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" 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text-align: right; max-width: 91%; background: rgba(0, 0, 0, 0.7); } .banner-bg { box-shadow: 0 2px 4px 0 rgba(0,0,0,0.10); padding: 5px; } .carousel { top: -25px; } .carousel-indicators { bottom: -48px; } .carousel-indicators li { background-color: transparent; border: 1px solid #474840; } .carousel-indicators .active { background-color: #474840; } .dean-bg { background: url(https://fea.kau.edu.sa/Images/120/website_new/dean-bg.jpg)no-repeat center top; margin-top: -15px; min-height: 385px; } .blue-bg { margin-top: -15px; min-height: 450px; padding: 40px 20px 15px; } .dean-title { font-family: 'Droid Arabic Kufi', serif; color: #009bd6; font-size: 1.4em; margin-top: 20px; font-size: x-large; } .dean-border { border-bottom: #999999 solid 2px; width: 80px; margin: -15px 0 -5px; } .dean-arrow { color: #ffffff; margin: -28px 0 0 225px; float: left; } .body-bg { background-color: #f2f2f3; margin: 0; border-top: 5px solid #e1e1e1; } .sec-shadow { box-shadow: 0 0 3px rgba(0, 0, 0, 0.13); 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font-size: 1.1em; font-family: 'Droid Arabic Kufi', serif; text-align: center; margin: 0 15px; display: inline-block; } .footer-link { color: #999999; font-size: 1.1em; font-family: 'Droid Arabic Kufi', serif; text-decoration: none; text-align: center; margin: 0 15px; } .footer-link:hover { color: #999999; font-size: 1.1em; font-family: 'Droid Arabic Kufi', serif; text-decoration: underline; text-align: center; margin: 0 15px; } .activity-link { color: #ffbb00; text-decoration: underline; font-weight: bold; font-size: 1.1em; } .activity-link:hover { color: white; text-decoration: none; } .activity-arrow { color: white; margin-right: 5px; } .adv-bg { padding-right: 40px; } .marg-academic { margin-bottom: 0; } .img-academic { margin: 0; } .mob-copyright { display: inline-block; } .marg-bot { margin-bottom: 15px; } .auto-mob { margin-left: auto; margin-right: 1; } /*------------------------------------------------------*/ .dropbtn-eco { background-color: #4a7bf4; color: white; padding: 16px; font-size: 16px; border: none; } .dropbtn-eco2 { background-color: #474840; color: white; padding: 16px; font-size: 16px; border: none; } .dropdown-eco { position: relative; display: inline-block; } .dropdown-eco2 { position: relative; display: inline-block; } .dropdown-content-eco { display: none; position: absolute; background-color: rgba(74, 123, 244, 0.7); width: 1060px; margin-right: 7px; z-index: 0; } .dropdown-content-eco2 { display: none; position: absolute; background-color: rgba(74, 123, 244, 0.7); width: 1060px; margin-right: -193px; z-index: 0; } .dropdown-content-eco a { color: white; padding: 12px 16px; text-decoration: none; display: block; } .dropdown-content-eco2 a { color: white; padding: 12px 16px; text-decoration: none; display: block; } .dropdown-content-eco a:hover { background-color: rgba(74, 123, 244, 0.2); } .dropdown-content-eco2 a:hover { background-color: rgba(74, 123, 244, 0.2); } .dropdown-eco:hover .dropdown-content-eco { display: block; } .dropdown-eco2:hover .dropdown-content-eco2 { display: block; } .dropdown-eco:hover .dropbtn-eco { background-color: #3e8e41; } .dropdown-eco2:hover .dropbtn-eco2 { background-color: #3e8e41; } .center { margin-left: auto; margin-right: auto; color: #fff; text-align: center; } .top-space { margin: 50px 0; } .top-space2 { margin: 40px 0; } .div-submenu { border-bottom: 1px solid rgba(255, 255, 255, .1); } /*--------------------------------------------*/ @media (max-width:480px) { .col-xs-100; { width: 100%; margin-bottom: 5px; text-align: center; } .contactsinfo { color: #355c7d; text-align: right; margin-right: 20px; } ul.contacts > li { background-color: #fff; margin-right: 30px; margin-left: -15px; float: right; } } @media (max-width:767px) { .navigation-tab { display: none; } .body-bg { border-top: none !important; } .socialmedia { margin-left: auto; margin-right: auto; text-align: center; background-color: #eceeef; padding: 5px 0; line-height: 1; margin-bottom: 5px; border-bottom: 1px solid #ffffff; } ul.social-media { float: initial; text-align: inherit; margin: 0; } ul.social-media > li { width: 30px; height: 30px; margin-top: 0; } .mob-lg { display: none; } .mob-copyright { display: none; } .mob-xs { display: block; } .carousel { top: 5px; } .banner-bg { box-shadow: none; padding: 0; } .carousel-indicators { bottom: -40px; } .dean-bg { background: none; margin-top: -30px; min-height: inherit; background-color: #4a7bf4; margin-left: 0; margin-right: 0; } .p-eco { padding-left: 0; color: #000000; } .title-eco { margin: initial; color: #fff; } .dean-arrow { margin: -30px 20px; } .bg-gray { padding: 30px 5px; margin-left: auto; margin-right: auto; max-width: 450px; } .blue-bg { background: none; padding: 40px 5px 15px; background-color: #e1e1e1; margin: 0; } .mob-pading { padding: 5px; } .adv-bg { padding-right: 15px; background-color: white; margin: 30px -5px -15px; padding: 20px; } .black { color: black; } .flexcroll { margin-top: -20px; } .marg-academic { padding-bottom: 10px; margin-bottom: 10px; } .img-academic { margin: 14px 0; } .auto-mob { margin-left: auto; margin-right: auto; } } @media (min-width:768px) { .mob-xs { display: none; } .mob-lg { display: block; } } .container { position: relative; font-family: Arial; } .text-block { position: absolute; bottom: 50px; right: 25px; background-color: black; color: white; padding-left: 20px; padding-right: 20px; } .body { font-family: 'Droid Sans Arabic'; } </style> </head> <body class="container-fluid" style="background: url('https://elearning.kau.edu.sa/App_Themes/KAU_MAIN4_AR/img/bag6.jpg') fixed; text-align: right; font-family: 'Droid Sans Arabic'; direction: rtl; -ms-zoom: 100%;"> <br /> <div class="carousel slide mob-lg" id="myCarousel" data-ride="carousel">  <ol class="carousel-indicators"> <li class="active" data-target="#myCarousel" data-slide-to="0"></li> <li data-target="#myCarousel" data-slide-to="1"></li> <li data-target="#myCarousel" data-slide-to="2"></li> </ol>  <div class="banner-bg"> <div class="carousel-inner" role="listbox"> <div class="item active"> <img alt="" src="https://creps.kau.edu.sa/Images/346/web/banner01.jpg" /> </div> <div class="item"> <img alt="" src="https://creps.kau.edu.sa/Images/346/web/banner02.jpg" /> </div> <div class="item"> <img alt="" src="https://creps.kau.edu.sa/Images/346/web/banner03.jpg" /> </div> </div> </div>  </div> <div class="carousel slide mob-xs" id="myCarousel" data-ride="carousel">  <ol class="carousel-indicators"> <li class="active" data-target="#myCarousel" data-slide-to="0"></li> <li data-target="#myCarousel" data-slide-to="1"></li> <li data-target="#myCarousel" data-slide-to="2"></li> </ol>  <div class="banner-bg"> <div class="carousel-inner" role="listbox"> <div class="item active"> <img alt="" src="https://creps.kau.edu.sa/Images/346/web/banner01.jpg" /> </div> <div class="item"> <img alt="" src="https://creps.kau.edu.sa/Images/346/web/banner02.jpg" /> </div> <div class="item"> <img alt="" src="https://creps.kau.edu.sa/Images/346/web/banner03.jpg" /> </div> </div> </div>  </div> <div class="clear30"> </div> <br /> <br /> <div class="container-fluid" style="background-color: #f4f4f4;"> <div> <div class="col-md-6"> <p class="dean-title">毓賳丕賱賲乇賰夭</p> <div class="dean-border"> </div> <p class="p-eco"> 鬲賲賱賰丕賱賲賲賱賰丞丕賱毓乇亘賷丞丕賱爻毓賵丿賷丞賵丕丨丿丞賲賳兀賰亘乇卮亘賰丕鬲丕賱胤丕賯丞丕賱賰賴乇亘丕卅賷丞賮賷丕賱毓丕賱賲. 丨賷孬賷亘賱睾廿噩賲丕賱賷丕賱胤丕賯丞丕賱廿賳鬲丕噩賷丞丕賱賲鬲賵賮乇丞丨賵丕賱賷 74.3 噩賷噩丕賵丕鬲亘賲毓丿賱賳賲賵爻賳賵賷賯丿乇賴 6.7侏禺賱丕賱丕賱禺賲爻丕賱爻賳賵丕鬲丕賱賲丕囟賷丞賵賮賯丕賱賱鬲賯乇賷乇丕賱爻賳賵賷賱賱卮乇賰丞丕賱爻毓賵丿賷丞丕賱賰賴乇亘丕亍賱毓丕賲 2016. 賷鬲賲鬲夭賵賷丿丕賱賲卮鬲乇賰賷賳亘丕賱禺丿賲丞丕賱賰賴乇亘丕卅賷丞廿賱賶兀賰孬乇賲賳 8.6 賲賱賷賵賳毓賲賷賱賲賳禺賱丕賱卮亘賰丕鬲賳賯賱胤賵賱賴丕 5161 賰賲丿丕卅乇賷賵卮亘賰丕鬲鬲賵夭賷毓亘胤賵賱 70300 賰賲丿丕卅乇賷. 亘丨賱賵賱毓丕賲 2021貙賷賳亘睾賷乇賮毓廿噩賲丕賱賷丕賱賯丿乇丕鬲丕賱賲鬲賵賮乇丞賮賷丕賱賲賲賱賰丞廿賱賶 91 賲賷噩丕賵丕鬲貙賵賲賳丕賱賲鬲賵賯毓兀賳賷氐賱廿噩賲丕賱賷丕賱賲卮鬲乇賰賷賳廿賱賶 108 賲賱賷賵賳賲卮鬲乇賰 . 亘丕賱廿囟丕賮丞廿賱賶丕賱夭賷丕丿丞丕賱賲囟胤乇丿丞賮賷丕賱胤賱亘毓賱賶丕賱胤丕賯丞丕賱賰賴乇亘丕卅賷丞貙賴賳丕賰毓賵丕賲賱兀禺乇賶賲孬賱丕賱鬲丨丿賷丕鬲丕賱亘賷卅賷丞丕賱鬲賷賷賵丕噩賴賴丕丕賱毓丕賱賲貙夭賷丕丿丞兀爻毓丕乇丕賱賳賮胤貙賲禺丕賵賮丕賱鬲睾賷乇丕賱賲賳丕禺賷兀丿鬲廿賱賶夭賷丕丿丞丕爻鬲禺丿丕賲賲氐丕丿乇丕賱胤丕賯丞丕賱賲鬲噩丿丿丞賮賷鬲賵賱賷丿丕賱胤丕賯丞丕賱賰賴乇亘丕卅賷丞. ...<a href="https://creps.kau.edu.sa/Pages-intro-ar.aspx"><b>賱賱賲夭賷丿</b></a> </p> </div> <div class="col-md-6"> <img style="width: 100%;" alt="丕賱乇丐賷丞" src="https://creps.kau.edu.sa/Images/346/web/img.jpg" /> <div class="text-block" style="font-family: 'Droid Sans Arabic';"> <h3>丕賱乇丐賷丞</h3> <p style="font-size: large;">廿賳卮丕亍賲乇賰夭鬲賲賷夭亘丨孬賷賮賷賲噩丕賱丕賱胤丕賯丞丕賱賲鬲噩丿丿丞賵賳馗賲丕賱胤丕賯丞丕賱賰賴乇亘丕卅賷丞賰賲噩鬲賲毓兀亘丨丕孬賵胤賳賷賵廿賯賱賷賲賷賵丿賵賱賷毓丕賱賷丕賱噩賵丿丞.</p> <h3>丕賱乇爻丕賱丞</h3> <p style="font-size: large;"> 鬲胤賵賷乇鬲賯賳賷丕鬲賲亘鬲賰乇丞賱囟賲丕賳鬲賵賮賷乇賲爻鬲丿丕賲賱賱胤丕賯丞賲賳禺賱丕賱丿毓賲亘乇丕賲噩丕賱兀亘丨丕孬賮賷賲噩丕賱丕賱胤丕賯丞丕賱賲鬲噩丿丿丞賵賳馗賲丕賱賯賵賶丕賱賰賴乇亘丕卅賷丞賮賷噩丕賲毓丞丕賱賲賱賰毓亘丿丕賱毓夭賷夭賱廿賷噩丕丿丨賱賵賱賮賳賷丞賵廿噩乇丕卅賷丞鬲賮賷亘丕丨鬲賷丕噩丕鬲丕賱亘賱丕丿丕賱賲爻鬲賯亘賱賷丞賲賳丕賱胤丕賯丞. </p> </div> </div> </div> </div> <hr class="border-gray" /> <br /> <h2 style="color: #009bd6; font-family: 'Droid Sans Arabic';">禺丿賲丕鬲賳丕</h2> <div class="row bg-gray"> <div class="col-md-4 mrg-bot"> <div class="sec-shadow"> <img alt="" class="img-responsive" src="https://creps.kau.edu.sa/Images/346/web/icon01.png" /> <br /> <h4 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