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data-bs-target="#carouselExampleCaptions" data-bs-slide-to="2" aria-label="Slide 3"></button> <button type="button" data-bs-target="#carouselExampleCaptions" data-bs-slide-to="3" aria-label="Slide 4"></button> </div> <div class="carousel-inner"> <div class="carousel-item active"> <a href="https://studyinsaudi.moe.gov.sa/"><img src="https://dsa-scholarships.kau.edu.sa/Images/211995/web2023/s01.jpg" class="d-block w-100" alt="..." /></a> <div class="carousel-caption d-none d-md-block"> <h4>亘賵丕亘丞 丕賱賲賳丨 丕賱丿乇丕爻賷丞 賱賱胤賱亘丞 丕賱丿賵賱賷賷賳</h4> </div> </div> <div class="carousel-item"> <img src="https://dsa-scholarships.kau.edu.sa/Images/211995/web2023/s02.jpg" class="d-block w-100" alt="..." /> <div class="carousel-caption d-none d-md-block"> <h4>亘賵丕亘丞 丕賱賲賳丨 丕賱丿乇丕爻賷丞 賱賱胤賱亘丞 丕賱丿賵賱賷賷賳</h4> </div> </div> <div class="carousel-item"> <img src="https://dsa-scholarships.kau.edu.sa/Images/211995/web2023/s03.jpg" class="d-block w-100" alt="..." /> <div class="carousel-caption d-none d-md-block"> <h4>亘賵丕亘丞 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丕賱賲賳丨 丕賱丿乇丕爻賷丞 賱賱胤賱亘丞 丕賱丿賵賱賷賷賳" /> </div> <div class="col-sm-9"> <div class="content-widget-title"> <div class="icons-blue"><img alt="" class="img-fluid" src="https://dsa-scholarships.kau.edu.sa/Images/211995/web2023/icon01.png" width="40" /></div> <div> <h4>毓賳 丕賱噩丕賲毓丞</h4> <span class="seperator"></span> </div> </div> <p>鬲丨賲賱 噩丕賲毓丞 丕賱賲賱賰 毓亘丿 丕賱毓夭賷夭 丕爻賲 賲丐爻爻 丕賱賲賲賱賰丞 丕賱毓乇亘賷丞 丕賱爻毓賵丿賷丞 丕賱賲賱賰 毓亘丿 丕賱毓夭賷夭 , 胤賷亘 丕賱賱賴 孬乇丕賴 , 賵賰丕賳 鬲兀爻賷爻 賴匕賴 丕賱噩丕賲毓丞 賮賷 毓丕賲 1387賴賭 / 1967亘氐賮鬲賴丕 噩丕賲毓丞 兀賴賱賷丞 , 賴丿賮賴丕 賳卮乇 丕賱鬲毓賱賷賲 丕賱毓丕賱賷 賮賷 丕賱賲賳胤賯丞 丕賱睾乇亘賷丞 賲賳 丕賱賲賲賱賰丞 丕賱毓乇亘賷丞 丕賱爻毓賵丿賷丞 . 賵亘噩賴賵丿 丕賱賲禺賱氐賷賳 賲賳 兀亘賳丕亍 賴匕丕 丕賱賵胤賳 鬲丨賵賱 丕賱丨賱賲 廿賱賶 丨賯賷賯丞.</p> <a class="btn btn-outline-success" href="https://dsa-scholarships.kau.edu.sa/Pages-266936.aspx" target="_blank" role="button" style="float: left;">賱賱賲夭賷丿</a> </div> </div> <div class="container-fluid"> <div class="title purple"> <br /> <div class="row"> <div class="col-md-4 col-xs-12"> <a href="https://dsa-scholarships.kau.edu.sa/Pages-267100.aspx"> </a> <div class="card" style="width: 25rem;"> <a href="https://dsa-scholarships.kau.edu.sa/Pages-267100.aspx"> <img src="https://dsa-scholarships.kau.edu.sa/Images/211995/web2023/page1-img5.jpg" class="card-img-top" alt="..." /> </a> <div class="card-body"> <p class="text-center">賲夭丕賷丕 丕賱丿乇丕爻丞</p> </div> </div> </div> <div class="col-md-4 col-xs-12"> <a href="https://dsa-scholarships.kau.edu.sa/Pages-267081.aspx"> </a> <div class="card" style="width: 25rem;"> <a href="https://dsa-scholarships.kau.edu.sa/Pages-267081.aspx"> <img src="https://dsa-scholarships.kau.edu.sa/Images/211995/web2023/page1-img6a.jpg" class="card-img-top" alt="..." /> </a> <div class="card-body"> <p class="text-center">賲乇丕賮賯 丕賱噩丕賲毓丞</p> </div> </div> </div> <div class="col-md-4 col-xs-12"> <a href="https://kau.edu.sa/Content-0-AR-285332"> </a> <div class="card" style="width: 25rem;"> <a href="https://dsa-scholarships.kau.edu.sa/Pages-267119.aspx"> <img src="https://dsa-scholarships.kau.edu.sa/Images/211995/web2023/page1-img7.jpg" class="card-img-top" alt="..." /> </a> <div class="card-body"> <p class="ctext-center">亘乇丕賲噩賳丕</p> </div> </div> </div> </div> </div> </div> <div class="row box-one"> <div class="row"> <div class="col-sm-6"> <div class="row"> <div class="col-sm-5"> <img alt="" src="https://dsa-scholarships.kau.edu.sa/Images/211995/web2023/img.jpg" class="img-fluid" /> </div> <div class="col-sm-7"> <h4 style="text-align: right;">賱賲丕匕丕 鬲禺鬲丕乇 噩丕賲毓丞 丕賱賲賱賰 毓亘丿丕賱毓夭賷夭</h4> <p>鬲丨賲賱 噩丕賲毓丞 丕賱賲賱賰 毓亘丿 丕賱毓夭賷夭 丕爻賲 賲丐爻爻 丕賱賲賲賱賰丞 丕賱毓乇亘賷丞 丕賱爻毓賵丿賷丞 丕賱賲賱賰 毓亘丿 丕賱毓夭賷夭 , 胤賷亘 丕賱賱賴 孬乇丕賴 , 賵賰丕賳 鬲兀爻賷爻 賴匕賴 丕賱噩丕賲毓丞 賮賷 毓丕賲 1387賴賭 / 1967賲 亘氐賮鬲賴丕 噩丕賲毓丞 兀賴賱賷丞 , 賴丿賮賴丕 賳卮乇 丕賱鬲毓賱賷賲 丕賱毓丕賱賷 賮賷 丕賱賲賳胤賯丞 丕賱睾乇亘賷丞 賲賳 丕賱賲賲賱賰丞 丕賱毓乇亘賷丞 丕賱爻毓賵丿賷丞 </p> <ul> <li>丕賱鬲氐賳賷賮 丕賱毓丕賱賲賷</li> <li>丕賱賲賵賯毓 丕賱廿爻鬲乇丕鬲賷噩賷</li> <li>鬲毓丿丿 丕賱孬賯丕賮丞</li> </ul> <a href="https://dsa-scholarships.kau.edu.sa/Pages-267216.aspx" target="_blank" class="button">賱賱賲夭賷丿</a> </div> </div> </div> <div class="col-sm-6"> <video style="width:100%;" autoplay="autoplay" loop="loop" muted="muted"> <source src="https://bmajed.com/KAU_2.mp4" type="video/ogg"></source> <source src="https://bmajed.com/KAU_2.mp4" type="video/mp4"></source> <source src="https://bmajed.com/KAU_2.mp4" type="video/webm"></source> </video> </div> </div> </div> <br /> <!-- The slideshow/carousel --> <div class="container tab-pane fade_away section_tow"> <div class="row"> <div class="title"> <h2>胤賱丕亘賳丕 丕賱丿賵賱賷賵賳</h2> <hr /> </div> <br /> <div class="col-sm-4"> <div class="box"> <img alt="" src="https://dsa-scholarships.kau.edu.sa/Images/211995/web2023/photo_01.jpg" class="img-fluid" /> <div> <h2>丕賱賮毓丕賱賷丕鬲 丕賱丕賰丕丿賷賲賷丞</h2> <p>丕賱亘乇丕賲噩 丕賱兀賰丕丿賷賲賷丞 賴賷 毓賲賱賷丞 賲賴賳賷丞 賵鬲乇亘賵賷丞 鬲賯丿賲 賱賱胤賱亘賭丞 丕賱丿丕乇爻賷賳 賮賷 丕賱噩丕賲毓丞. 賵鬲賵賱賷 丕賱噩丕賲毓丞 兀賴賲賷丞 賰亘賷乇丞 賱賴匕賴 丕賱亘乇丕賲噩. 賵賷賲孬賱 賵賴賷 賲賳 兀賴賲 賵爻丕卅賱 賲爻丕毓丿丞 丕賱胤丕賱亘 賱賱丕賳丿賲丕噩 賮賷 丕賱亘賷卅丞 丕賱噩丕賲毓賷丞</p> <ul> <li><a href="https://dsa-scholarships.kau.edu.sa/Pages-267446.aspx" target="_blank">賱賱賲夭賷丿</a></li> </ul> </div> </div> </div> <div class="col-sm-4"> <div class="box"> <img alt="" src="https://dsa-scholarships.kau.edu.sa/Images/211995/web2023/photo_02.jpg" class="img-fluid" /> <div> <h2>丕賱賮毓丕賱賷丕鬲 丕賱孬賯丕賮賷丞</h2> <p>鬲丨乇氐 丕賱噩丕賲毓丞 毓賱賶 賲卮丕乇賰丞 胤賱丕亘賴丕 賮賷 丕賱兀賳卮胤丞 賵丕賱賮毓丕賱賷丕鬲 賵丕賱賲賱鬲賯賷丕鬲 丕賱毓賱賲賷丞 賵丕賱孬賯丕賮賷丞 賱賲丕 賮賷 匕賱賰 賲賳 賮乇氐 賱鬲賵爻賷毓 丌賮丕賯賴賲 賵鬲賳賲賷丞 賯丿乇丕鬲賴賲 賵乇毓丕賷丞 賲賵丕賴亘賴賲 賵賲賷賵賱賴賲. 賵鬲卮賲賱 賴匕賴 丕賱賮毓丕賱賷丕鬲: 賱賯丕亍丕鬲 丕賱鬲毓丕乇賮</p> <ul> <li><a href="https://dsa-scholarships.kau.edu.sa/Pages-267469.aspx" target="_blank">賱賱賲夭賷丿</a></li> </ul> </div> </div> </div> <div class="col-sm-4"> <div class="box"> <img alt="" src="https://dsa-scholarships.kau.edu.sa/Images/211995/web2023/photo_03.jpg" class="img-fluid" /> <div> <h2>丕賱賮毓丕賱賷丕鬲 丕賱乇賷丕囟賷丞</h2> <p>鬲賵賱賷 丕賱噩丕賲毓丞 丕賴鬲賲丕賲丕 賰亘賷乇丕 賱賱兀賳卮胤丞 丕賱乇賷丕囟賷丞 賵鬲囟毓賴丕 囟賲賳 禺胤丞 丕賱賳卮丕胤 丕賱胤賱丕亘賷 賮賷 丕賱噩丕賲毓丞貙 丨賷孬 鬲卮鬲賲賱 毓賱賶 賲禺鬲賱賮 丕賱兀賱毓丕亘 丕賱乇賷丕囟賷丞貙 賵亘賲丕 賷丐賴賱 賱賱賲卮丕乇賰丞 賮賷 丕賱賲賳丕賮爻丕鬲 丕賱鬲賷 賷賳馗賲賴丕 丕賱丕鬲丨丕丿 丕賱乇賷丕囟賷 賱賱噩丕賲毓丕鬲 丕賱爻毓賵丿賷丞.</p> <ul> <li><a href="https://dsa-scholarships.kau.edu.sa/Pages-267470.aspx" target="_blank">賱賱賲夭賷丿</a></li> </ul> </div> </div> </div> </div> </div> </div> <section class="statistics"> <div class="container-fluid"> <br /> <div class="title"> <h2>丕丨氐丕卅賷丕鬲 賵丕乇賯丕賲</h2> <hr /> </div> <br /> <section class="box_tow_b_bag"> <div class="container mb-5 pt-5 pb-5"> <div class="row text-center"> </div> <div class="row"> <div class="row mt-5"> <div class="col-sm-3"> <div class="box_tow_b"> <div>187</div> <hr /> <span>丿賰鬲賵乇丕丞</span> </div> </div> <div class="col-sm-3"> <div class="box_tow_b"> <div>236</div> <hr /> <span>賲丕噩爻鬲賷乇</span> </div> </div> <div class="col-sm-3"> <div class="box_tow_b"> <div>735</div> <hr /> <span>亘賰丕賱賵乇賷賵爻</span> </div> </div> <div class="col-sm-3"> <div class="box_tow_b"> <div>228</div> <hr /> <span>丿亘賱賵賲 賱睾丞 毓乇亘賷丞</span> </div> </div> </div> </div> <div class="row"> <div class="row mt-5"> <div class="col-sm-6"> <div class="box_tow_b"> <div>33</div> <hr /> <span>丕賱禺乇賷噩賷賳</span> </div> </div> <div class="col-sm-6"> <div class="box_tow_b"> <div>1386</div> <hr /> <span>賲爻鬲賲乇賷賳 賮賷 丕賱丿乇丕爻丞</span> </div> </div> </div> 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