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src="https://ap.kau.edu.sa/Images/137/Asim/icon.png" width="30" style="margin-top: 2px;"></div> <h3 style="color: white;font-weight: bold; font-size: 22px; display: inline;" >毓賳 丕賱賰賱賷丞</h3> --> <br /> <span></span> </div> <p class="text-justify" style="padding-right:25px; ; padding-left: 30px;" id="text">賰賱賷丞 丕賱毓賲丕乇丞 賵丕賱鬲禺胤賷胤 鬲毓賳賶 亘鬲丿乇賷爻 丕賱毓賱賵賲 丕賱毓賲乇丕賳賷丞 丕賱鬲禺胤賷胤賷丞 賵丕賱鬲氐賲賷賲賷丞 亘賰丕賮丞 丕賱賲賯丕賷賷爻. 鬲丨賵賷 丕賱賰賱賷丞 兀乇亘毓丞 兀賯爻丕賲 賵賴賷 : 丕賱毓賲丕乇丞貙 賵毓賲丕乇丞 丕賱亘賷卅丞貙 賵丕賱鬲禺胤賷胤 丕賱丨囟乇賷 賵丕賱廿賯賱賷賲賷貙 賵丕賱噩賷賵賲丕鬲賰爻貙 賵鬲賲賳丨 丕賱賰賱賷丞 丿乇噩丞 丕賱亘賰丕賱賵乇賷賵爻 賮賷 鬲禺氐氐丕鬲賴丕 丕賱兀乇亘毓. 廿囟丕賮丞 廿賱賶 匕賱賰貙 鬲賲賳丨 丿乇噩丞 丕賱賲丕噩爻鬲賷乇 賮賷 鬲禺氐氐賷賳 賮賷 賯爻賲 丕賱鬲禺胤賷胤 丕賱丨囟乇賷 賵丕賱丕賯賱賷賲賷 賵賯爻賲 丕賱毓賲丕乇丞貙 賵丿乇噩丞 丕賱丿賰鬲賵乇丕賴 賮賷 賯爻賲 丕賱鬲禺胤賷胤 丕賱丨囟乇賷 賵丕賱丕賯賱賷賲賷貙 賵丕賱毓賲賱 噩丕乇 丨丕賱賷丕 毓賱賶 鬲兀爻賷爻 亘乇丕賲噩 賲丕噩爻鬲賷乇 賮賷 丕賱兀賯爻丕賲 丕賱兀禺乇賶. 賲丿丞 丕賱丿乇丕爻丞 賮賷 亘乇丕賲噩 丕賱亘賰丕賱賵乇賷賵爻 禺賲爻 爻賳賵丕鬲 賷丿乇爻 賮賷賴丕 丕賱胤丕賱亘 賲賵丕丿 賳馗乇賷丞 賵毓賲賱賷丞 鬲賵丕賰亘 兀丨丿孬 丕賱鬲賵噩賴丕鬲 丕賱鬲禺氐氐賷丞 毓丕賱賲賷丕貙 賵鬲賱亘賷 賲鬲胤賱亘丕鬲 爻賵賯 丕賱毓賲賱 賲丨賱賷丕 賵廿賯賱賷賲賷丕</p> <!-- <div style="float: right;" dir="rtl"> <h2 class="" style="text-align: center;">毓賳 丕賱賰賱賷丞</h2> <p class="text-justify" style="text-align: justify; font-size: 25px;">賰賱賷丞 丕賱毓賲丕乇丞 賵丕賱鬲禺胤賷胤 鬲毓賳賶 亘鬲丿乇賷爻 丕賱毓賱賵賲 丕賱毓賲乇丕賳賷丞 丕賱鬲禺胤賷胤賷丞 賵丕賱鬲氐賲賷賲賷丞 亘賰丕賮丞 丕賱賲賯丕賷賷爻. 鬲丨賵賷 丕賱賰賱賷丞 兀乇亘毓丞 兀賯爻丕賲 賵賴賷 : 丕賱毓賲丕乇丞貙 賵毓賲丕乇丞 丕賱亘賷卅丞貙 賵丕賱鬲禺胤賷胤 丕賱丨囟乇賷 賵丕賱廿賯賱賷賲賷貙 賵丕賱噩賷賵賲丕鬲賰爻貙 賵鬲賲賳丨 丕賱賰賱賷丞 丿乇噩丞 丕賱亘賰丕賱賵乇賷賵爻 賮賷 鬲禺氐氐丕鬲賴丕 丕賱兀乇亘毓. 廿囟丕賮丞 廿賱賶 匕賱賰貙 鬲賲賳丨 丿乇噩丞 丕賱賲丕噩爻鬲賷乇 賮賷 鬲禺氐氐賷賳 賮賷 賯爻賲 丕賱鬲禺胤賷胤 丕賱丨囟乇賷 賵丕賱丕賯賱賷賲賷 賵賯爻賲 丕賱毓賲丕乇丞貙 賵丿乇噩丞 丕賱丿賰鬲賵乇丕賴 賮賷 賯爻賲 丕賱鬲禺胤賷胤 丕賱丨囟乇賷 賵丕賱丕賯賱賷賲賷貙 賵丕賱毓賲賱 噩丕乇 丨丕賱賷丕 毓賱賶 鬲兀爻賷爻 亘乇丕賲噩 賲丕噩爻鬲賷乇 賮賷 丕賱兀賯爻丕賲 丕賱兀禺乇賶. 賲丿丞 丕賱丿乇丕爻丞 賮賷 亘乇丕賲噩 丕賱亘賰丕賱賵乇賷賵爻 禺賲爻 爻賳賵丕鬲 賷丿乇爻 賮賷賴丕 丕賱胤丕賱亘 賲賵丕丿 賳馗乇賷丞 賵毓賲賱賷丞 鬲賵丕賰亘 兀丨丿孬 丕賱鬲賵噩賴丕鬲 丕賱鬲禺氐氐賷丞 毓丕賱賲賷丕貙 賵鬲賱亘賷 賲鬲胤賱亘丕鬲 爻賵賯 丕賱毓賲賱 賲丨賱賷丕 賵廿賯賱賷賲賷丕 </p> </div> --> </div> </div> <div class="col-sm-8"> <div id="demo" class="carousel slide" data-bs-ride="carousel" style="padding-top: 20px; width: 98%;"> <!-- Indicators/dots --> <div class="carousel-indicators"> <button type="button" data-bs-target="#demo" data-bs-slide-to="0" class="active"></button> <button type="button" 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