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"><span class="rpText">ادارة الاسكان </span><span class="rpExpandHandle"><span class="p-icon p-i-arrow-chevron-down"></span></span></a></li><li class="rpItem"><a class="rpLink" href="https://Security-Safety.kau.edu.sa/Default.aspx?Site_ID=436&Lng=AR
"><span class="rpText">الإدارة العامة للأمن </span><span class="rpExpandHandle"><span class="p-icon p-i-arrow-chevron-down"></span></span></a></li><li class="rpItem"><a class="rpLink" href="https://ecm.kau.edu.sa/Default.aspx?Site_ID=884&Lng=AR"><span class="rpText">الإدارة العامة للتخطيط والعقود الهندسية</span><span class="rpExpandHandle"><span class="p-icon p-i-arrow-chevron-down"></span></span></a></li><li class="rpItem"><a class="rpLink" href="https://president-office-fso.kau.edu.sa/Default-101889-ar"><span class="rpText">مكتب تحقيق الاستدامة المالية</span><span class="rpExpandHandle"><span class="p-icon p-i-arrow-chevron-down"></span></span></a></li><li class="rpItem rpLast"><a class="rpLink rpExpandable" href="https://gaom.kau.edu.sa/Default-228-ar"><span class="rpText">الإدارة العامة للتشغيل والصيانة</span><span class="rpExpandHandle"><span class="p-icon p-i-arrow-chevron-down"></span></span></a><div class="rpSlide"> <ul class="rpGroup rpLevel3 "> <li class="rpItem rpFirst"><a class="rpLink" href="https://Operations-Maintenance.kau.edu.sa/Default.aspx?Site_ID=112&Lng=AR
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"><span class="rpText">الإدارة العامة للسلامة والصحة المهنية </span><span class="rpExpandHandle"><span class="p-icon p-i-arrow-chevron-down"></span></span></a></li> </ul> </div></li> </ul> </div></li><li class="rpItem rpLast"><a class="rpLink rpExpandable" href="https://VP-Academic-Affairs.kau.edu.sa/Default.aspx?Site_ID=838&Lng=AR"><span class="rpText">مكتب نائب رئيس الجامعة للشؤون التعليمية</span><span class="rpExpandHandle"><span class="p-icon p-i-arrow-chevron-down"></span></span></a><div class="rpSlide"> <ul class="rpGroup rpLevel2 "> <li class="rpItem rpFirst"><a class="rpLink" href="https://suc.kau.edu.sa/Default.aspx?Site_ID=405&Lng=AR"><span class="rpText">أمانة مجلس الجامعة</span><span class="rpExpandHandle"><span class="p-icon p-i-arrow-chevron-down"></span></span></a></li><li class="rpItem"><a class="rpLink" href="https://IT.kau.edu.sa/Default.aspx?Site_ID=223&Lng=AR"><span class="rpText">الإدارة العامة لتقنية المعلومات</span><span class="rpExpandHandle"><span class="p-icon 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"><span class="rpText">كلية الدراسات التطبيقية برابغ </span><span class="rpExpandHandle"><span class="p-icon p-i-arrow-chevron-down"></span></span></a></li><li class="rpItem"><a class="rpLink" href="https://csar-rb.kau.edu.sa/Default.aspx?Site_ID=662&Lng=AR
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#marquee { padding: 10px 20px 10px 20px; background-color: #171e24; border-bottom-style: solid; border-bottom-color: #272d33; border-bottom-width: 1px; color: #FFFFFF; font-weight: bold; text-align: center; } #marquee a:link{ color: white; text-decoration: none; } #marquee a:active{ color:white; text-decoration: none; } #marquee a:hover{ color:white; text-decoration: none; } #marquee a:visited{ color:white; text-decoration: none; } .link:hover { opacity: .8; } .border{ border-width: 0px; } .style1 { color: #008080; font-weight: bold; font-size: large; } body { font-family: 'Droid Arabic Kufi'; background-size: 100%; background-repeat: no-repeat; background-attachment: fixed; background-image: url(https://graduatestudies.kau.edu.sa/Images/306/img_8/bag.jpg) } </style> <p style="text-align: right;"> </p> <table align="center" style="width: 750px;" cellpadding="3"> <tbody> <tr> <td> <p align="center" class="MsoNormal"> <span class="style1" lang="AR-SA" style="line-height: 107%; font-family: Arial, sans-serif;" dir="RTL"> التحويل من برنامج لأخر داخل الجامعة<o:p></o:p></span></p> <p class="MsoNormal" dir="RTL"> <span lang="AR-SA" style="line-height: 107%; font-family: Arial, sans-serif; font-size: 12pt;"><o:p> </o:p></span></p> <p class="MsoNormal" dir="RTL"> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif;'> يجوز تحويل الطالب من تخصص إلى آخر داخل الجامعة بناءً على توصية مجلسي القسم المحوَّل إليه والكلية وموافقة مجلس عمادة الدراسات العليا مع مراعاة ما يأتي:</span><span style='font-family: "Simplified Arabic", serif;' dir="LTR"><o:p></o:p></span></p> <p class="MsoNormal" dir="RTL"> <span style='font-family: "Simplified Arabic", serif;'> 1-<span style='font: 7pt/normal "Times New Roman"; font-size-adjust: none; font-stretch: normal;'>    </span></span> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif;'> توافر شروط القبول في الطالب المحوَّل وأي شروط أخرى يراها القسم ضرورية. <o:p></o:p></span></p> <p class="MsoNormal" dir="RTL"> <span style='font-family: "Simplified Arabic", serif;'> 2-<span style='font: 7pt/normal "Times New Roman"; font-size-adjust: none; font-stretch: normal;'>  </span></span> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif;'> يجوز احتساب الوحدات الدراسية التي سبق دراستها في الجامعة إذا رأى القسم المختص أنها مطابقة للبرنامج الذي يريد التحول إليه وتدخل ضمن معدله التراكمي.<o:p></o:p></span></p> <p class="MsoNormal" dir="RTL"> <span style='font-family: "Simplified Arabic", serif;'> 3-<span style='font: 7pt/normal "Times New Roman"; font-size-adjust: none; font-stretch: normal;'>    </span></span> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif;'> ألا يكون الطالب قد ألغي قيده لأيٍّ من الأسباب الواردة في المادة (26) من هذه اللائحة.<o:p></o:p></span></p> <p class="MsoNormal" dir="RTL"> <span style='font-family: "Simplified Arabic", serif;'> 4-<span style='font: 7pt/normal "Times New Roman"; font-size-adjust: none; font-stretch: normal;'>    </span></span> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif;'> تحتسب المدة التي قضاها الطالب في البرنامج المحوَّل منه ضمن المدة القصوى المحددة للحصول على الدرجة.<o:p></o:p></span></p> <p class="MsoNormal" dir="RTL"> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif;'> يكون التحويل من برنامج إلى آخر لمرة واحدة خلال المدة المحددة للحصول على الدرجة.<o:p></o:p></span></p> <p class="MsoNormal" dir="RTL"> <span lang="AR-SA" style="line-height: 107%; font-family: Arial, sans-serif; font-size: 12pt;"><o:p> </o:p></span></p> <p class="MsoNormal" dir="RTL"><b> <span lang="AR-SA" style="line-height: 107%; font-family: Arial, sans-serif; font-size: 14pt;">الية التحويل :</span><span style="line-height: 107%; font-size: 14pt;" dir="LTR"><o:p></o:p></span></b></p> <p class="MsoNormal" dir="RTL"> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif;'> 1- يكون التقدم بطلب التحويل قبل بداية الفصل الدراسي ووفقاً للتوقيت الزمني بالتقويم الجامعي المعتمد من قبل عمادة الدراسات العليا،<span style="mso-spacerun: yes;">  </span> وتكون إجراءات التحويل على النحو التالي:<o:p></o:p></span></p> <p class="MsoNormal" dir="RTL"> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif; font-size: 12pt;'> ‌أ-<span style='font: 7pt/normal "Times New Roman"; font-size-adjust: none; font-stretch: normal;'>      </span></span> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif;'> يقدم طلب التحويل من تخصص إلى آخر، أو من برنامج إلى آخر، داخل القسم العلمي، إلى رئيس القسم العلمي المختص. <o:p></o:p> </span></p> <p class="MsoNormal" dir="RTL"> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif; font-size: 12pt;'> ‌ب-<span style='font: 7pt/normal "Times New Roman"; font-size-adjust: none; font-stretch: normal;'>  </span></span> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif;'> يقدم التحويل من قسم إلى آخر، إلى عميد الكلية. </span> <span style='font-family: "Simplified Arabic", serif;' dir="LTR"><o:p></o:p></span></p> <p class="MsoNormal" dir="RTL"> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif; font-size: 12pt;'> ‌ج-<span style='font: 7pt/normal "Times New Roman"; font-size-adjust: none; font-stretch: normal;'>   </span></span> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif;'> يقدم طلب التحويل من كلية إلى كلية أخرى، إلى عمادة الدراسات العليا. </span> <span style='font-family: "Simplified Arabic", serif;' dir="LTR"><o:p></o:p> </span></p> <p class="MsoNormal" dir="RTL"> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif;'> 2- بالإضافة إلى شروط التحويل من تخصص إلى آخر داخل الجامعة والمنصوص عليها في المادة (31) يضاف الشروط التالية:</span><span style='font-family: "Simplified Arabic", serif;' dir="LTR"><o:p></o:p></span></p> <p class="MsoNormal" dir="RTL"> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif; font-size: 12pt;'> ‌أ-<span style='font: 7pt/normal "Times New Roman"; font-size-adjust: none; font-stretch: normal;'>       </span></span> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif;'> أن يكون المتقدّم بطلب التحويل قد اجتاز فصلا دراسيا بنجاح وبمعدل لا يقل عن (3.75 من 5).</span><span style='font-family: "Simplified Arabic", serif;' dir="LTR"><o:p></o:p></span></p> <p class="MsoNormal" dir="RTL"> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif; font-size: 12pt;'> ‌ب-<span style='font: 7pt/normal "Times New Roman"; font-size-adjust: none; font-stretch: normal;'>   </span></span> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif;'> أن يكون المتقدّم اجتاز على الأقل (6) وحدات دراسية منهجية (من مقررات الدرجة المسجل بها).</span><span style='font-family: "Simplified Arabic", serif;' dir="LTR"><o:p></o:p></span></p> <p class="MsoNormal" dir="RTL"> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif;'> موافقة جهة العمل على التحويل إذا كان الطالب موظفا.<o:p></o:p></span></p> <p class="MsoNormal" dir="RTL"><b> <span lang="AR-SA" style="line-height: 107%; font-family: Arial, sans-serif; font-size: 14pt;"><o:p> </o:p></span></b></p> <p class="MsoNormal" dir="RTL"><b> <span lang="AR-SA" style="line-height: 107%; font-family: Arial, sans-serif; font-size: 14pt;">التحويل من نظام الدراسة بالرسالة الى المشروع البحثي أو العكس<o:p></o:p></span></b></p> <p class="MsoNormal" dir="RTL"> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif;'> للطالب الحق في التحويل من برنامج الماجستير بالمقررات الدراسية والرسالة إلى برنامج الماجستير بالمقررات الدراسية والمشروع البحثي وبالعكس ولمرة واحدة فقط بعد اجتياز (50%) من الساعات المعتمدة لكل برنامج وفق الضوابط التالية:<o:p></o:p></span></p> <p class="MsoNormal" dir="RTL"> <span lang="AR-SA" style="mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri; mso-list: Ignore;"> ‌أ.<span style='font: 7pt/normal "Times New Roman"; font-size-adjust: none; font-stretch: normal;'>         </span></span> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif;'> موافقة رئيس القسم وعميدي الكلية والدراسات العليا.</span><span style='font-family: "Simplified Arabic", serif;' dir="LTR"><o:p></o:p></span></p> <p class="MsoNormal" dir="RTL"> <span lang="AR-SA" style="mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri; mso-list: Ignore;"> ‌ب.<span style='font: 7pt/normal "Times New Roman"; font-size-adjust: none; font-stretch: normal;'>     </span></span> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif;'> ألا يكون قد مضى أكثر من 6 فصول دراسية من مدته النظامية.<o:p></o:p></span></p> <p class="MsoNormal" dir="RTL"> <span lang="AR-SA" style="mso-ascii-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: Calibri; mso-list: Ignore;"> ‌ج.<span style='font: 7pt/normal "Times New Roman"; font-size-adjust: none; font-stretch: normal;'>      </span></span> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif;'> أن يكون طلب التحويل قبل بدء دراسة الفصل ووفق التقويم الجامعي المعتمد.</span><span style='font-family: "Simplified Arabic", serif;' dir="LTR"><o:p></o:p></span></p> <p class="MsoNormal" dir="RTL"> <span lang="AR-SA" style='font-family: "Simplified Arabic", serif;'> يقدم طلب التحويل الى رئيس القسم العلمي.</span><b><span lang="AR-SA" style="line-height: 107%; font-family: Arial, sans-serif; font-size: 14pt;"><o:p></o:p></span></b></p> <p align="right" dir="rtl"> <span style="font-family: Tahoma; font-size: 13px;"><br>  </span></p> </td> </tr> </tbody> </table> </td> </tr> </table> </div> </div> <hr /> <div class="row"> <div class="col-md-6"> <style> .mct_whatsapp_btn { background: #11A518; /*color: white; font-size: 16px; padding: 6px 9px 6px 28px; border-radius: 2px; position: relative; transition: ease-in all 0.3s; moz-transition: ease-in all 0.3s; -o-transition:ease-in all 0.3s; -webkit-transition: ease-in all 0.3s; 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onclick="$find('{0}').close(true);" class="rwPopupButton" href="javascript:void(0);"> <span class="rwOuterSpan"> <span class="rwInnerSpan">##LOC[OK]##</span> </span> </a> </div> </div> </div><div id="ctl00_ContentPlaceHolder1_Content_Icon1_RadWindowManager1_prompttemplate" style="display:none;"> <div class="rwDialogPopup radprompt"> <div class="rwDialogText"> {1} </div> <div> <script type="text/javascript"> function RadWindowprompt_detectenter(id, ev, input) { if (!ev) ev = window.event; if (ev.keyCode == 13) { var but = input.parentNode.parentNode.getElementsByTagName("A")[0]; if (but) { if (but.click) but.click(); else if (but.onclick) { but.focus(); var click = but.onclick; but.onclick = null; if (click) click.call(but); } } return false; } else return true; } </script> <input title="Enter Value" onkeydown="return RadWindowprompt_detectenter('{0}', event, this);" type="text" class="rwDialogInput" value="{2}" /> </div> <div> <a 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