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style="text-align: center;"> <div class="row"> <img class="img-fluid" src="https://acad.kau.edu.sa/Images/103/img/slaid_photo.jpg" alt="Second slide" /> </div> </div> <div class="green col-sm-12"> <h4> 賵賰丕賱丞丕賱噩丕賲毓丞賱賱丿乇丕爻丕鬲丕賱毓賱賷丕賵丕賱亘丨孬丕賱毓賱賲賷 - 丕賱賲噩賱爻丕賱毓賱賲賷 </h4> </div> </div> <div class="row mt-4"> <div class="col-sm-6 col-xs-12"> <div class="box"> <div class="row"> <div class="col-sm-5"> <img alt="" src="https://acad.kau.edu.sa/Images/103/img/dr-amaen.png" class="img-fluid" /> <div class="dr-amaen">兀. 丿. 兀賲賷賳亘賳賷賵爻賮賳毓賲丕賳</div> </div> <div class="col-sm-7"> <h3>賰賱賲丞乇卅賷爻丕賱賲噩賱爻</h3> <p>亘爻賲丕賱賱賴賵丕賱氐賱丕丞賵丕賱爻賱丕賲毓賱賶爻賷丿丕賱賲乇爻賱賷賳賵禺丕鬲賲丕賱兀賳亘賷丕亍賵丕賱賲乇爻賱賷賳爻賷丿賳丕賲丨賲丿賵毓賱賶丌賱賴賵氐丨亘賴兀噩賲毓賷賳<br /> 鬲囟胤賱毓丕賱噩丕賲毓丕鬲亘丿賵乇賴丕賲賵賮毓丕賱賮賷丕爻鬲卮乇丕賮 </p> <a href="https://acad.kau.edu.sa/Content-103-AR-282788" class="bu">賱賱賲夭賷丿</a> </div> </div> </div> </div> <div class="col-sm-6 col-xs-12"> <div class="box"> <div class="row"> <div class="col-sm-5"> <img alt="" src="https://acad.kau.edu.sa/Images/103/img/dr-abdalh_tayeb.png" class="img-fluid" /> <div class="dr-amaen">兀.丿. 毓亘丿丕賱賱賴丕賱胤賷亘亘賳爻毓丿丕賱賲賱賷氐丕賱睾丕賲丿賷</div> </div> <div class="col-sm-7"> <h3>賰賱賲丞兀賲賷賳丕賱賲噩賱爻</h3> <p>丕賱丨賲丿賱賱賴貙賵丕賱氐賱丕丞賵丕賱爻賱丕賲毓賱賶賲購毓賱賾賲丕賱毓丕賱賲賷賳賳亘賷賳丕賲丨賲丿貙賵毓賱賶丌賱賴賵氐丨亘賴兀噩賲毓賷賳. <br /> 賷胤賷亘賱賷兀賳兀乇丨賾亘亘賰賲亘丕爻賲兀賲丕賳丞丕賱賲噩賱爻丕賱毓賱賲賷 </p> <a href="https://acad.kau.edu.sa/Pages-283940.aspx" class="bu">賱賱賲夭賷丿</a> </div> </div> </div> </div> </div> <div class="row"> <div class="col-sm-12"> <div class="about"> <div class="row"> <ul class=" mt-5 justify-content-md-center flex-container" role="tablist"> <li class="nav-item pad_tow"> <a class="nav-link nav-link_tow fade_away active" data-bs-toggle="pill" href="#tab4default"> <img alt="" class="img-fluid" src="https://acad.kau.edu.sa/Images/103/img/icon_01.png" style="width: 50px; height: 50px;" /> <br /> 丕賱賲噩賱爻丕賱毓賱賲賷</a> </li> <li class="nav-item pad_tow"> <a class="nav-link nav-link_tow fade_away" data-bs-toggle="pill" href="#tab1default"> <img alt="" class="img-fluid" src="https://acad.kau.edu.sa/Images/103/img/icon_01.png" style="width: 50px; height: 50px;" /> <br /> 丕賱賱噩賳丞丕賱丿丕卅賲丞賱卮丐賵賳丕賱賲噩賱爻丕賱毓賱賲賷</a> </li> <li class="nav-item pad_tow"> <a class="nav-link nav-link_tow fade_away" data-bs-toggle="pill" href="#tab2default"> <img alt="" class="img-fluid" src="https://acad.kau.edu.sa/Images/103/img/icon_01.png" width="50px" height="50px" style="width: 50px; height: 50px;" /> <br /> 丕賱賱噩賳丞丕賱丿丕卅賲丞賱賱鬲乇賯賷丕鬲丕賱毓賱賲賷丞</a> </li> <li class="nav-item pad_tow"> <a class="nav-link nav-link_tow fade_away show" data-bs-toggle="pill" href="#tab3default"> <img alt="" class="img-fluid" src="https://acad.kau.edu.sa/Images/103/img/icon_01.png" width="50px" height="50px" style="width: 50px; height: 50px;" /> <br /> 丕賱賱噩賳丞丕賱丿丕卅賲丞賱賱丕丨鬲賷丕噩賵丕賱鬲賵胤賷賳賱賱兀賰丕丿賷賲賷賳</a> </li> </ul> <div class="tab-content box_services box pad"> <div id="tab1default" class="tab-pane fade in"> <div class="advertising"> <div class="row"> <div class="col-sm-8"> <h3>丕賱賱噩賳丞丕賱丿丕卅賲丞賱卮丐賵賳丕賱賲噩賱爻丕賱毓賱賲賷</h3> <p>賵鬲鬲賵賱賶丕賱賱噩賳丞丕賱賲賴丕賲丕賱鬲丕賱賷丞 :</p> <ul> <li>丿乇丕爻丞賵賮丨氐噩賲賷毓丕賱賲賵囟賵毓丕鬲丕賱鬲賷鬲乇爻賱賱睾乇囟丕賱毓乇囟毓賱賶丕賱賲噩賱爻丕賱毓賱賲賷.</li> <li>丕賱鬲兀賰丿賲賳丕爻鬲賷賮丕亍鬲賱賰丕賱賲賵囟賵毓丕鬲賱賱賲鬲胤賱亘丕鬲丕賱賳馗丕賲賷丞賯亘賱丕賱毓乇囟毓賱賶丕賱賲噩賱爻丕賱毓賱賲賷.</li> <li>丿乇丕爻丞兀賷賲賵囟賵毓丕鬲兀禺乇賶鬲丨丕賱廿賱賷賴丕賲賳乇卅賷爻丕賱賲噩賱爻丕賱毓賱賲賷.</li> <li>鬲乇賮毓賲丨丕囟乇丕噩鬲賲丕毓丕鬲賴丕賵鬲賵氐賷丕鬲賴丕賱乇卅賷爻丕賱賲噩賱爻丕賱毓賱賲賷賱丕毓鬲賲丕丿賴丕.</li> </ul> </div> <div class="col-sm-4"> <a href="https://acad.kau.edu.sa/Pages-282334.aspx" class="button">丕賱丕鬲氐丕賱丕賱毓賱賲賷</a> <a href="https://acad.kau.edu.sa/Pages-282329.aspx" class="button">丕賱鬲賮乇睾丕賱毓賱賲賷 </a> <a href="https://acad.kau.edu.sa/Pages-282330.aspx" class="button">丕賱鬲賯丕毓丿賵丕賱丕爻鬲賯丕賱丞 </a> <a href="https://acad.kau.edu.sa/Pages-282331.aspx" class="button">丕賱賳賯賱丕賱丿丕禺賱賷亘賷賳丕賱賰賱賷丕鬲賵丕賱兀賯爻丕賲 </a> <a href="https://acad.kau.edu.sa/Pages-282332.aspx" class="button">鬲毓賷賷賳賲亘鬲毓孬賷丕賱噩丕賲毓丞</a>  <a href="https://www.kau.edu.sa/Content-103-AR-233619" class="button1">丕賱丿禺賵賱賱賱丕噩鬲賲丕毓 (禺丕氐賱賱兀毓囟丕亍)</a> </div> </div> </div> </div> <div id="tab2default" class="tab-pane fade in"> <div class="advertising"> <div class="row"> <div class="col-sm-8"> <h3>丕賱賱噩賳丞丕賱丿丕卅賲丞賱賱鬲乇賯賷丕鬲丕賱毓賱賲賷丞</h3> <p>賵鬲鬲賵賱賶丕賱賱噩賳丞丕賱賲賴丕賲丕賱鬲丕賱賷丞 :</p> <ul> <li>丕爻鬲賯亘丕賱胤賱亘丕鬲丕賱鬲乇賯賷丕鬲丕賱毓賱賲賷丞丕賱鬲賷鬲乇丿廿賱賷賴丕.</li> <li>鬲胤亘賷賭賯丕賱賱賵丕卅丨賵丕賱兀賳馗賲丞賵丕賱廿噩乇丕亍丕鬲丕賱禺丕氐丞亘胤賱亘丕鬲丕賱鬲乇賯賷丕鬲丕賱毓賱賲賷丞.</li> <li>丕爻鬲賰賲丕賱亘賷丕賳丕鬲胤賱亘丕鬲丕賱鬲乇賯賷丕鬲丕賱毓賱賲賷丞.</li> <li>丕賯鬲乇丕丨賱噩丕賳丕賱鬲賯賵賷賲賵賮丨氐丕賱廿賳鬲丕噩丕賱毓賱賲賷.</li> <li>賲鬲丕亘毓丞鬲賯丕乇賷乇鬲賯丿賷賲胤賱亘丕鬲丕賱鬲乇賯賷丕鬲丕賱毓賱賲賷丞.</li> <li>廿毓丿丕丿賳鬲丕卅噩胤賱亘丕鬲丕賱鬲乇賯賷丕鬲丕賱毓賱賲賷丞賵乇賮毓賴丕賱賱賲噩賱爻丕賱毓賱賲賷.</li> <li>丕爻鬲賯亘丕賱丕賱賰鬲亘丕賱賲賯丿賲丞賱賱賲噩賱爻丕賱毓賱賲賷賵鬲胤亘賷賯丕賱賯賵丕毓丿丕賱廿噩乇丕卅賷丞丕賱鬲賳賮賷匕賷丞丕賱禺丕氐丞亘賴丕賵鬲丨賰賷賲賴丕 ( 賱丕丨鬲爻丕亘賴囟賲賳丕賱丨丿丕賱兀丿賳賶兀賵賰賲乇噩毓毓賱賲賷 ) 賵丕賱乇賮毓賱賱賲噩賱爻丕賱毓賱賲賷亘賳鬲丕卅噩丕賱鬲丨賰賷賲.</li> <li> 丿乇丕爻丞兀賷賲賵囟賵毓丕鬲兀禺乇賶鬲丨丕賱廿賱賷賴丕賲賳丕賱賲噩賱爻丕賱毓賱賲賷兀賵乇卅賷爻賴</li> </ul> </div> <div class="col-sm-4"> <a href="https://acad.kau.edu.sa/Pages-282339.aspx" class="button">丕丨鬲爻丕亘丕賱賰鬲亘丕賱毓賱賲賷丞</a> <a href="https://acad.kau.edu.sa/Pages-282340.aspx" class="button">鬲賯丿賷賲丕賱鬲乇賯賷丕鬲丕賱毓賱賲賷丞賲賳丕賱賲乇丕賰夭丕賱毓賱賲賷丞賱賲乇鬲亘丞 - 丕爻鬲丕匕賵丕爻鬲丕匕賲卮丕乇賰</a> <a href="https://acad.kau.edu.sa/Pages-282342.aspx" class="button">鬲賯丿賷賲丕賱鬲乇賯賷丞賱兀爻鬲丕匕</a> <a href="https://acad.kau.edu.sa/Pages-282341.aspx" class="button">鬲賯丿賷賲丕賱鬲乇賯賷丞賱兀爻鬲丕匕賲卮丕乇賰</a>  <a href="https://www.kau.edu.sa/Content-103-AR-233619" class="button1">丕賱丿禺賵賱賱賱丕噩鬲賲丕毓 (禺丕氐賱賱兀毓囟丕亍)</a> </div> </div> </div> </div> <div id="tab3default" class="tab-pane fade in"> <div class="advertising"> <div class="row"> <div class="col-sm-8"> <h3>丕賱賱噩賳丞丕賱丿丕卅賲丞賱賱丕丨鬲賷丕噩賵丕賱鬲賵胤賷賳賱賱兀賰丕丿賷賲賷賷賳</h3> <p>賵鬲鬲賵賱賶丕賱賱噩賳丞丕賱賲賴丕賲丕賱鬲丕賱賷丞 :</p> <ul> <li> 丕賱賳馗乇賮賷丕賱胤賱亘丕鬲丕賱賲賯丿賲丞賱賱鬲毓賷賷賳賮賷毓囟賵賷丞賴賷卅丞丕賱鬲丿乇賷爻賲賳睾賷乇賲亘鬲毓孬賷丕賱噩丕賲毓丞.</li> <li>丕賱鬲丨賯賯賲賳丕爻鬲賷賮丕亍賰丕賮丞丕賱廿噩乇丕亍丕鬲賵丕賱賳賲丕匕噩丕賱禺丕氐丞亘胤賱亘丕鬲丕賱鬲毓賷賷賳賲賳睾賷乇賲亘鬲毓孬賷丕賱噩丕賲毓丞.</li> <li>賲鬲丕亘毓丞鬲丨丿賷孬丕賱賯賵丕毓丿丕賱鬲賳賮賷匕賷丞賵丕賱廿噩乇丕亍丕鬲賵丕賱賳賲丕匕噩丕賱禺丕氐丞亘丕賱鬲毓賷賷賳賲賳睾賷乇賲亘鬲毓孬賷丕賱噩丕賲毓丞丕賱賲毓賲賵賱亘賴丕丨丕賱賷丕賸賵丕賱乇賮毓賱賱賲噩賱爻丕賱毓賱賲賷亘兀賷賲賯鬲乇丨賱丿乇丕爻鬲賴.</li> <li>丕賱賳馗乇賮賷丕賱胤賱亘丕鬲丕賱賲賯丿賲丞賱賱鬲賲丿賷丿賱禺丿賲丕鬲兀毓囟丕亍賴賷卅丞丕賱鬲丿乇賷爻亘丕賱噩丕賲毓丞.</li> <li>丕賱賳馗乇賮賷丕賱胤賱亘丕鬲丕賱賲賯丿賲丞賱賱丕爻鬲毓丕賳丞亘禺丿賲丕鬲兀毓囟丕亍賴賷卅丞丕賱鬲丿乇賷爻亘丕賱噩丕賲毓丞.</li> <li>賰賱賲丕賷爻賳丿賱賱噩賳丞賲賳賲賴丕賲兀禺乇賶賲賳賯亘賱丕賱賲噩賱爻丕賱毓賱賲賷.</li> <li>鬲乇賮毓賲丨丕囟乇丕噩鬲賲丕毓丕鬲賴丕賵鬲賵氐賷丕鬲賴丕賱賱賲噩賱爻丕賱毓賱賲賷賱丕毓鬲賲丕丿賴丕.</li> </ul> </div> <div class="col-sm-4"> <a href="https://acad.kau.edu.sa/Pages-282335.aspx" class="button">丕賱丕爻鬲毓丕賳丞賵丕賱鬲毓丕賯丿</a> <a href="https://acad.kau.edu.sa/Pages-282336.aspx" class="button">丕賱鬲毓賷賷賳賮賷毓囟賵賷丞賴賷卅丞丕賱鬲丿乇賷爻賲賳睾賷乇賲亘鬲毓孬賷丕賱噩丕賲毓丞</a> <a href="https://acad.kau.edu.sa/Pages-282337.aspx" class="button">鬲賲丿賷丿禺丿賲丕鬲兀毓囟丕亍賴賷卅丞丕賱鬲丿乇賷爻</a>  <a href="https://www.kau.edu.sa/Content-103-AR-226521" class="button1">丕賱丿禺賵賱賱賱丕噩鬲賲丕毓 (禺丕氐賱賱兀毓囟丕亍)</a> </div> </div> </div> </div> <div id="tab4default" class="tab-pane fade in active show"> <div class="advertising">  <div class="row"> <div class="col-sm-3 mt-3"> <ul class="nav nav-tabs" role="tablist"> <li class="nav-item"> <a class="nav-link active" data-bs-toggle="tab" href="#tab1defaultsub">賳卮賭兀丞丕賱賲噩賱爻丕賱毓賱賲賷</a> </li> <li class="nav-item"> <a class="nav-link" data-bs-toggle="tab" href="#tab2defaultsub">賳馗丕賲丕賱賲噩賱爻丕賱毓賱賲賷</a> </li> <li class="nav-item"> <a class="nav-link" data-bs-toggle="tab" href="#tab3defaultsub">廿丿丕乇丞卮丐賵賳丕賱賲噩賱爻丕賱毓賱賲賷</a> </li> <li class="nav-item"> <a class="nav-link" data-bs-toggle="tab" href="#tab4defaultsub">丕賱賴賷賰賱丕賱鬲賳馗賷賲賷</a> </li> <li class="nav-item"> <a class="nav-link" data-bs-toggle="tab" href="#tab5defaultsub">賯乇丕乇丕鬲丕賱賲噩賱爻丕賱毓賱賲賷</a> </li> <li class="nav-item"> <a class="nav-link" data-bs-toggle="tab" href="#tab6defaultsub">乇卅賷爻賵兀毓囟丕亍丕賱賲噩賱爻丕賱毓賱賲賷</a> </li> <li class="nav-item"> <a class="nav-link" data-bs-toggle="tab" href="#tab7defaultsub">丕賱賳賲丕匕噩賵丕賱賱賵丕卅丨</a> </li> <li class="nav-item"> <a class="nav-link" data-bs-toggle="tab" href="#tab8defaultsub">鬲賵丕氐賭賱賲毓賳賭賭丕</a> </li> </ul> </div> <div class="col-sm-9 box mt-3">  <div class="tab-content"> <div id="tab1defaultsub" class="container tab-pane active"><br /> <div class="box2"> <div class="col-sm-12"> <div class="title"> <h3>賳卮賭兀丞丕賱賲噩賱爻丕賱毓賱賲賷</h3> </div> </div> <div class="col-sm-12"> <p>兀賳卮卅丕賱賲噩賱爻丕賱毓賱賲賷鬲賳賮賷匕丕賸賱賱賲丕丿丞 (33) 賲賳賳馗丕賲丕賱噩丕賲毓丞丕賱氐丕丿乇亘丕賱賲乇爻賵賲丕賱賲賱賰賷乇賯賲賲/5 賵鬲丕乇賷禺 22/1/1392賴賭賵賷鬲賵賱賶丕賱廿卮乇丕賮毓賱賶丕賱卮丐賵賳丕賱毓賱賲賷丞賱兀毓囟丕亍賴賷卅丞丕賱鬲丿乇賷爻賵卮丐賵賳丕賱亘丨賵孬賵丕賱丿乇丕爻丕鬲賵丕賱賳卮乇賵賱賴毓賱賶丕賱禺氐賵氐 :</p> <ol> <li>丕賱鬲賵氐賷丞亘鬲毓賷賷賳兀毓囟丕亍賴賷卅丞丕賱鬲丿乇賷爻亘丕賱噩丕賲毓丞.</li> <li>丕賱亘鬲賮賷丕賱鬲乇賯賷丕鬲丕賱毓賱賲賷丞賱兀毓囟丕亍賴賷卅丞丕賱鬲丿乇賷爻亘丕賱噩丕賲毓丞賵賮賯丕賱賯賵丕毓丿丕賱鬲賷賷賯乇賴丕賲噩賱爻丕賱鬲毓賱賷賲丕賱毓丕賱賷.</li> <li>鬲卮噩賷毓丕賱亘丨孬丕賱毓賱賲賷賵丕賱鬲兀賱賷賮賵丕賱鬲乇噩賲丞賵丕賱賳卮乇賵匕賱賰賲賳禺賱丕賱 :</li> <ul> <li>賵囟毓賯賵丕毓丿賱鬲卮噩賷毓廿毓丿丕丿丕賱亘丨賵孬丕賱毓賱賲賷丞.</li> <li>丕賯鬲乇丕丨廿賳卮丕亍賲乇丕賰夭丕賱亘丨孬丕賱毓賱賲賷.</li> <li>丕賱鬲賳爻賷賯亘賷賳賲乇丕賰夭丕賱亘丨孬丕賱毓賱賲賷賵賵囟毓禺胤丞毓丕賲丞賱賴丕.</li> <li>鬲賳馗賷賲丕賱氐賱丞賲毓賲乇丕賰夭丕賱亘丨孬禺丕乇噩丕賱噩丕賲毓丞.</li> <li>鬲丨丿賷丿丕賱賲賰丕賮丌鬲丕賱鬲卮噩賷毓賷丞賵丕賱鬲賯丿賷乇賷丞賱賱兀毓賲丕賱丕賱毓賱賲賷丞賵鬲丨賰賷賲賴丕賵丕賱兀賲乇亘氐乇賮賴丕.</li> <li>賳卮乇丕賱亘丨賵孬賵丕賱賲丐賱賮丕鬲賵丕賱乇爻丕卅賱丕賱毓賱賲賷丞丕賱鬲賷賷乇賶賳卮乇賴丕.</li> <li>丕賱鬲賵氐賷丞亘廿氐丿丕乇丕賱丿賵乇賷丕鬲丕賱毓賱賲賷丞.</li> <li>丕賱鬲賵氐賷丞亘廿賳卮丕亍丕賱噩賲毓賷丕鬲丕賱毓賱賲賷丞賵丕賱賲鬲丕丨賮賵丕賱鬲賳爻賷賯賮賷賲丕亘賷賳賴丕.</li> <li>廿賯乇丕乇賲丕賷丨丕賱廿賱賷賴賲賳丕賱賰鬲亘丕賱丿乇丕爻賷丞賵丕賱乇爻丕卅賱丕賱噩丕賲毓賷丞丕賱鬲賷鬲丨鬲丕噩廿賱賶賲乇丕噩毓丞.</li> </ul> <li>鬲賯賵賷賲丕賱卮賴丕丿丕鬲丕賱毓賱賲賷丞丕賱鬲賷賷鬲賯丿賲亘賴丕兀毓囟丕亍賴賷卅丞丕賱鬲丿乇賷爻丕賱爻毓賵丿賷賵賳.</li> <li>丕賱賳馗乇賮賷賲丕賷丨賷賱賴廿賱賷賴賲噩賱爻丕賱噩丕賲毓丞</li> </ol> </div> </div> </div> <div id="tab2defaultsub" class="container tab-pane fade"><br /> <div class="box2"> <div class="col-sm-12"> <div class="title"> <h3>賳馗丕賲丕賱賲噩賱爻丕賱毓賱賲賷</h3> </div> </div> <div class="col-sm-12"> <h4>丕賱賲丕丿丞丕賱孬丕賲賳丞賵丕賱毓卮乇賵賳 :</h4> <p>賷賳卮兀賮賷賰賱噩丕賲毓丞賲噩賱爻毓賱賲賷賷鬲賵賱賶丕賱廿卮乇丕賮毓賱賶丕賱卮丐賵賳丕賱毓賱賲賷丞賱兀毓囟丕亍賴賷卅丞丕賱鬲丿乇賷爻賵卮丐賵賳丕賱亘丨賵孬賵丕賱丿乇丕爻丕鬲賵丕賱賳卮乇貙賵賱賴毓賱賶爻亘賷賱丕賱禺氐賵氐 :</p> <ol> <li>丕賱鬲賵氐賷丞亘鬲毓賷賷賳兀毓囟丕亍賴賷卅丞丕賱鬲丿乇賷爻亘丕賱噩丕賲毓丞.</li> <li>丕賱亘鬲賮賷丕賱鬲乇賯賷丕鬲丕賱毓賱賲賷丞賱兀毓囟丕亍賴賷卅丞丕賱鬲丿乇賷爻亘丕賱噩丕賲毓丞賵賮賯丕賱賯賵丕毓丿丕賱鬲賷賷賯乇賴丕賲噩賱爻丕賱鬲毓賱賷賲丕賱毓丕賱賷.</li> <li>鬲卮噩賷毓丕賱亘丨孬丕賱毓賱賲賷賵丕賱鬲兀賱賷賮賵丕賱鬲乇噩賲丞賵丕賱賳卮乇賵賱賴賮賷爻亘賷賱匕賱賰 :</li> <ul> <li> 賵囟毓賯賵丕毓丿賱鬲卮噩賷毓廿毓丿丕丿丕賱亘丨賵孬丕賱毓賱賲賷丞.</li> <li>丕賯鬲乇丕丨廿賳卮丕亍賲乇丕賰夭丕賱亘丨孬丕賱毓賱賲賷.</li> <li> 丕賱鬲賳爻賷賯亘賷賳賲乇丕賰夭丕賱亘丨孬丕賱毓賱賲賷賵賵囟毓禺胤丞毓丕賲丞賱賴丕.</li> <li> 鬲賳馗賷賲丕賱氐賱丞賲毓賲乇丕賰夭丕賱亘丨孬禺丕乇噩丕賱噩丕賲毓丞.</li> <li> 鬲丨丿賷丿丕賱賲賰丕賮丌鬲丕賱鬲卮噩賷毓賷丞賵丕賱鬲賯丿賷乇賷丞賱賱兀毓賲丕賱丕賱毓賱賲賷丞賵鬲丨賰賷賲賴丕賵丕賱兀賲乇亘氐乇賮賴丕.</li> <li> 賳卮乇丕賱亘丨賵孬賵丕賱賲丐賱賮丕鬲賵丕賱乇爻丕卅賱丕賱毓賱賲賷丞丕賱鬲賷賷乇賶賳卮乇賴丕.</li> <li> 丕賱鬲賵氐賷丞亘廿氐丿丕乇丕賱丿賵乇賷丕鬲丕賱毓賱賲賷丞.</li> <li> 丕賱鬲賵氐賷丞亘廿賳卮丕亍丕賱噩賲毓賷丕鬲丕賱毓賱賲賷丞賵丕賱賲鬲丕丨賮賵丕賱鬲賳爻賷賯賮賷賲丕亘賷賳賴丕.</li> <li> 廿賯乇丕乇賲丕賷丨丕賱廿賱賷賴賲賳丕賱賰鬲亘丕賱丿乇丕爻賷丞賵丕賱乇爻丕卅賱丕賱噩丕賲毓賷丞丕賱鬲賷鬲丨鬲丕噩廿賱賶賲乇丕噩毓丞.</li> </ul> <li>鬲賯賵賷賲丕賱卮賴丕丿丕鬲丕賱毓賱賲賷丞丕賱鬲賷賷鬲賯丿賲亘賴丕兀毓囟丕亍賴賷卅丞丕賱鬲丿乇賷爻丕賱爻毓賵丿賷賵賳.</li> <li>丕賱賳馗乇賮賷賲丕賷丨賷賱賴廿賱賷賴賲噩賱爻丕賱噩丕賲毓丞.</li> </ol> <h4>丕賱賲丕丿丞丕賱鬲丕爻毓丞賵丕賱毓卮乇賵賳 :</h4> <p>賷鬲兀賱賮丕賱賲噩賱爻丕賱毓賱賲賷毓賱賶丕賱賵噩賴丕賱丌鬲賷:</p> <ul> <li>賵賰賷賱丕賱噩丕賲毓丞賱賱丿乇丕爻丕鬲丕賱毓賱賷丕賵丕賱亘丨孬丕賱毓賱賲賷 - 乇卅賷爻丕賸.</li> <li>毓囟賵賵丕丨丿賲賳兀毓囟丕亍賴賷卅丞丕賱鬲丿乇賷爻毓賳賰賱賰賱賷丞兀賵賲毓賴丿亘丿乇噩丞兀爻鬲丕匕賲卮丕乇賰毓賱賶丕賱兀賯賱賵賷氐丿乇亘鬲毓賷賷賳賴賲賯乇丕乇賲賳賲噩賱爻丕賱噩丕賲毓丞亘賳丕亍毓賱賶鬲乇卮賷丨賲賳賲噩賱爻丕賱賰賱賷丞兀賵丕賱賲毓賴丿賵賲賵丕賮賯丞賲丿賷乇丕賱噩丕賲毓丞.</li> </ul> <p>賵賷噩賵夭亘賯乇丕乇賲賳賲噩賱爻丕賱噩丕賲毓丞兀賳賷賳囟賲廿賱賶毓囟賵賷丞丕賱賲噩賱爻毓丿丿丌禺乇賲賳丕賱兀毓囟丕亍賲賳丕賱賲卮鬲睾賱賷賳亘丕賱亘丨孬賵丕賱賯囟丕賷丕丕賱毓賱賲賷丞賱丕賷鬲噩丕賵夭毓丿丿賴賲賳氐賮賲噩賲賵毓丕賱兀毓囟丕亍賵賷毓賷賳噩賲賷毓丕賱兀毓囟丕亍賱賲丿丞爻賳鬲賷賳賯丕亘賱丞賱賱鬲噩丿賷丿賲乇丞賵丕丨丿丞.</p> <p>賵賱賱賲噩賱爻鬲賰賵賷賳賱噩丕賳丿丕卅賲丞兀賵賲丐賯鬲丞賲賳亘賷賳兀毓囟丕卅賴兀賵賲賳睾賷乇賴賲賱丿乇丕爻丞賲丕賷賰賱賮賴賲亘賴.</p> <h4>丕賱賲丕丿丞丕賱孬賱丕孬賵賳 :</h4> <p>賷噩鬲賲毓丕賱賲噩賱爻丕賱毓賱賲賷亘賳丕亍毓賱賶丿毓賵丞乇卅賷爻賴賲乇丞賰賱卮賴乇毓賱賶丕賱兀賯賱貙賵賱賱乇卅賷爻兀賳賷丿毓賵廿賱賶丕賱丕噩鬲賲丕毓廿匕丕丿毓鬲丕賱丨丕噩丞賱匕賱賰貙兀賵廿匕丕賯丿賲廿賱賷賴孬賱孬丕賱兀毓囟丕亍胤賱亘丕賸賲賰鬲賵亘丕賸亘匕賱賰貙兀賵亘賳丕亍毓賱賶胤賱亘賲丿賷乇丕賱噩丕賲毓丞丕賱匕賷賱賴兀賳賷胤賱亘廿丿乇丕噩兀賷賲爻兀賱丞賷乇丕賴丕賮賷噩丿賵賱丕賱兀毓賲丕賱賵賱賴乇卅丕爻丞丕賱賲噩賱爻廿匕丕丨囟乇賴賵賱丕鬲賰賵賳丕噩鬲賲丕毓丕鬲賴氐丨賷丨丞廿賱丕廿匕丕丨囟乇賴丕孬賱孬丕兀毓囟丕卅賴毓賱賶丕賱兀賯賱.</p> <h4>丕賱賲丕丿丞丕賱丨丕丿賷丞賵丕賱孬賱丕孬賵賳 :</h4> <p>鬲氐丿乇賯乇丕乇丕鬲丕賱賲噩賱爻丕賱毓賱賲賷亘丕賱兀睾賱亘賷丞丕賱賲胤賱賯丞賱兀氐賵丕鬲丕賱丨丕囟乇賷賳賵廿匕丕鬲爻丕賵鬲丕賱兀氐賵丕鬲賷乇噩丨丕賱噩丕賳亘丕賱匕賷賮賷賴丕賱乇卅賷爻賵鬲毓鬲亘乇丕賱賯乇丕乇丕鬲賳丕賮匕丞賲丕賱賲賷乇丿毓賱賷賴丕丕毓鬲乇丕囟賲賳賲丿賷乇丕賱噩丕賲毓丞禺賱丕賱禺賲爻丞毓卮乇賷賵賲丕賸賲賳鬲丕乇賷禺賵氐賵賱賴丕廿賱賷賴賵廿匕丕丕毓鬲乇囟毓賱賷賴丕兀毓丕丿賴丕廿賱賶丕賱賲噩賱爻丕賱毓賱賲賷賲卮賮賵毓丞亘賵噩賴丞賳馗乇賴賱丿乇丕爻鬲賴丕賲賳噩丿賷丿貙賮廿匕丕亘賯賷丕賱賲噩賱爻毓賱賶乇兀賷賴鬲丨丕賱丕賱賯乇丕乇丕鬲丕賱賲毓鬲乇囟毓賱賷賴丕廿賱賶賲噩賱爻丕賱噩丕賲毓丞賵鬲賳馗乇賮賷噩賱爻丞毓丕丿賷丞兀賵丕爻鬲孬賳丕卅賷丞賵賱賲噩賱爻丕賱噩丕賲毓丞鬲氐丿賷賯丕賱賯乇丕乇丕鬲兀賵鬲毓丿賷賱賴丕兀賵廿賱睾丕丐賴丕賵賯乇丕乇賴賮賷匕賱賰賳賴丕卅賷.</p> </div> </div> </div> <div id="tab3defaultsub" class="container tab-pane fade"><br /> <div class="box2"> <div class="col-sm-12"> <div class="title"> <h3>廿丿丕乇丞卮丐賵賳丕賱賲噩賱爻丕賱毓賱賲賷</h3> <p>賵賴賷廿丿丕乇丞鬲賳賮賷匕賷丞鬲賯賵賲亘鬲爻賴賷賱賲賴丕賲丕賱賲噩賱爻丕賱毓賱賲賷賵賱噩丕賳賴丕賱丿丕卅賲丞賵丕賱賲丐賯鬲丞. 賵賲賳賲賴丕賲賴丕賵賲爻丐賵賱賷丕鬲賴丕賲丕賷賱賷 :</p> </div> </div> <br /> <div class="col-sm-12"> <ul> <li> 丕賱廿毓丿丕丿賱丕噩鬲賲丕毓丕鬲丕賱賲噩賱爻丕賱毓賱賲賷賵鬲卮賲賱廿毓丿丕丿丕賱丿毓賵丞賵噩丿賵賱丕賱兀毓賲丕賱賵丕賱賲賵囟賵毓丕鬲賵胤亘丕毓鬲賴丕賵鬲氐賵賷乇賴丕賵鬲賵夭賷毓賴丕毓賱賶丕賱兀毓囟丕亍.</li> <li>廿毓丿丕丿丕賱賲丨丕囟乇賱賰賱丕噩鬲賲丕毓賵賲鬲丕亘毓丞鬲賵賯賷毓丕賱兀毓囟丕亍貙賵丕賱乇賮毓賱賱丕毓鬲賲丕丿.</li> <li>廿毓丿丕丿禺胤丕亘丕鬲丕賱鬲亘賱賷睾賱賯乇丕乇丕鬲賵鬲賵氐賷丕鬲丕賱賲噩賱爻丕賱毓賱賲賷賵賲鬲丕亘毓鬲賴丕.</li> <li>廿毓丿丕丿亘賷丕賳丕鬲賲賰丕賮丌鬲兀毓囟丕亍丕賱賲噩賱爻賵賱噩丕賳賴丕賱丿丕卅賲丞賵賮丕丨氐丕賱廿賳鬲丕噩丕賱毓賱賲賷賱胤賱亘丕鬲丕賱鬲乇賯賷丕鬲丕賱毓賱賲賷丞賵賲丨賰賲賷丕賱賰鬲亘丕賱毓賱賲賷丞丕賱賲賯丿賲丞賱賱賳卮乇丕賱毓賱賲賷賵賲鬲丕亘毓鬲賴丕賲毓丕賱噩賴丕鬲丕賱賲禺鬲氐丞丨鬲賶廿氐丿丕乇丕賱卮賷賰丕鬲賵廿乇爻丕賱賴丕賱賲爻鬲丨賯賷賴丕.</li> <li>廿氐丿丕乇賵鬲賵夭賷毓賰丕賮丞丕賱賲禺丕胤亘丕鬲丕賱禺丕氐丞亘丕賱賲噩賱爻丕賱毓賱賲賷賵賱噩丕賳賴丕賱丿丕卅賲丞丕賱廿丿丕乇賷丞賵鬲爻賱賷賲賴丕賱噩賴丕鬲賴丕.</li> <li>賲鬲丕亘毓丞鬲胤亘賷賯丕賱兀賳馗賲丞賵丕賱賱賵丕卅丨賵丕賱賯乇丕乇丕鬲.</li> <li>廿毓丿丕丿賵鬲氐賲賷賲賰丕賮丞丕賱賳賲丕匕噩貙賵胤亘丕毓丞丕賱鬲賯丕乇賷乇丕賱爻賳賵賷丞賱賱賲噩賱爻丕賱毓賱賲賷賵賱噩丕賳賴丕賱丿丕卅賲丞.</li> <li>鬲賵孬賷賯賵賲賷賰賳丞賵兀乇卮賮丞丕賱兀毓賲丕賱丕賱禺丕氐丞亘丕賱賲噩賱爻賵賱噩丕賳賴丕賱丿丕卅賲丞.</li> <li>丨賮馗丕賱賲丨丕囟乇賵丕賱賲賵囟賵毓丕鬲賵丕賱賲賱賮丕鬲.</li> <li>丕賱乇丿毓賱賶丕爻鬲賮爻丕乇丕鬲兀毓囟丕亍賴賷卅丞丕賱鬲丿乇賷爻.. 禺丕氐丞丕賱賴丕鬲賮賷丞賲賳賴丕貙賵鬲夭賵賷丿賴賲亘丕賱賱賵丕卅丨賵丕賱賳賲丕匕噩.</li> <li>廿亘丿丕亍丕賱乇兀賷.. 丕賱乇丿毓賱賶丕賱賲毓丕賲賱丕鬲賵賲鬲丕亘毓鬲賴丕.</li> <li>廿丿丕乇丞卮丐賵賳賲賳爻賵亘賷丕賱廿丿丕乇丞賵丕賱毓賲賱毓賱賶鬲兀賲賷賳丕丨鬲賷丕噩丕鬲賴丕.</li> <li>鬲胤賵賷乇丕賱賲賵賯毓丕賱丕賱賰鬲乇賵賳賷賱賱賲噩賱爻丕賱毓賱賲賷.</li> </ul> </div> </div> </div> <div id="tab4defaultsub" class="container tab-pane fade"><br /> <div class="box2"> <div class="col-sm-12"> <div class="title"> <h3>丕賱賴賷賰賱丕賱鬲賳馗賷賲賷</h3> <img alt="" src="https://acad.kau.edu.sa/Images/103/img/hekal.png" class="img-fluid" style="width: 100%;" /> </div> </div> <br /> <div class="col-sm-12"> </div> </div> </div> <div id="tab5defaultsub" class="container tab-pane fade"><br /> <div class="box2"> <div class="col-sm-12"> <div class="title"> <h3>賯乇丕乇丕鬲丕賱賲噩賱爻丕賱毓賱賲賷</h3> </div> </div> <div class="col-sm-12"> <table class="table"> <tbody> <tr> <td> 鬲賲丿賷丿禺丿賲丕鬲兀毓囟丕亍賴賷卅丞丕賱鬲丿乇賷爻   <span><img alt="" src="https://acad.kau.edu.sa/Images/103/new2.gif" /><br /> </span></td> <td><a href="http://www.kau.edu.sa/GetFile.aspx?id=310337&fn=囟賵丕亘胤鬲賲丿賷丿禺丿賲丕鬲兀毓囟丕亍賴賷卅丞丕賱鬲丿乇賷爻.pdf"><span><img alt="" style="width: 70px;" src="https://acad.kau.edu.sa/Images/103/PDF_icon_large-full.jpg" height="80" /></span></a></td> </tr> <tr> <td> 鬲丨賵賷賱丕賱丕噩乇丕亍丕鬲丕賱賵乇賯賷丞賱鬲毓賷賷賳賲亘鬲毓孬賷丕賱噩丕賲毓丞毓賱賶賵馗賷賮丞丕爻鬲丕匕賲爻丕毓丿丕賱賰鬲乇賵賳賷丕賸   <span><img alt="" src="https://acad.kau.edu.sa/Images/103/new2.gif" /><br /> </span></td> <td><a href="http://www.kau.edu.sa/GetFile.aspx?id=297720&fn=鬲丨賵賷賱丕賱丕噩乇丕亍丕鬲丕賱賵乇賯賷丞賱鬲毓賷賷賳賲亘鬲毓孬賷丕賱噩丕賲毓丞毓賱賶賵馗賷賮丞丕爻鬲丕匕賲爻丕毓丿丕賱賰鬲乇賵賳賷丕賸.pdf"><span><img alt="" style="width: 70px;" src="https://acad.kau.edu.sa/Images/103/PDF_icon_large-full.jpg" height="80" /></span></a></td> </tr> <tr> <td> 丕賱賯賵丕毓丿丕賱鬲賳賮賷匕賷丞賱賱鬲乇賯賷丕鬲丕賱毓賱賲賷丞丕賱鬲賷爻賷鬲賲鬲胤亘賷賯賴丕丕賱賮氐賱丕賱孬丕賳賷 1440-1441   <span><img alt="" src="https://acad.kau.edu.sa/Images/103/new2.gif" /></span><br /> </td> <td><a href=" http://www.kau.edu.sa/GetFile.aspx?id=297721&fn=丕賱賯賵丕毓丿丕賱鬲賳賮賷匕賷丞賱賱鬲乇賯賷丕鬲丕賱毓賱賲賷丞丕賱鬲賷爻賷鬲賲鬲胤亘賷賯賴丕丕賱賮氐賱丕賱孬丕賳賷 1440-1441.pdf"><span><img alt="" style="width: 70px;" src="https://acad.kau.edu.sa/Images/103/PDF_icon_large-full.jpg" height="80" /></span></a></td> </tr> <tr> <td> 鬲毓賲賷賲賴丕賲亘卮丕賳丕賱鬲乇噩賲丞丕賱賲丨賰賲丞賱賱賰鬲亘丕賱毓賱賲賷丞丕賱賲鬲禺氐氐丞   <span><img alt="" src="https://acad.kau.edu.sa/Images/103/new2.gif" /></span></td> <td><a href=" http://www.kau.edu.sa/GetFile.aspx?id=294869&fn=鬲毓賲賷賲賴丕賲亘卮丕賳丕賱鬲乇噩賲丞丕賱賲丨賰賲丞賱賱賰鬲亘丕賱毓賱賲賷丞丕賱賲鬲禺氐氐丞.pdf "><span><img alt="" style="width: 70px;" src="https://acad.kau.edu.sa/Images/103/PDF_icon_large-full.jpg" height="80" /></span></a></td> </tr> <tr> <td> 鬲毓賲賷賲賴丕賲亘禺氐賵氐丕賱賯賵丕毓丿丕賱鬲賳賮賷匕賷丞賱賱賲賵丕丿丕賱禺丕氐丞亘丕賱賳賯賱亘賷賳丕賱兀賯爻丕賲賵丕賱賰賱賷丕鬲賮賷丕賱噩丕賲毓丞  <span><img alt="" src="https://acad.kau.edu.sa/Images/103/new2.gif" /></span><br /> </td> <td><a href=" http://www.kau.edu.sa/GetFile.aspx?id=294721&fn=鬲毓賲賷賲賴丕賲亘禺氐賵氐丕賱賯賵丕毓丿丕賱鬲賳賮賷匕賷丞賱賱賲賵丕丿丕賱禺丕氐丞亘丕賱賳賯賱亘賷賳丕賱兀賯爻丕賲賵丕賱賰賱賷丕鬲賮賷丕賱噩丕賲毓丞.pdf "><img alt="" style="width: 70px;" src="https://acad.kau.edu.sa/Images/103/PDF_icon_large-full.jpg" height="80" /></a></td> </tr> <tr> <td> 亘卮丕賳毓丿賲丕爻鬲賯亘丕賱胤賱亘丕鬲丕賱鬲毓賷賷賳賮賷毓囟賵賷丞賴賷卅丞丕賱鬲丿乇賷爻廿賱丕毓賳胤乇賷賯賵賰丕賱丞丕賱噩丕賲毓丞賱賱丿乇丕爻丕鬲丕賱毓賱賷丕賵丕賱亘丨孬丕賱毓賱賲賷賮賯胤</td> <td><a href="http://www.kau.edu.sa/GetFile.aspx?id=290194&fn=亘卮丕賳毓丿賲丕爻鬲賯亘丕賱胤賱亘丕鬲丕賱鬲毓賷賷賳賮賷毓囟賵賷丞賴賷卅丞丕賱鬲丿乇賷爻丕賱丕毓賳胤乇賷賯賵賰丕賱丞丕賱噩丕賲毓丞賱賱丿乇丕爻丕鬲丕賱毓賱賷丕賵丕賱亘丨孬丕賱毓賱賲賷賮賯胤.pdf "><img alt="" style="width: 70px;" src="https://acad.kau.edu.sa/Images/103/PDF_icon_large-full.jpg" height="80" /></a></td> </tr> <tr> <td> 亘卮丕賳廿賷賯丕賮丕爻鬲賯亘丕賱胤賱亘丕鬲賳賯賱禺丿賲丕鬲兀毓囟丕亍賴賷卅丞丕賱鬲丿乇賷爻廿賱賶噩丕賲毓賴丕賱賲賱賰毓亘丿丕賱毓夭賷夭賲賳卮丕睾賱賷丕賱賵馗丕卅賮丕賱丨賰賵賲賷丞兀賵兀賴賱賷丞</td> <td><a href=" http://www.kau.edu.sa/GetFile.aspx?id=292867&fn=亘卮丕賳丕賷賯丕賮丕爻鬲賯亘丕賱胤賱亘丕鬲賳賯賱禺丿賲丕鬲丕毓囟丕亍賴賷卅丞丕賱鬲丿乇賷爻丕賱賶噩丕賲毓賴丕賱賲賱賰毓亘丿丕賱毓夭賷夭賲賳卮丕睾賱賷丕賱賵馗丕卅賮丕賱丨賰賵賲賷丞賵丕賱賯胤丕毓丕賱禺丕氐.pdf "><img alt="" style="width: 70px; border-width: 0px; border-style: solid;" src="https://acad.kau.edu.sa/Images/103/PDF_icon_large-full.jpg" /></a></td> </tr> <tr> <td> 亘卮丕賳毓丿賲賯亘賵賱丕賱鬲丨賵賷賱賲賳賰賱賷丕鬲賮乇毓丕賱噩丕賲毓丞亘丕賱賮賷氐賱賷丞廿賱賶丕賱賰賱賷丕鬲丕賱賲賳丕馗乇丞亘賲賯乇丕賱噩丕賲毓丞丕賱乇卅賷爻賷亘丕賱爻賱賷賲丕賳賷丞</td> <td><a href="http://www.kau.edu.sa/GetFile.aspx?id=290195&fn=亘卮丕賳毓丿賲賯亘賵賱丕賱鬲丨賵賷賱賲賳賰賱賷丕鬲賮乇毓丕賱噩丕賲毓丞亘丕賱賮賷氐賱賷丞丕賱賶丕賱賰賱賷丕鬲丕賱賲賳丕馗乇丞亘賲賯乇丕賱噩丕賲毓丞丕賱乇卅賷爻賷亘丕賱爻賱賷賲丕賳賷丞.pdf "><img alt="" style="width: 70px; border-width: 0px; border-style: solid;" src="https://acad.kau.edu.sa/Images/103/PDF_icon_large-full.jpg" /></a></td> </tr> <tr> <td> 亘卮丕賳毓丿賲賳卮乇丕賱兀亘丨丕孬賵丕賱兀毓賲丕賱賮賷賲噩賱丕鬲兀賵賲賷賰爻 OMICS</td> <td><a href="http://www.kau.edu.sa/GetFile.aspx?id=290697&fn=omics.pdf"><img alt="" style="width: 70px; border-width: 0px; border-style: solid;" src="https://acad.kau.edu.sa/Images/103/PDF_icon_large-full.jpg" /></a></td> </tr> </tbody> </table> </div> </div> </div> <div id="tab6defaultsub" class="container tab-pane fade"><br /> <div class="box2"> <div class="col-sm-12"> <div class="title"> <h3>乇卅賷爻賵兀毓囟丕亍丕賱賲噩賱爻丕賱毓賱賲賷</h3> </div> </div> <div class="col-sm-12"> <div class="row"> <div class="col-sm-4"> </div> <div class="col-sm-4"><a href="https://anoaman.kau.edu.sa/CVEn.aspx?Site_ID=0002639&Lng=AR"> </a> <div class="box_dr text-center" style="min-height: 380px;"><a href="https://anoaman.kau.edu.sa/CVEn.aspx?Site_ID=0002639&Lng=AR"> <div class="col-sm-12"><img alt="" src="https://acad.kau.edu.sa/Images/103/img/photo_dr_01.jpg" class="img-thumbnail" /> </div> <div class="col-sm-12"> <div class="row"> <h4>兀.丿. 兀賲賷賳亘賳賷賵爻賮賳毓賲丕賳</h4> <p> 賵賰賷賱丕賱噩丕賲毓丞賱賱丿乇丕爻丕鬲丕賱毓賱賷丕賵丕賱亘丨孬丕賱毓賱賲賷賵乇卅賷爻丕賱賲噩賱爻丕賱毓賱賲賷</p> </div> </div> </a></div> </div> <div class="col-sm-4"> </div> </div> <div class="row"> <div class="col-sm-4"><a href="https://aalmalaise.kau.edu.sa/CVEn.aspx?Site_ID=0013003&Lng=AR"> </a> <div class="box_dr text-center"><a href="https://aalmalaise.kau.edu.sa/CVEn.aspx?Site_ID=0013003&Lng=AR"> <div class="col-sm-12"><img alt="" src="https://acad.kau.edu.sa/Images/103/img/photo_dr_09.jpg" class="img-thumbnail" /> </div> <div class="col-sm-12"> <div class="row"> <h4>兀.丿. 毓亘丿丕賱賱賴丕賱胤賷亘爻毓丿丕賱睾丕賲丿賷</h4> <p> 兀賲賷賳丕賱賲噩賱爻丕賱毓賱賲賷</p> <p> 賰賱賷丞丕賱丨丕爻亘丕鬲賵鬲賯賳賷丞丕賱賲毓賱賵賲丕鬲</p> </div> </div> </a></div> </div> <div class="col-sm-4"><a href="https://aalqurashi.kau.edu.sa/CVEn.aspx?Site_ID=0003345&Lng=AR"> </a> <div class="box_dr text-center"><a href="https://aalqurashi.kau.edu.sa/CVEn.aspx?Site_ID=0003345&Lng=AR"> <div class="col-sm-12"><img alt="" src="https://acad.kau.edu.sa/Images/103/img/photo_dr_08.jpg" class="img-thumbnail" /></div> <div class="col-sm-12"> <div class="row"> <h4>兀.丿. 毓丕丿賱亘賳囟賷賮丕賱賱賴丕賱賯乇卮賷</h4> <p>賰賱賷丞丕賱兀乇氐丕丿賵丕賱亘賷卅丞賵夭乇丕毓丞丕賱賲賳丕胤賯丕賱噩丕賮丞 </p> </div> </div> </a></div> </div> <div class="col-sm-4"><a href="https://www.kau.edu.sa/CVEn.aspx?Site_ID=0006019&Lng=AR"> </a> <div class="box_dr text-center"><a href="https://www.kau.edu.sa/CVEn.aspx?Site_ID=0006019&Lng=AR"> <div class="col-sm-12"> <img alt="" src="https://acad.kau.edu.sa/Images/103/img/photo_dr_03.jpg" class="img-thumbnail" /> </div> <div class="col-sm-12"> <div class="row"> <h4>丿. 乇賷丕賳亘賳毓亘丿丕賱丨賲賷丿賰賷丕賱</h4> <p>賰賱賷丞胤亘丕賱兀爻賳丕賳 </p> </div> </div> </a></div> </div> <div class="col-sm-4"><a href="https://falqahtani.kau.edu.sa/CVEn.aspx?Site_ID=0005060&Lng=AR"> </a> <div class="box_dr text-center"><a href="https://falqahtani.kau.edu.sa/CVEn.aspx?Site_ID=0005060&Lng=AR"> <div class="col-sm-12"><img alt="" src="https://acad.kau.edu.sa/Images/103/img/photo_dr_06.jpg" class="img-thumbnail" /></div> <div class="col-sm-12"> <div class="row"> <h4>丿. 賮賷氐賱亘賳毓亘丿丕賱賲丨爻賳丕賱賯丨胤丕賳賷</h4> <p>賰賱賷丞毓賱賵賲丕賱兀乇囟 </p> </div> </div> </a></div> </div> <div class="col-sm-4"><a href="https://www.kau.edu.sa/CVEn.aspx?Site_ID=0003253&Lng=AR"> </a> <div class="box_dr text-center"><a href="https://www.kau.edu.sa/CVEn.aspx?Site_ID=0003253&Lng=AR"> <div class="col-sm-12"><img alt="" src="https://acad.kau.edu.sa/Images/103/img/photo_dr_11.jpg" class="img-thumbnail" /> </div> <div class="col-sm-12"> <div class="row"> <h4> 丿. 兀賲噩丿亘賳賮丐丕丿丨噩丕乇</h4> <p>賰賱賷丞丕賱賴賳丿爻丞</p> </div> </div> </a></div> </div> <div class="col-sm-4"><a href="https://jalmgrabi.kau.edu.sa/Default-0003491-AR"> </a> <div class="col-sm-12"><a href="https://jalmgrabi.kau.edu.sa/Default-0003491-AR"><img alt="" src="https://acad.kau.edu.sa/Images/103/img/photo_dr_12.jpg" class="img-thumbnail" /></a></div> <div class="col-sm-12"><a href="https://jalmgrabi.kau.edu.sa/Default-0003491-AR"> <div class="row"> <h4> 兀.丿. 噩賵丿賴亘賳兀丨賲丿噩賵丿賴丕賱賲睾乇亘賷</h4> <p>賰賱賷丞丕賱胤亘 </p> </div> </a></div> </div> <div class="col-sm-4"><a href="https://analkenani.kau.edu.sa/CVEn.aspx?Site_ID=0002413&Lng=AR"> </a> <div class="box_dr text-center"><a href="https://analkenani.kau.edu.sa/CVEn.aspx?Site_ID=0002413&Lng=AR"> <div class="col-sm-12"><img alt="" src="https://acad.kau.edu.sa/Images/103/img/photo_dr_04knane.jpg" class="img-thumbnail" /> </div> <div class="col-sm-12"> <div class="row"> <h4> 兀.丿丕丨賲丿亘賳賳丕氐乇丨賲丿丕賱亘丕丿賷丕賱賰賳丕賳賷</h4> <p>賰賱賷丞丕賱毓賱賵賲</p> </div> </div> </a></div> </div> <div class="col-sm-4"><a href="https://sbadghish.kau.edu.sa/CVEn.aspx?Site_ID=0013595&Lng=AR"> </a> <div class="box_dr text-center"><a href="https://sbadghish.kau.edu.sa/CVEn.aspx?Site_ID=0013595&Lng=AR"> <div class="col-sm-12"><img alt="" src="https://acad.kau.edu.sa/Images/103/img/photo_dr_04badkeeh.jpg" class="img-thumbnail" /></div> <div class="col-sm-12"> <div class="row"> <h4> 丿. 爻毓賷丿亘賳毓賱賷毓亘丿丕賱賱賴亘丕丿睾賷卮</h4> <p>賰賱賷丞丕賱丕賯鬲氐丕丿賵丕賱廿丿丕乇丞</p> </div> </div> </a></div> </div> </div> </div> </div> </div> <div id="tab7defaultsub" class="container tab-pane fade"><br /> <div class="com-sm-12 text-center"> <h3>丕賱賱噩賳丞丕賱丿丕卅賲賴賱賱丕丨鬲賷丕噩賵丕賱鬲賵胤賷賳賱賱兀賰丕丿賷賲賷賷賳</h3> </div> 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href="https://www.kau.edu.sa/GetFile.aspx?id=311451&fn=丕賱賱賵丕卅丨賵丕賱賯賵丕毓丿丕賱鬲賳賮賷匕賷丞賱賱鬲乇賯賷丕鬲丕賱毓賱賲賷丞.docx" class="button1">丕賱賱賵丕卅丨賵丕賱賯賵丕毓丿丕賱鬲賳賮賷匕賷丞賱賱鬲乇賯賷丕鬲丕賱毓賱賲賷丞</a> </div> </div> </div> <div id="tab8defaultsub" class="container tab-pane fade"><br /> <div class="box2"> <div class="col-sm-12"> <div class="title"> <h3>鬲賵丕氐賭賱賲毓賳賭賭丕</h3> </div> </div> <div class="col-sm-12"> <p>賲丿賷乇廿丿丕乇丞卮丐賵賳丕賱賲噩賱爻丕賱毓賱賲賷 </p> <p>氐.亘 80200 丕賱乇賲夭亘乇賷丿賷 21589</p> <p>噩丕賲毓丞丕賱賲賱賰毓亘丿丕賱毓賭夭賷夭 - 噩丿丞</p> <p>賴丕鬲賮 : 6951300 賮丕賰爻 : 6400421</p> <p>Email : acad@kau.edu.sa</p> <p>賵鬲爻丕亘 : 0126951745</p> <hr /> <p>毓丿賳丕賳賲丨賲丿毓賱賷丕賱乇丕亘睾賷 - 爻賰乇鬲賷乇丕賱賲噩賱爻丕賱毓賱賲賷 - 賴丕鬲賮 : 52039</p> <p>兀.毓亘丿丕賱丨賲賷丿賴乇賷爻丕賳丕賱賲毓亘丿賷 - 兀賲賷賳賱噩賳丞卮丐賵賳丕賱賲噩賱爻丕賱毓賱賲賷賴丕鬲賮 : 66514</p> <p>兀.賮乇賷丿賲丨賲丿丕賱夭賴乇丕賳賷 - 兀賲賷賳賱噩賳丞丕賱丕丨鬲賷丕噩賵丕賱鬲賵胤賷賳賱賱兀賰丕丿賷賲賷賷賳賴丕鬲賮 : 51745</p> <p>兀.賴丕乇賵賳亘賰乇亘乇賳丕賵賷 - 兀賲賷賳賱噩賳丞丕賱鬲乇賯賷丕鬲丕賱毓賱賲賷丞賴丕鬲賮 : 61300</p> </div> </div> </div> </div> </div> </div> </div> </div> </div> </div> </div> </div> <div class="col-sm-12"> <img alt="" 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