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clear: none; font-size: 20px; border-radius: 42px; } ul.contacts > li a { line-height: 40px; border-radius: 40px; width: 40px; height: 40px; } ul.contacts > li a:hover { color: #1f7b58; } .contactsinfo { color: #355c7d; text-align: left; margin-left: 60px; } .forum-color { color: #73b79d; } .fundation-color { color: #ff9c00; } /*banner-------------------------------------*/ .title-banner { position: absolute; top: 70%; right: 20px; padding: 0 10px; line-height: 75px; color: #fff; font-family: 'Droid Arabic Kufi', serif; font-weight: bold; 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); transition: all 0.3s ease-in-out; } .sec-shadow:hover { box-shadow: 0 1px 10px rgba(0, 0, 0, 0.25); transition: all 0.3s ease-in-out; } .border-red { border: 2px solid; width: 86%; margin-left: auto; margin-right: auto; border-color: rgba(255, 111, 111, 1); } .border-gray { border: 2px solid; width: 86%; margin-left: auto; margin-right: auto; border-color: rgb(232, 232, 232); } .border-green { border: 2px solid; width: 86%; margin-left: auto; margin-right: auto; border-color: rgba(181, 213, 106, 1); } .border-blue { border: 2px solid; width: 86%; margin-left: auto; margin-right: auto; border-color: rgba(72, 134, 255, 1); } .sec-border { border-bottom: #474840 solid 2px; width: 80px; margin: -20px 15px -5px; } .logos-border { padding: 10px 10px 10px 0; border: 3px solid #e9e9e9; margin: 0; } .border-right { border-right: 1px solid #e1e1e1; display: inline-block; } .auto { margin-left: auto; margin-right: auto; } .fotter-eco { margin: 0; text-align: center; } .copy-eco { color: #999999; 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"> <!-- Indicators --> <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> <!-- Wrapper for slides --> <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> <!-- Left and right controls --> </div> <div class="carousel slide mob-xs" id="myCarousel" data-ride="carousel"> <!-- Indicators --> <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> <!-- Wrapper for slides --> <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> <!-- Left and right controls --> </div> <div class="clear30">&nbsp;</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">&nbsp;</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 class="sec-title">丕賱丕爻鬲卮丕乇丕鬲 丕賱賴賳丿爻賷丞</h4> <p class="p-sec"> </p> <hr class="border-gray" /> </div> </div> <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/icon02.png" /> <br /> <h4 class="sec-title">丕賱丿賵乇丕鬲 丕賱鬲丿乇賷亘賷丞</h4> <p class="p-sec"> </p> <hr class="border-gray" /> </div> </div> <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/icon03.png" /> <br /> <h4 class="sec-title">丕賱賲胤亘賵毓丕鬲</h4> <p class="p-sec"> </p> <hr class="border-gray" /> </div> </div> </div> <hr class="border-gray" /> <div style="background-color: #f4f4f4;"> <div class="col-md-2"> <br /> <img alt="" class="img-responsive" src="https://creps.kau.edu.sa/Images/346/web/dean.jpg" /> </div> <div class="col-md-10"> <h2 class="dean-title">賰賱賲丞 賲丿賷乇 丕賱賲乇賰夭</h2> <div class="dean-border">&nbsp;</div> <p class="p-eco"> 兀氐亘丨鬲 兀賳馗賲丞 丕賱胤丕賯丞 丕賱賰賴乇亘丕卅賷丞 兀賰孬乇 丕賳鬲卮丕乇賸丕 賵鬲毓賯賷丿賸丕 毓賱賶 賳丨賵 賲鬲夭丕賷丿. 鬲賲 鬲氐賲賷賲 兀賳馗賲丞 丕賱胤丕賯丞 丕賱賰賴乇亘丕卅賷丞 賮賷 丕賱爻丕亘賯 賱鬲賵賱賷丿 賵賳賯賱 賵鬲賵夭賷毓 丕賱胤丕賯丞 丕賱賰賴乇亘丕卅賷丞 賲賳 賵丨丿丕鬲 丕賱鬲賵賱賷丿 丕賱賲乇賰夭賷丞 廿賱賶 丕賱賲卮鬲乇賰賷賳 賲賳 禺賱丕賱 卮亘賰丕鬲 丕賱賳賯賱 賵丕賱鬲賵夭賷毓 丕賱賵丕爻毓丞 丕賱丕賳鬲卮丕乇. 賵賲毓 匕賱賰 貙 賵亘爻亘亘 丕賱夭賷丕丿丞 丕賱毓丕賱賷丞 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 賵丕賱鬲丨丿賷丕鬲 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 賵夭賷丕丿丞 兀爻毓丕乇 丕賱賳賮胤 賵丕賱鬲睾賷乇 丕賱賲賳丕禺賷 貙 兀氐亘丨鬲 賲氐丕丿乇 丕賱胤丕賯丞 丕賱賲鬲噩丿丿丞 鬲爻鬲禺丿賲 亘卮賰賱 賲鬲夭丕賷丿 賮賷 鬲賵賱賷丿 丕賱胤丕賯丞 丕賱賰賴乇亘丕卅賷丞. 賰賲丕 兀賳 夭賷丕丿丞 丕賱丿毓賲 丕賱丨賰賵賲賷 賵丕賱噩賴賵丿 丕賱賲亘匕賵賱丞 賱賱丨丿 賲賳 丕賳亘毓丕孬丕鬲 丕賱睾丕夭 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. 亘丕賱廿囟丕賮丞 廿賱賶 匕賱賰 貙 丕夭丿丕丿 丕賱丕賴鬲賲丕賲 亘賲噩丕賱 兀賳馗賲丞 丕賱胤丕賯丞. 賵鬲鬲賲孬賱 丕賱毓賵丕賲賱 丕賱丿丕賮毓丞 賱賲孬賱 賴匕丕 丕賱丕賴鬲賲丕賲 廿賱賶 丕賳禺賮丕囟 賯丿乇丞 禺胤賵胤 丕賱賳賯賱 貙 賵丕賱賯賷賵丿 丕賱丨乇丕乇賷丞 賵丕賱鬲卮睾賷賱賷丞 貙 賵兀賲賳 兀賳馗賲丞 丕賱鬲賵賱賷丿貙 亘丕賱廿囟丕賮丞 廿賱賶 丕賱賲亘丕丿乇丕鬲 丕賱賵胤賳賷丞 賵丕賱丨丕噩丞 廿賱賶 鬲丨爻賷賳 噩賵丿丞 丕賱胤丕賯丞 丕賱賰賴乇亘丕卅賷丞. ...<a href="https://creps.kau.edu.sa/Pages-Director-ar.aspx"><b>賱賱賲夭賷丿</b></a> <br /> </p> <p style="text-align: center; font-family: 'Droid Sans Arabic'; font-size: 16px; float: left;"> <b>兀. 丿/毓亘丿 丕賱賱賴 亘賳 賲丨賲丿 毓賲乇 兀亘賵氐乇賴</b> <br /> 賲丿賷乇 賲乇賰夭 丕賱鬲賲賷夭 丕賱亘丨孬賷 賮賷 丕賱胤丕賯丞 丕賱賲鬲噩丿丿丞 賵賳馗賲 丕賱賯賵賶 </p> <p>&nbsp;</p> 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