أن يتعامل بحكمة واعتدال مع شعبه. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;الدولة بين الحق والعنف:&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;من أين تستمد الدولة مشروعيتها،  هل  من الدفاع عن الحقوق أم من اللجوء إلى العنف؟ و كيف يتم تدبير العنف  داخل  الدولة؟ أليس الاعتماد على العنف دليل على عدم مشروعية الدولة؟&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;ماكس فيبر&quot; الدولة وحدها من تمتلك حق ممارسة العنف وذلك لإخضاع الناس للقانون ومن هنا فإن العنف الذي تمارسه الدولة يعتبر مشروعا.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;عبد الله العروي&quot; كل دولة تعمل  على  إخضاع الشعب لسلطاتها بالقوة والعنف ولا يجمع عليها الناس ولا يكون  الحاكم  مختارا من طرف الشعب لا تعتبر دولة شرعية، والعكس صحيح.&lt;/span&gt;&lt;/b&gt;&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=8951073620116873779&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=8951073620116873779&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=8951073620116873779&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=8951073620116873779&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=8951073620116873779&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=8951073620116873779&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=8951073620116873779&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=8951073620116873779&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;http://dl.dropbox.com/u/77178057/Imam%20Malik%20by%20Essiti.pdf&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;/a&gt;&lt;span style=&quot;color: #560000; font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: #560000;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b style=&quot;color: red;&quot;&gt;&lt;u&gt;الحق و العدالة&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;الحق يندرج ضمن علاقات اجتماعية  لا  ينبغي أن يكون مطلقا بل يستوجب استحضار الواجب، والحق منهجية ووصايا  تحدد  للسلوك طريقا للأخلاق الفاضلة، والحديث عن الحق يستوجب استحضار مفهوم   العدالة باعتباره قانونا يضمن للأفراد التمتع بحقوقهم وسلطة تلزمهم باحترام   واجبات الآخرين، ويعتبر مفهوم الحق من المفاهيم النبيلة إذ تلتقي مع قيم   الواجب والحرية والإنصاف. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;الحق بين الطبيعي و الوضعي:&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;هل أصل الحق طبيعي تماسس على القوة، أم أن مصدره ثقافي مستمد من القوانين و تشريعات المجتمع؟ &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;هوبز&quot; كان الإنسان قبل تكوين  الدولة  والمجتمع يتمتع بحق طبيعي يخوله استخدام القوة للوصول إلى ما يستطيع   الحصول عليه، بسبب هذه الفوضى فضل الإنسان الانتقال إلى حالة المجتمع من   خلال تعاقد اجتماعي، &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;ج.ج.روسو&quot; كان الإنسان يتمتع بحقوقه في حالة الطبيعة، ومع تغير الأحداث جاء المجتمع فكان التعاقد الاجتماعي مصدرا لحقوق ثقافية.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;العدالة أساس الحق:&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;اسبينوزا&quot; العدالة هي تجسيد  للحق  وتحقيق له فلا توجد حقوق خارج إطار القوانين، ولهذا يُمنع على الحاكم  خرق  القانون لأنه هو من يسهر على تطبيقه.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;آلان&quot; أساس التمتع بالحقوق هي العدالة، والعدالة هي القوانين التي يتساوى أمامها كل الأفراد بغض النظر على اختلافاتهم. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;العدالة بين الإنصاف والمساواة:&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;هل يكفي تطبيق القانون والعدالة   لينال كل فرد حقه؟ أم لابد من استحضار الإنصاف؟ وهل ينبغي تطبيق القانون   بشكل حرفي، أم لابد من اتخاذ خصوصية كل حالة؟&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;&lt;a href=&quot;http://samysouhail.blogspot.com/&quot;&gt;أرسطو&lt;/a&gt;&quot;  العدالة ينبغي أن تتجه  نحو الإنصاف ومعنى ذلك أن يتم تطبيق القانون وفق  فهم سليم مع مراعاة ظروف  الإنسان دائما وحسب الحالة الخاصة.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;راولس&quot; تتأسس العدالة على مبادئ   أخلاقية منها مبدأ الواجب الذي يلزم الإنسان الاتصاف بالعدل، والعدالة حسب   هي المساواة النابعة من أساس طبيعي، ومستندة على اتفاق يتم بموجبه صياغة   قوانين تتوخى الإنصاف، وتنبني العدالة على مبدأين المساواة في الحقوق و   الواجبات.&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;
&lt;span style=&quot;color: #560000; font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: #560000;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b style=&quot;color: red;&quot;&gt;&lt;u&gt;الواجب&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;يشير الواجب إلى ما ينبغي على  الفرد  القيام به، و لكن ما يجب على الإنسان قد يقوم به بشكل حر و إرادي  ملتزما  بأدائه وعيا منه لما يحققه له ولغيره من نفع، و قد تتدخل سلطة  خارجية تلزم  الإنسان وتكرهه على الخضوع له، لكن احترام الواجب يستوجب نوعا  من الوعي  الأخلاقي سواء كان أصل هذا الوعي فطريا أم مكتسبا، إلى جانب تدخل  المجتمع  في مراقبة أفراده. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;الواجب و الإكراه:&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;هل يكون الإنسان ملزما بالقيام بالواجب تحت إكراه سلطة خارجية، أم أن الواجب ينبع من التزام ذاتي و خضوع إرادي ؟ &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;&lt;a href=&quot;http://samysouhail.blogspot.com/&quot;&gt;كانط&lt;/a&gt;&quot;رقابة العقل هي التي تفرض على الإنسان الالتزام بالواجب، وينبغي أن يتأسس الواجب على الإرادة الطيبة وتوخي الخير في كل سلوك، &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;ج.ماري غويل&quot;الواجب نابع من  الحياة  وقوانينها ويرتبط بقدرة الإنسان وشعوره بما يستطيع القيام به دون أي   إكراه، وكل قدرة تنتج واجبا. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;الوعي الأخلاقي:&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;كيف يتكون لدى الإنسان الوعي بالواجبات؟ وما مصدر الإحساس بضرورة احترام الواجب؟ &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;ج.ج. روسو&quot; الإحساس بضرورة  احترام  الواجبات فطري في الإنسان، إن الإنسان يعرف الخير بشكل فطري ولا  يحتاج  للدين والمجتمع والثقافة ليتعلم ما هو خير. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;نيتشه&quot; الوعي الأخلاقي باحترام   الواجب مصدره العلاقات الاجتماعية فبين الدائن و المدين (في القرض) يحضر   تأنيب الضمير الذي يلزم الفرد بإرجاع ما أخذه من الغير.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;الواجب والمجتمع:&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;هل احترام الواجب نابع من سلطة   المجتمع، أم ينبغي على الإنسان الالتزام بواجبات تجاه الإنسانية جمعاء؟ هل   الواجب يرتبط بكل مجتمع و يختلف من مجتمع لآخر، أم انه مرتبط بالإنسان   عموما؟ &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;إميل دور كايم&quot; احترام الواجب مصدره سلطة المجتمع، بمعنى أن المجتمع يفرض رقابته على الأفراد لكي يقوموا بالواجبات.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;&lt;a href=&quot;http://samysouhail.blogspot.com/&quot;&gt;برغسون&lt;/a&gt;&quot; لا بد من توفر سلطة المجتمع من اجل احترام الواجب، ولا بد من الانفتاح على الواجبات الكونية التي تتجاوز انغلاق المجتمع.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;color: red; font-size: medium;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;br /&gt;
&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;
&lt;span style=&quot;color: #560000; font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: #560000;&quot;&gt;&lt;span style=&quot;color: red; font-size: medium;&quot;&gt;&lt;b&gt;&lt;u&gt;الحرية&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;يدل مفهوم الحرية في معناه  الفلسفي  على قدرة الفرد اختيار غاياته و السلوك وفق إرادته الخاصة، دون  تدخل عوامل  توثر في تلك الإرادة، إن الحرية بهذا المعنى تقتصر على الإنسان  وحده، غير  أن هذه الحرية التي تضع الإنسان فوق باقي الكائنات الطبيعية تبدو  متعارضة  مع مبدأ الحتمية الذي تخضع له كل واقعة&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;لايبنتز&quot; يعد لفظ الحرية صعب   التحديد إذ يتداخل فيه الجانب النظري مع الجانب العملي و لذلك يصبح مفهوما   غامضا و ملتبسا، إذ نجد حالات يُنظر عادة إليها بأنها تناقض الحرية و مع   دلك نجد الإنسان حراً في ظلها و بالمقابل نجد حالات يعتقد أنها تعبر عن   الحرية ورغم ذلك لا تخلو من إكراه، و قد تكون عوائق الحرية طبيعية كما قد   تكون اجتماعية. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;الحرية و الحتمية:&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;هل الإنسان مخير أم مسير؟ هل حرية الإنسان مطلقة أم نسبية؟&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;&lt;a href=&quot;http://samysouhail.blogspot.com/&quot;&gt;ابن رشد&lt;/a&gt;&quot;  الفعل الإنساني يتصف  بحرية جزئية مصدرها القدرة التي يتمتع بها على  القيام بأفعاله، لكن هناك  عوامل تحد من حرية الإنسان و تتمثل في النظام  الذي تخضع له الطبيعة.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;موريس ميرلوبونتي&quot; لا يتمتع  المرء  بحرية مطلقة ولا يخضع بشكل كلي للضرورة، فكل إعلان لحرية مطلقة هو  مجرد  وهم، وكل نفي التام للحرية يظل كذلك خاطئ.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;حرية الإرادة:&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;ما هو المجال الذي تكون فيه إرادة الإنسان حرة؟ هل تكون إرادة الإنسان حرة في المجال المعرفي أم في المجال الأخلاقي؟&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&#39;إم. كانط&quot; كل كائن عاقل هو كائن   يتمتع بحرية الإرادة والقدرة على القيام بالفعل الأخلاقي، ولا معنى للفعل   الأخلاقي في غياب الحرية والارادة. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;نيتشه&quot; إن الإرادة الحقيقية  تتمثل  هي إرادة الحياة و تنبني على تلبية الرغبات و الشهوات الغريزية و  إعادة  الاعتبار للجانب الجسدي في الإنسان.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;&lt;span style=&quot;color: blue;&quot;&gt;الحرية والقانون:&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;هل يعتبر القانون مساعدا على تحقيق الحرية أم عائقا أمام وجودها؟ هل هناك وجود لحرية في غياب قانون يدافع عنها؟ &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;مونتيسكيو&quot;ليست الحرية هي  القيام  بكل ما يريده الإنسان، بل الحرية هي القيام بما تسمح به القوانين،   فالقانون لا يعارض الحرية بل ينظمها.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;حنا أرندت&quot;السياسة و الحياة الاجتماعية هي مجال ممارسة الحرية الفعلية، و في غياب تنظيم سياسي لا يمكن الحديث عن حضور للحرية.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div dir=&quot;rtl&quot; style=&quot;text-align: right;&quot;&gt;
&lt;span style=&quot;color: #560000; font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: #560000;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;color: red; font-size: medium;&quot;&gt;&lt;b&gt;&lt;u&gt;نص فلسفي نموذجي&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;المقدمة:&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;يندرج هذا النص بشكل عام ضمن  مجزوءة  (اسم المجزوءة)، وبشكل خاص ضمن المجال الإشكالي لمفهوم (....)، و  يتأطر  النص داخل محور (....)، ويمكن صياغة الإشكال المرتبط بهذا الموضوع من   التساؤلات التالية:.....؟...؟...؟.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;العرض:&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;إن النص الذي بين أيدينا يحاول   الدفاع عن فكرة مفادها (الفكرة التي يدافع عنها الكاتب في نصه)،وقد استعمل   للبرهنة على ذلك أسئلة( الأسئلة التي ذكرها الكاتب ليبرهن عن وجهة نظره)،   واستعمل لذلك أسلوبا حجاجيا (الأسلوب المعتمد في النص)، وينتهي صاحب النص   إلى إبراز أن (الفكرة التي أراد الكاتب إيصالها)، و لمناقشة فكرة الكاتب   نستحضر مواقف بعض الفلاسفة الذين يؤيدون فكرة الكاتب أمثال(المواقف المؤيدة   لصاحب النص)، ومن جهة معارضة نجد إن الفيلسوف(اسمه) يخالف صاحب النص حيث   انه اعتبر أو قال (.....).&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;أما في حياتنا اليومية نجد أن فكرة صاحب النص (إما تتحقق أو معارضة للواقع) .&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;u&gt;الخاتمة:&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;تركيب وتقويم عام للأفكار والمواقف السالفة الذكر&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #560000; font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: red; font-size: medium;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;/script&gt;</content><link rel='replies' type='application/atom+xml' href='http://abu-anass.blogspot.com/feeds/7655983319117107805/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://abu-anass.blogspot.com/2012/05/2-2.html#comment-form' title='2 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/7655983319117107805'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8951073620116873779/posts/default/7655983319117107805'/><link rel='alternate' type='text/html' href='http://abu-anass.blogspot.com/2012/05/2-2.html' title='ملخصات مادة الفلسفة 2 باك , ملخصات دروس الفلسفة ثانية باك ,ملخصات دروس الفلسفة 2 باكلوريا'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/01917991709573412281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhT9W5-acPVySJKNCw18t3ZWtc3TkI7c1nqHL6xVdylT4l3INcWxcE-QlF5w7WNyQiygNx-gTs0mPyC32O67h8oNfk2DsnGmKztRr9Imq0BUHrnJh4XfFT_jyOV-a-n7pTR2sVGBL-5sKxE/s72-c/images.jpg" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8951073620116873779.post-2900058500108541443</id><published>2012-05-24T19:09:00.000-07:00</published><updated>2013-12-09T19:06:19.859-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Philosophie"/><category scheme="http://www.blogger.com/atom/ns#" term="الفلسفة"/><title type='text'>ملف يتضمن جميع ماتحتاجه للمناقشة و التحليل في الإمتحان لمادة الفلسفة</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.goulha.com/wp-content/uploads/2012/04/bac-maroc.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; id=&quot;il_fi&quot; src=&quot;http://www.goulha.com/wp-content/uploads/2012/04/bac-maroc.jpg&quot; style=&quot;padding-bottom: 8px; padding-right: 8px; padding-top: 8px;&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;الحمد لله والصلاة والسلام على رسول الله وعلى آله وصحبه وبعد    ما أن تقترب فترةالامتحانات حتى تـُعْلَنَ حالة الطوارئ في المجتمع،وتبدأ   أيام القلق والتوتر عندالطلاب والطالبات،والآباء والأمهات،والمدرسين   والمدرسات لأن الجميع ينظر إليها باعتبارها فترةً عصيبةً تضطرب فيها الأنفس   وتتوتر الأعصاب ويزداد القلق لما يترتب عليها من نجاح أو رسوب .&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;لذلك قمنا بإدراج هذا الملف الذي بالطبع مجاني التحميل حيث يتضمن جميع ماتحتاجه للمناقشة و التحليل في الإمتحان&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;h3 style=&quot;text-align: center;&quot;&gt;
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&lt;div style=&quot;text-align: right;&quot;&gt;
&lt;b&gt;&lt;u&gt;&lt;span style=&quot;color: red;&quot;&gt;منقول للأمانة من منتديات فور باك&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
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