{"id":1902,"date":"2023-04-14T09:36:55","date_gmt":"2023-04-14T09:36:55","guid":{"rendered":"https:\/\/welcometogelisim.org\/burs-imkanlari\/"},"modified":"2024-10-07T11:50:29","modified_gmt":"2024-10-07T11:50:29","slug":"scholarship-opportunities","status":"publish","type":"page","link":"https:\/\/welcometogelisim.org\/en\/scholarship-opportunities\/","title":{"rendered":"Scholarship Opportunities"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"1902\" class=\"elementor elementor-1902 elementor-314\" data-elementor-settings=\"{&quot;ha_cmc_init_switcher&quot;:&quot;no&quot;}\" data-elementor-post-type=\"page\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-759664b elementor-section-height-min-height elementor-section-boxed elementor-section-height-default elementor-section-items-middle\" data-id=\"759664b\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t\t<div class=\"elementor-background-overlay\"><\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-a3ed356\" data-id=\"a3ed356\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-b872a8d elementor-widget elementor-widget-ha-page-title happy-addon ha-page-title\" data-id=\"b872a8d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"ha-page-title.default\">\n\t\t\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"ha-page-title elementor-size-default\">Scholarship Opportunities<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-cf1267a elementor-widget elementor-widget-ha-breadcrumbs happy-addon ha-breadcrumbs happy-addon-pro\" data-id=\"cf1267a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"ha-breadcrumbs.default\">\n\t\t\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<ul class=\"ha-breadcrumbs\"><li class=\"ha-breadcrumbs-item ha-breadcrumbs-start\"><a href=\"https:\/\/welcometogelisim.org\/en\/\" rel=\"home\"><span class=\"ha-breadcrumbs-text\"><span class=\"ha-breadcrumbs-home-icon\"><span class=\"fas fa-home\" aria-hidden=\"true\"><\/span><\/span>Home Page<\/span><\/a><\/li><\/ul>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-056948e elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"056948e\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-4e32c49\" data-id=\"4e32c49\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-27dd658 elementor-section-full_width elementor-section-height-default elementor-section-height-default\" data-id=\"27dd658\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-db6be55\" data-id=\"db6be55\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-c0e453a ha-infobox-media-dir-top elementor-widget elementor-widget-ha-infobox happy-addon ha-infobox\" data-id=\"c0e453a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"ha-infobox.default\">\n\t\t\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\n\t\t\t\t\t<figure class=\"ha-infobox-figure ha-infobox-figure--icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" id=\"katman_1\" data-name=\"katman 1\" viewBox=\"0 0 100 100\"><path d=\"m50.04,34.25c-2.41.02-4.64-.79-6.91-1.43-12.28-3.49-24.55-7-36.82-10.5-2.47-.71-3.99-2.57-4-4.87,0-2.28,1.51-4.15,4.01-4.86,13.07-3.73,26.16-7.43,39.22-11.2,3.18-.92,6.26-.79,9.41.12,12.77,3.68,25.57,7.3,38.35,10.94,2.78.79,4.29,2.35,4.38,4.76.04,1.22-.21,2.44-.36,3.66-.71,5.84-1.42,11.67-2.14,17.51-.03.26-.06.53-.11.79-.24,1.29-.21,2.36.77,3.54,2,2.41,1.45,5.96-.95,8.08-2.34,2.06-5.99,1.97-8.27-.21-2.26-2.16-2.55-5.71-.55-8.14.63-.77.82-1.43.69-2.42-.62-4.64-1.13-9.3-1.69-13.95-.14-1.18-.2-1.21-1.37-.88-9.75,2.78-19.5,5.55-29.25,8.33-1.44.41-2.9.71-4.41.73Zm-.08-2.66c1.4.07,2.69-.21,3.98-.57,9.97-2.84,19.95-5.67,29.92-8.51,3.1-.88,6.2-1.76,9.29-2.68,1.48-.44,2.1-1.38,1.93-2.73-.15-1.19-.96-1.76-2.03-2.06-2.33-.67-4.67-1.33-7-2-10.77-3.07-21.55-6.13-32.31-9.21-2.53-.73-5.02-.69-7.56.04-11.98,3.44-23.97,6.83-35.96,10.24-1.28.36-2.56.71-3.82,1.15-.97.34-1.47,1.1-1.48,2.15-.02,1.09.49,1.85,1.48,2.26.49.2,1,.35,1.52.49,12.53,3.56,25.06,7.12,37.59,10.69,1.47.42,2.94.86,4.44.75Zm44.52-8.64c.14-.66-.17-.81-.83-.61-1.81.54-3.64,1.06-5.46,1.56-.57.16-.82.41-.73,1.06.59,4.61,1.19,9.22,1.69,13.84.12,1.08.38,1.54,1.5,1.2.21-.07.48-.04.69.02.81.24,1.11,0,1.19-.87.16-1.88.45-3.76.68-5.63.43-3.49.85-6.98,1.28-10.55Zm-3.65,19.64c-1.98.01-3.58,1.57-3.6,3.5-.02,1.94,1.66,3.62,3.61,3.63,1.98,0,3.64-1.63,3.63-3.59,0-2-1.61-3.56-3.64-3.54Z\"><\/path><path d=\"m49.51,96.66c16.67.01,30.44-11.43,33.32-27.43,1.34-7.47.21-14.63-3.31-21.38-.11-.21-.23-.41-.3-.63-.23-.67-.12-1.28.55-1.63.7-.36,1.32-.14,1.7.54.84,1.48,1.55,3.02,2.15,4.61,1.5,3.96,2.39,8.07,2.3,12.28-.3,14.12-6.56,24.82-18.85,31.87-5.24,3-11,4.44-17.01,4.35-11.4-.16-20.84-4.66-28.04-13.54-4.94-6.1-7.51-13.15-7.82-21.03-.25-6.4,1.17-12.4,4.11-18.05.09-.18.18-.36.3-.52.41-.59.96-.86,1.63-.52.72.35.86,1,.56,1.7-.37.85-.82,1.67-1.21,2.52-9.01,19.68,3.64,43.15,25.04,46.47,1.78.28,3.56.45,4.87.41Z\"><\/path><path d=\"m73.98,63.65c.06-4.69-1.12-8.72-3.3-12.48-.08-.14-.17-.29-.25-.43-.42-.73-.43-1.41.31-1.93.62-.43,1.32-.2,1.84.6,1.11,1.71,1.96,3.55,2.62,5.48,5.35,15.65-5.09,32.57-21.49,34.83-14.52,2-27.84-7.98-30.03-22.57-.93-6.25.35-12.1,3.6-17.52.07-.11.13-.23.21-.34.48-.66,1.1-.9,1.81-.44.67.43.73,1.09.33,1.75-.78,1.28-1.45,2.61-2.01,4.01-5.64,14.03,3.38,30.06,18.3,32.47,13.13,2.12,25.23-6.33,27.71-19.37.28-1.44.34-2.9.33-4.05Z\"><\/path><path d=\"m78.83,36.57c0,1.93-.02,3.86.01,5.79.02.89-.34,1.41-1.17,1.75-6.13,2.49-12.47,4.15-19.05,4.94-4.57.55-9.14.71-13.73.36-7.81-.6-15.35-2.36-22.61-5.31-1.04-.42-1.2-1.23-1.2-2.17,0-2.96,0-5.92,0-8.88,0-.8,0-1.6.04-2.39.05-.8.35-1.45,1.29-1.48.76-.02,1.25.58,1.26,1.6.02,3.33.04,6.65,0,9.98-.01.87.28,1.3,1.1,1.61,6.26,2.34,12.7,3.85,19.38,4.39,10.57.85,20.81-.58,30.76-4.25,1.08-.4,1.49-.9,1.45-2.07-.09-2.99-.03-5.98-.03-8.98,0-.3-.01-.6.01-.9.07-.79.42-1.38,1.27-1.37.85.01,1.22.58,1.22,1.4,0,2,0,3.99,0,5.99Z\"><\/path><g><path d=\"m42.34,71.93v-8.56l-1.99,1.29c-.19.11-.35.09-.47-.06l-.69-.87c-.13-.16-.11-.3.05-.42l2.89-2.12c.16-.11.35-.16.56-.16h1.46c.26,0,.39.13.39.39v10.52c0,.27-.13.4-.39.4h-1.41c-.27,0-.4-.13-.4-.4Z\"><\/path><path d=\"m48.46,62.33c.81-1,1.95-1.49,3.41-1.49s2.59.5,3.41,1.49c.81,1,1.22,2.44,1.22,4.34s-.41,3.34-1.22,4.34c-.81,1-1.95,1.49-3.41,1.49s-2.59-.5-3.41-1.49-1.22-2.44-1.22-4.32.41-3.36,1.22-4.35Zm3.41,8.24c1.6,0,2.39-1.3,2.39-3.9s-.8-3.89-2.39-3.89-2.38,1.3-2.38,3.89.79,3.9,2.38,3.9Z\"><\/path><path d=\"m59.4,62.33c.81-1,1.95-1.49,3.41-1.49s2.59.5,3.41,1.49c.81,1,1.22,2.44,1.22,4.34s-.41,3.34-1.22,4.34c-.81,1-1.95,1.49-3.41,1.49s-2.59-.5-3.41-1.49-1.22-2.44-1.22-4.32.41-3.36,1.22-4.35Zm3.41,8.24c1.6,0,2.39-1.3,2.39-3.9s-.8-3.89-2.39-3.89-2.38,1.3-2.38,3.89.79,3.9,2.38,3.9Z\"><\/path><\/g><path d=\"m32.14,64.76c-.25-.29-.37-.69-.37-1.21s.12-.92.37-1.21.58-.43,1-.43.76.14,1.01.43c.25.29.37.69.37,1.21s-.12.92-.37,1.21c-.25.29-.58.43-1.01.43s-.76-.14-1-.43Zm1.57-1.21c0-.65-.19-.97-.57-.97s-.56.32-.56.97.19.97.56.97.57-.32.57-.97Zm3.45-1.41l-3.13,5.15c-.07.12-.15.18-.25.18h-.46c-.13,0-.16-.06-.09-.18l3.11-5.15c.07-.11.15-.16.26-.16h.46c.13,0,.17.06.1.17Zm-.92,4.96c-.25-.29-.37-.69-.37-1.21s.12-.92.37-1.21.58-.43,1.01-.43.76.14,1,.43c.25.29.37.69.37,1.21s-.12.92-.37,1.21c-.25.29-.58.43-1.01.43s-.76-.14-1-.43Zm1.01-.24c.38,0,.57-.32.57-.97s-.19-.97-.57-.97-.57.32-.57.97.19.97.57.97Z\"><\/path><\/svg>\t\t\t<\/figure>\n\t\t\n\t\t<div class=\"ha-infobox-body\">\n\t\t\t<h2 class=\"ha-infobox-title\">Scholarship<\/h2>\n\t\t\t\t\t\t\t<div class=\"ha-infobox-text\">\n\t\t\t\t\t<p>For the students placed by \u00d6SYM, this scholarship is non-refundable and remains uninterrupted throughout the regular education and training period. In addition to accommodation, meals, transportation, books, etc., it covers the entire tuition fee. In case the regular education period is exceeded, the continuation of the scholarship is determined by the Istanbul Geli\u015fim University Board of Trustees.<\/p>\n\t\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-3fa9415\" data-id=\"3fa9415\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-2ad940c ha-infobox-media-dir-top elementor-widget elementor-widget-ha-infobox happy-addon ha-infobox\" data-id=\"2ad940c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"ha-infobox.default\">\n\t\t\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\n\t\t\t\t\t<figure class=\"ha-infobox-figure ha-infobox-figure--icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" id=\"katman_1\" data-name=\"katman 1\" viewBox=\"0 0 100 100\"><path d=\"m50.04,34.25c-2.41.02-4.64-.79-6.91-1.43-12.28-3.49-24.55-7-36.82-10.5-2.47-.71-3.99-2.57-4-4.87,0-2.28,1.51-4.15,4.01-4.86,13.07-3.73,26.16-7.43,39.22-11.2,3.18-.92,6.26-.79,9.41.12,12.77,3.68,25.57,7.3,38.35,10.94,2.78.79,4.29,2.35,4.38,4.76.04,1.22-.21,2.44-.36,3.66-.71,5.84-1.42,11.67-2.14,17.51-.03.26-.06.53-.11.79-.24,1.29-.21,2.36.77,3.54,2,2.41,1.45,5.96-.95,8.08-2.34,2.06-5.99,1.97-8.27-.21-2.26-2.16-2.55-5.71-.55-8.14.63-.77.82-1.43.69-2.42-.62-4.64-1.13-9.3-1.69-13.95-.14-1.18-.2-1.21-1.37-.88-9.75,2.78-19.5,5.55-29.25,8.33-1.44.41-2.9.71-4.41.73Zm-.08-2.66c1.4.07,2.69-.21,3.98-.57,9.97-2.84,19.95-5.67,29.92-8.51,3.1-.88,6.2-1.76,9.29-2.68,1.48-.44,2.1-1.38,1.93-2.73-.15-1.19-.96-1.76-2.03-2.06-2.33-.67-4.67-1.33-7-2-10.77-3.07-21.55-6.13-32.31-9.21-2.53-.73-5.02-.69-7.56.04-11.98,3.44-23.97,6.83-35.96,10.24-1.28.36-2.56.71-3.82,1.15-.97.34-1.47,1.1-1.48,2.15-.02,1.09.49,1.85,1.48,2.26.49.2,1,.35,1.52.49,12.53,3.56,25.06,7.12,37.59,10.69,1.47.42,2.94.86,4.44.75Zm44.52-8.64c.14-.66-.17-.81-.83-.61-1.81.54-3.64,1.06-5.46,1.56-.57.16-.82.41-.73,1.06.59,4.61,1.19,9.22,1.69,13.84.12,1.08.38,1.54,1.5,1.2.21-.07.48-.04.69.02.81.24,1.11,0,1.19-.87.16-1.88.45-3.76.68-5.63.43-3.49.85-6.98,1.28-10.55Zm-3.65,19.64c-1.98.01-3.58,1.57-3.6,3.5-.02,1.94,1.66,3.62,3.61,3.63,1.98,0,3.64-1.63,3.63-3.59,0-2-1.61-3.56-3.64-3.54Z\"><\/path><path d=\"m49.51,96.66c16.67.01,30.44-11.43,33.32-27.43,1.34-7.47.21-14.63-3.31-21.38-.11-.21-.23-.41-.3-.63-.23-.67-.12-1.28.55-1.63.7-.36,1.32-.14,1.7.54.84,1.48,1.55,3.02,2.15,4.61,1.5,3.96,2.39,8.07,2.3,12.28-.3,14.12-6.56,24.82-18.85,31.87-5.24,3-11,4.44-17.01,4.35-11.4-.16-20.84-4.66-28.04-13.54-4.94-6.1-7.51-13.15-7.82-21.03-.25-6.4,1.17-12.4,4.11-18.05.09-.18.18-.36.3-.52.41-.59.96-.86,1.63-.52.72.35.86,1,.56,1.7-.37.85-.82,1.67-1.21,2.52-9.01,19.68,3.64,43.15,25.04,46.47,1.78.28,3.56.45,4.87.41Z\"><\/path><path d=\"m73.98,63.65c.06-4.69-1.12-8.72-3.3-12.48-.08-.14-.17-.29-.25-.43-.42-.73-.43-1.41.31-1.93.62-.43,1.32-.2,1.84.6,1.11,1.71,1.96,3.55,2.62,5.48,5.35,15.65-5.09,32.57-21.49,34.83-14.52,2-27.84-7.98-30.03-22.57-.93-6.25.35-12.1,3.6-17.52.07-.11.13-.23.21-.34.48-.66,1.1-.9,1.81-.44.67.43.73,1.09.33,1.75-.78,1.28-1.45,2.61-2.01,4.01-5.64,14.03,3.38,30.06,18.3,32.47,13.13,2.12,25.23-6.33,27.71-19.37.28-1.44.34-2.9.33-4.05Z\"><\/path><path d=\"m78.83,36.57c0,1.93-.02,3.86.01,5.79.02.89-.34,1.41-1.17,1.75-6.13,2.49-12.47,4.15-19.05,4.94-4.57.55-9.14.71-13.73.36-7.81-.6-15.35-2.36-22.61-5.31-1.04-.42-1.2-1.23-1.2-2.17,0-2.96,0-5.92,0-8.88,0-.8,0-1.6.04-2.39.05-.8.35-1.45,1.29-1.48.76-.02,1.25.58,1.26,1.6.02,3.33.04,6.65,0,9.98-.01.87.28,1.3,1.1,1.61,6.26,2.34,12.7,3.85,19.38,4.39,10.57.85,20.81-.58,30.76-4.25,1.08-.4,1.49-.9,1.45-2.07-.09-2.99-.03-5.98-.03-8.98,0-.3-.01-.6.01-.9.07-.79.42-1.38,1.27-1.37.85.01,1.22.58,1.22,1.4,0,2,0,3.99,0,5.99Z\"><\/path><g><path d=\"m52.23,68.7c0,1.24-.39,2.18-1.16,2.82-.77.64-1.88.96-3.33.96s-2.61-.24-3.6-.72c-.24-.12-.31-.28-.23-.5l.39-.96c.09-.25.25-.32.5-.21.87.38,1.8.56,2.8.56,1.63,0,2.44-.65,2.44-1.94,0-.62-.17-1.08-.52-1.39s-.91-.46-1.68-.46c-.5,0-1,.07-1.48.21-.48.14-.75.21-.82.21-.04,0-.14-.02-.29-.06l-.71-.22c-.18-.04-.26-.17-.22-.37.21-1.91.32-3.63.32-5.17,0-.28.14-.42.42-.42h6.14c.26,0,.39.13.39.39v1.04c0,.26-.13.39-.39.39h-4.74c-.04.88-.11,1.78-.19,2.7.6-.21,1.27-.32,2.01-.32,1.35,0,2.35.31,2.99.92s.96,1.47.96,2.57Z\"><\/path><path d=\"m55.09,62.33c.81-1,1.95-1.49,3.41-1.49s2.59.5,3.41,1.49c.81,1,1.22,2.44,1.22,4.34s-.41,3.34-1.22,4.34c-.81,1-1.95,1.49-3.41,1.49s-2.59-.5-3.41-1.49-1.22-2.44-1.22-4.32.41-3.36,1.22-4.35Zm3.41,8.24c1.6,0,2.39-1.3,2.39-3.9s-.8-3.89-2.39-3.89-2.38,1.3-2.38,3.89.79,3.9,2.38,3.9Z\"><\/path><\/g><path d=\"m36.83,64.76c-.25-.29-.37-.69-.37-1.21s.12-.92.37-1.21.58-.43,1-.43.76.14,1.01.43c.25.29.37.69.37,1.21s-.12.92-.37,1.21c-.25.29-.58.43-1.01.43s-.76-.14-1-.43Zm1.57-1.21c0-.65-.19-.97-.57-.97s-.56.32-.56.97.19.97.56.97.57-.32.57-.97Zm3.45-1.41l-3.13,5.15c-.07.12-.15.18-.25.18h-.46c-.13,0-.16-.06-.09-.18l3.11-5.15c.07-.11.15-.16.26-.16h.46c.13,0,.17.06.1.17Zm-.92,4.96c-.25-.29-.37-.69-.37-1.21s.12-.92.37-1.21.58-.43,1.01-.43.76.14,1,.43c.25.29.37.69.37,1.21s-.12.92-.37,1.21c-.25.29-.58.43-1.01.43s-.76-.14-1-.43Zm1.01-.24c.38,0,.57-.32.57-.97s-.19-.97-.57-.97-.57.32-.57.97.19.97.57.97Z\"><\/path><\/svg>\t\t\t<\/figure>\n\t\t\n\t\t<div class=\"ha-infobox-body\">\n\t\t\t<h2 class=\"ha-infobox-title\">50% Discounted<\/h2>\n\t\t\t\t\t\t\t<div class=\"ha-infobox-text\">\n\t\t\t\t\t<p>Students placed in programs with a 50% discount by \u00d6SYM pay the annual tuition fee at a 50% discounted rate. Scholarships are non-refundable and remain uninterrupted throughout the regular education and training period. In addition to accommodation, meals, transportation, books, etc., it covers the tuition fee. In case the regular education period is exceeded, the continuation of the scholarship is determined by the Istanbul Geli\u015fim University Board of Trustees.<\/p>\n\t\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-e6f3ff5 elementor-section-full_width elementor-section-height-default elementor-section-height-default\" data-id=\"e6f3ff5\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-b86f872\" data-id=\"b86f872\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-9c0bf58 ha-infobox-media-dir-top elementor-widget elementor-widget-ha-infobox happy-addon ha-infobox\" data-id=\"9c0bf58\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"ha-infobox.default\">\n\t\t\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\n\t\t\t\t\t<figure class=\"ha-infobox-figure ha-infobox-figure--icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" id=\"katman_1\" data-name=\"katman 1\" viewBox=\"0 0 100 100\"><path d=\"m50.04,34.25c-2.41.02-4.64-.79-6.91-1.43-12.28-3.49-24.55-7-36.82-10.5-2.47-.71-3.99-2.57-4-4.87,0-2.28,1.51-4.15,4.01-4.86,13.07-3.73,26.16-7.43,39.22-11.2,3.18-.92,6.26-.79,9.41.12,12.77,3.68,25.57,7.3,38.35,10.94,2.78.79,4.29,2.35,4.38,4.76.04,1.22-.21,2.44-.36,3.66-.71,5.84-1.42,11.67-2.14,17.51-.03.26-.06.53-.11.79-.24,1.29-.21,2.36.77,3.54,2,2.41,1.45,5.96-.95,8.08-2.34,2.06-5.99,1.97-8.27-.21-2.26-2.16-2.55-5.71-.55-8.14.63-.77.82-1.43.69-2.42-.62-4.64-1.13-9.3-1.69-13.95-.14-1.18-.2-1.21-1.37-.88-9.75,2.78-19.5,5.55-29.25,8.33-1.44.41-2.9.71-4.41.73Zm-.08-2.66c1.4.07,2.69-.21,3.98-.57,9.97-2.84,19.95-5.67,29.92-8.51,3.1-.88,6.2-1.76,9.29-2.68,1.48-.44,2.1-1.38,1.93-2.73-.15-1.19-.96-1.76-2.03-2.06-2.33-.67-4.67-1.33-7-2-10.77-3.07-21.55-6.13-32.31-9.21-2.53-.73-5.02-.69-7.56.04-11.98,3.44-23.97,6.83-35.96,10.24-1.28.36-2.56.71-3.82,1.15-.97.34-1.47,1.1-1.48,2.15-.02,1.09.49,1.85,1.48,2.26.49.2,1,.35,1.52.49,12.53,3.56,25.06,7.12,37.59,10.69,1.47.42,2.94.86,4.44.75Zm44.52-8.64c.14-.66-.17-.81-.83-.61-1.81.54-3.64,1.06-5.46,1.56-.57.16-.82.41-.73,1.06.59,4.61,1.19,9.22,1.69,13.84.12,1.08.38,1.54,1.5,1.2.21-.07.48-.04.69.02.81.24,1.11,0,1.19-.87.16-1.88.45-3.76.68-5.63.43-3.49.85-6.98,1.28-10.55Zm-3.65,19.64c-1.98.01-3.58,1.57-3.6,3.5-.02,1.94,1.66,3.62,3.61,3.63,1.98,0,3.64-1.63,3.63-3.59,0-2-1.61-3.56-3.64-3.54Z\"><\/path><path d=\"m49.51,96.66c16.67.01,30.44-11.43,33.32-27.43,1.34-7.47.21-14.63-3.31-21.38-.11-.21-.23-.41-.3-.63-.23-.67-.12-1.28.55-1.63.7-.36,1.32-.14,1.7.54.84,1.48,1.55,3.02,2.15,4.61,1.5,3.96,2.39,8.07,2.3,12.28-.3,14.12-6.56,24.82-18.85,31.87-5.24,3-11,4.44-17.01,4.35-11.4-.16-20.84-4.66-28.04-13.54-4.94-6.1-7.51-13.15-7.82-21.03-.25-6.4,1.17-12.4,4.11-18.05.09-.18.18-.36.3-.52.41-.59.96-.86,1.63-.52.72.35.86,1,.56,1.7-.37.85-.82,1.67-1.21,2.52-9.01,19.68,3.64,43.15,25.04,46.47,1.78.28,3.56.45,4.87.41Z\"><\/path><path d=\"m73.98,63.65c.06-4.69-1.12-8.72-3.3-12.48-.08-.14-.17-.29-.25-.43-.42-.73-.43-1.41.31-1.93.62-.43,1.32-.2,1.84.6,1.11,1.71,1.96,3.55,2.62,5.48,5.35,15.65-5.09,32.57-21.49,34.83-14.52,2-27.84-7.98-30.03-22.57-.93-6.25.35-12.1,3.6-17.52.07-.11.13-.23.21-.34.48-.66,1.1-.9,1.81-.44.67.43.73,1.09.33,1.75-.78,1.28-1.45,2.61-2.01,4.01-5.64,14.03,3.38,30.06,18.3,32.47,13.13,2.12,25.23-6.33,27.71-19.37.28-1.44.34-2.9.33-4.05Z\"><\/path><path d=\"m78.83,36.57c0,1.93-.02,3.86.01,5.79.02.89-.34,1.41-1.17,1.75-6.13,2.49-12.47,4.15-19.05,4.94-4.57.55-9.14.71-13.73.36-7.81-.6-15.35-2.36-22.61-5.31-1.04-.42-1.2-1.23-1.2-2.17,0-2.96,0-5.92,0-8.88,0-.8,0-1.6.04-2.39.05-.8.35-1.45,1.29-1.48.76-.02,1.25.58,1.26,1.6.02,3.33.04,6.65,0,9.98-.01.87.28,1.3,1.1,1.61,6.26,2.34,12.7,3.85,19.38,4.39,10.57.85,20.81-.58,30.76-4.25,1.08-.4,1.49-.9,1.45-2.07-.09-2.99-.03-5.98-.03-8.98,0-.3-.01-.6.01-.9.07-.79.42-1.38,1.27-1.37.85.01,1.22.58,1.22,1.4,0,2,0,3.99,0,5.99Z\"><\/path><g><path d=\"m46.27,64.17c0,.14.01.3.03.48.02.18.03.3.03.35,0,.21-.11.32-.34.32h-1.3c-.21,0-.34-.12-.39-.37-.06-.22-.1-.51-.1-.87,0-.95.33-1.74,1-2.35s1.65-.92,2.97-.92c1.45,0,2.5.32,3.17.97.67.65,1,1.5,1,2.55,0,.62-.16,1.25-.47,1.88-.32.63-.74,1.22-1.26,1.75s-1.04,1-1.56,1.41c-.51.4-1.06.77-1.62,1.12h4.63c.27,0,.4.13.4.39v1.04c0,.27-.13.4-.4.4h-7.5c-.26,0-.39-.13-.39-.4v-.85c0-.2.1-.36.29-.48,3.78-2.22,5.67-4.25,5.67-6.09,0-1.23-.66-1.85-1.98-1.85-.67,0-1.16.15-1.45.43-.29.29-.44.65-.44,1.08Z\"><\/path><path d=\"m62.33,68.7c0,1.24-.39,2.18-1.16,2.82-.77.64-1.88.96-3.33.96s-2.61-.24-3.6-.72c-.24-.12-.31-.28-.23-.5l.39-.96c.09-.25.25-.32.5-.21.87.38,1.8.56,2.8.56,1.63,0,2.44-.65,2.44-1.94,0-.62-.17-1.08-.52-1.39s-.91-.46-1.68-.46c-.5,0-1,.07-1.48.21-.48.14-.75.21-.82.21-.04,0-.14-.02-.29-.06l-.71-.22c-.18-.04-.26-.17-.22-.37.21-1.91.32-3.63.32-5.17,0-.28.14-.42.42-.42h6.14c.26,0,.39.13.39.39v1.04c0,.26-.13.39-.39.39h-4.74c-.04.88-.11,1.78-.19,2.7.6-.21,1.27-.32,2.01-.32,1.35,0,2.35.31,2.99.92s.96,1.47.96,2.57Z\"><\/path><\/g><path d=\"m36.83,64.76c-.25-.29-.37-.69-.37-1.21s.12-.92.37-1.21.58-.43,1-.43.76.14,1.01.43c.25.29.37.69.37,1.21s-.12.92-.37,1.21c-.25.29-.58.43-1.01.43s-.76-.14-1-.43Zm1.57-1.21c0-.65-.19-.97-.57-.97s-.56.32-.56.97.19.97.56.97.57-.32.57-.97Zm3.45-1.41l-3.13,5.15c-.07.12-.15.18-.25.18h-.46c-.13,0-.16-.06-.09-.18l3.11-5.15c.07-.11.15-.16.26-.16h.46c.13,0,.17.06.1.17Zm-.92,4.96c-.25-.29-.37-.69-.37-1.21s.12-.92.37-1.21.58-.43,1.01-.43.76.14,1,.43c.25.29.37.69.37,1.21s-.12.92-.37,1.21c-.25.29-.58.43-1.01.43s-.76-.14-1-.43Zm1.01-.24c.38,0,.57-.32.57-.97s-.19-.97-.57-.97-.57.32-.57.97.19.97.57.97Z\"><\/path><\/svg>\t\t\t<\/figure>\n\t\t\n\t\t<div class=\"ha-infobox-body\">\n\t\t\t<h2 class=\"ha-infobox-title\"> % 25 Discounted<\/h2>\n\t\t\t\t\t\t\t<div class=\"ha-infobox-text\">\n\t\t\t\t\t<p>Students placed in programs with a 25% discount by \u00d6SYM pay the annual tuition fee at a 25% discounted rate. Scholarships are non-refundable and remain uninterrupted throughout the regular education and training period. In addition to accommodation, meals, transportation, books, etc., it covers the tuition fee. In case the regular education period is exceeded, the continuation of the scholarship is determined by the Istanbul Geli\u015fim University Board of Trustees<span style=\", serif;font-size: 12pt;font-weight: var( --e-global-typography-text-font-weight )\">For the 2024-2025 academic year, students from various educational institutions with which agreements have been made will receive predetermined discounts if they select and are admitted to Istanbul Geli\u015fim University. For detailed information, please contact our university.<\/span>.<\/p>\n\t\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8e845e3 ha-infobox-media-dir-top elementor-widget elementor-widget-ha-infobox happy-addon ha-infobox\" data-id=\"8e845e3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"ha-infobox.default\">\n\t\t\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\n\t\t\t\t\t<figure class=\"ha-infobox-figure ha-infobox-figure--icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" id=\"katman_1\" data-name=\"katman 1\" viewBox=\"0 0 100 100\"><path d=\"m3.28,99.38c-.59-.4-.72-1.01-.72-1.66-.01-1.98-.04-3.96,0-5.93.04-1.49.46-1.85,1.98-1.86,1.79,0,3.58,0,5.37,0,1.26,0,1.27-.01,1.27-1.25,0-5.46,0-10.93,0-16.39,0-11.74,0-23.49,0-35.23,0-.44,0-.88.04-1.32.07-.8.53-1.26,1.33-1.32.41-.03.82-.04,1.22-.04,5.84,0,11.68,0,17.52,0,1.33,0,1.34,0,1.34-1.37,0-2.48,0-4.96,0-7.44,0-2.1.25-2.35,2.3-2.35,1.38,0,2.76-.02,4.14,0,.65.01.91-.22.88-.88-.04-.78-.02-1.57,0-2.35.01-1.2.42-1.63,1.66-1.65,2.01-.02,4.02-.05,6.03,0,.89.02,1.2-.23,1.19-1.16-.05-4.18-.02-8.35-.02-12.53,0-1.53.29-1.82,1.81-1.82,3.11,0,6.22,0,9.33,0,.58,0,1.15.03,1.46.63.3.58.07,1.08-.23,1.59-.53.88-1.62,1.66-1.52,2.61.09.89.99,1.7,1.54,2.54.32.5.53,1.01.2,1.58-.31.54-.82.61-1.38.61-2.57,0-5.15.02-7.72-.02-.8-.01-1.14.18-1.09,1.04.07,1.32.05,2.64,0,3.95-.03.76.27.98.99.97,2.01-.03,4.02-.02,6.03,0,1.47,0,1.84.38,1.85,1.84,0,.72.03,1.45,0,2.17-.04.66.22.89.87.88,1.44-.03,2.89-.01,4.33,0,1.8,0,2.11.32,2.12,2.16,0,2.51,0,5.02,0,7.54q0,1.47,1.43,1.47c5.84,0,11.68,0,17.52,0,.44,0,.88.02,1.31.07.64.08,1.03.47,1.11,1.1.06.5.08,1,.08,1.5,0,17.11,0,34.23,0,51.34q0,1.53,1.55,1.54c1.76,0,3.52-.01,5.28,0,1.28.01,1.74.39,1.77,1.66.06,2.1.02,4.21.01,6.31,0,.59-.19,1.11-.71,1.47H3.28Zm31.88-41.55c0,10.3.01,20.6-.02,30.9,0,.95.27,1.27,1.23,1.23,1.47-.07,2.95-.02,4.43-.02,1.28,0,1.29,0,1.29-1.33,0-7.1,0-14.19,0-21.29,0-1.84.37-2.22,2.2-2.23,3.7,0,7.41,0,11.11,0,.41,0,.82.01,1.22.05.77.08,1.19.53,1.27,1.28.04.4.04.81.04,1.22,0,7,0,14,0,21.01,0,1.27,0,1.28,1.24,1.28,1.48,0,2.95,0,4.43,0,1.25,0,1.25,0,1.25-1.25,0-20.57,0-41.13,0-61.7,0-1.25,0-1.25-1.26-1.25-9.04,0-18.09,0-27.13,0-1.3,0-1.3,0-1.3,1.3,0,10.27,0,20.53,0,30.8Zm-21.46,5.56c0,8.47.01,16.95-.02,25.42,0,.86.25,1.14,1.12,1.13,5.56-.03,11.11-.03,16.67,0,.89,0,1.19-.24,1.19-1.16-.02-16.92-.02-33.83,0-50.75,0-.91-.28-1.17-1.18-1.17-5.49.04-10.99.02-16.48.02q-1.3,0-1.31,1.28c0,8.41,0,16.82,0,25.23Zm72.62.04c0-8.44-.01-16.89.02-25.33,0-.92-.2-1.25-1.19-1.24-5.52.05-11.05.04-16.57,0-.96,0-1.22.28-1.22,1.23.03,16.89.03,33.77,0,50.66,0,.98.33,1.21,1.25,1.21,5.49-.04,10.99-.02,16.48-.02,1.23,0,1.24,0,1.24-1.26,0-8.41,0-16.82,0-25.23Zm-36.41,33.62c13.22,0,26.43,0,39.65,0,1.48,0,2.95-.04,4.43.02.8.03,1.06-.27,1-1.04-.05-.72-.01-1.44-.01-2.17q0-1.41-1.45-1.41c-29.01,0-58.02,0-87.02,0-.22,0-.44.02-.66,0-.62-.05-.84.25-.81.84.03.69,0,1.38,0,2.07.01,1.87-.19,1.69,1.64,1.69,14.41,0,28.82,0,43.23,0Zm5.51-18.25c0-3.39-.02-6.78.01-10.17,0-.75-.18-1.06-1-1.05-2.95.04-5.9.04-8.86,0-.81-.01-1,.3-1,1.05.02,6.75.03,13.5,0,20.25,0,.85.29,1.07,1.09,1.06,2.89-.04,5.78-.05,8.67,0,.91.02,1.1-.34,1.09-1.16-.04-3.33-.02-6.66-.02-9.99Zm-5.44-55.59c2.23,0,4.45-.04,6.67.02.88.02,1.07-.35,1.02-1.12-.04-.67.1-1.28-.96-1.27-4.48.05-8.96.04-13.44,0-1.01,0-.9.57-.92,1.21-.02.69,0,1.2.96,1.18,2.22-.06,4.45-.02,6.67-.02Zm4.71-17.97c-.88,0-1.76.03-2.64-.01-.67-.03-.88.25-.86.89.04,1,.04,2.01,0,3.01-.03.66.23.89.88.87,1.6-.03,3.2,0,4.8-.02.32,0,.78.2.95-.16.13-.28-.25-.54-.42-.79-.89-1.32-.9-1.52.02-2.85.07-.1.14-.21.22-.31.34-.43.31-.65-.31-.64-.88.02-1.76,0-2.64,0Z\"><\/path><path d=\"m48.72,49.38c0,1.16.02,2.32,0,3.48-.03,1.04-.48,1.51-1.51,1.52-2.35.02-4.71.02-7.06,0-.98-.01-1.46-.47-1.48-1.45-.03-2.38-.03-4.77,0-7.15.01-.93.47-1.42,1.4-1.43,2.42-.03,4.83-.04,7.25,0,.92.01,1.38.56,1.4,1.55.03,1.16,0,2.32,0,3.48Zm-2.52,0c0-.53-.03-1.07,0-1.6.05-.68-.21-.97-.92-.94-1.1.04-2.2.03-3.29,0-.61-.01-.84.25-.83.84.02,1.13.02,2.26,0,3.39,0,.55.21.81.78.8.6-.02,1.19,0,1.79,0q2.46,0,2.46-2.49Z\"><\/path><path d=\"m61.35,49.37c0,1.13.01,2.26,0,3.39-.02,1.16-.46,1.62-1.59,1.63-2.29.02-4.58.02-6.87,0-1.13,0-1.58-.47-1.59-1.63-.02-2.26-.02-4.52,0-6.78,0-1.16.5-1.64,1.69-1.65,2.23-.02,4.45-.02,6.68,0,1.24,0,1.67.46,1.68,1.74.01,1.1,0,2.2,0,3.29Zm-5.05,2.51c.53,0,1.07-.03,1.6,0,.68.04.97-.22.95-.92-.04-1.07-.03-2.13,0-3.2.01-.62-.17-.93-.85-.91-1.13.03-2.26.02-3.39,0-.55,0-.81.2-.79.77.02.6,0,1.19,0,1.79q0,2.47,2.49,2.46Z\"><\/path><path d=\"m56.27,41.79c-1.16,0-2.32.01-3.48,0-1-.02-1.47-.43-1.48-1.42-.03-2.38-.02-4.76,0-7.14,0-.84.47-1.38,1.32-1.42,2.47-.1,4.95-.12,7.42,0,.85.04,1.3.58,1.3,1.43,0,2.35.02,4.7,0,7.05-.01,1.05-.46,1.48-1.5,1.49-1.19.02-2.38,0-3.57,0Zm-.04-2.4q2.61,0,2.61-2.62v-.19q0-2.34-2.33-2.34-2.7,0-2.7,2.71,0,2.43,2.42,2.43Z\"><\/path><path d=\"m43.67,41.79c-1.19,0-2.38.02-3.57,0-.94-.02-1.41-.44-1.42-1.38-.03-2.41-.02-4.83,0-7.24,0-.81.48-1.31,1.28-1.35,2.5-.12,5.01-.13,7.51,0,.82.04,1.24.6,1.24,1.39.02,2.41.03,4.83,0,7.24-.01.92-.5,1.33-1.46,1.34-1.19.02-2.38,0-3.57,0Zm2.53-4.98v-.19q0-2.37-2.38-2.37-2.64,0-2.64,2.68,0,2.46,2.48,2.46t2.54-2.59Z\"><\/path><path d=\"m23.25,58.44c1.16,0,2.32-.02,3.48,0,.99.02,1.45.45,1.46,1.44.03,2.35.02,4.7,0,7.05,0,.98-.45,1.5-1.41,1.52-2.41.05-4.83.04-7.24,0-.89-.01-1.38-.59-1.38-1.47-.02-2.38-.03-4.76,0-7.14.02-.96.51-1.38,1.52-1.4,1.19-.02,2.38,0,3.57,0Zm-2.59,4.96q0,2.58,2.53,2.58t2.5-2.53-2.55-2.51-2.48,2.47Z\"><\/path><path d=\"m23.07,83.03c-1.1,0-2.19.02-3.29,0-1.08-.02-1.6-.48-1.62-1.53-.04-2.32-.03-4.64,0-6.96.01-1.07.53-1.55,1.58-1.56,2.29-.02,4.58-.02,6.86,0,1.14,0,1.59.47,1.59,1.62.02,2.29.02,4.58,0,6.86,0,1.09-.47,1.54-1.55,1.56-1.19.02-2.38,0-3.57,0Zm-2.41-5.05c0,.56.02,1.13,0,1.69-.03.6.21.86.82.84,1.13-.03,2.26-.02,3.39,0,.61.01.84-.26.83-.85-.02-1.13-.02-2.26,0-3.39,0-.55-.22-.81-.79-.79-.6.02-1.19,0-1.79,0q-2.46,0-2.45,2.49Z\"><\/path><path d=\"m23.19,53.85c-1.16,0-2.32.01-3.48,0-1.07-.01-1.54-.41-1.55-1.45-.03-2.35-.03-4.7,0-7.05.01-.99.45-1.47,1.45-1.49,2.38-.05,4.76-.05,7.14,0,1.05.03,1.44.51,1.45,1.57.02,2.29.02,4.58,0,6.86,0,1.13-.42,1.54-1.53,1.55-1.16.02-2.32,0-3.48,0Zm-.04-2.39c.59,0,1.19-.01,1.78,0,.51.02.75-.19.75-.71,0-1.25,0-2.5,0-3.75,0-.53-.28-.7-.77-.69-1.16.01-2.31.02-3.47,0-.55-.01-.81.19-.79.76.02.62,0,1.25,0,1.88q0,2.52,2.5,2.51Z\"><\/path><path d=\"m76.83,58.44c1.13,0,2.26-.01,3.39,0,1.17.01,1.63.43,1.64,1.57.03,2.29.03,4.58,0,6.86-.01,1.08-.49,1.58-1.56,1.6-2.32.04-4.64.04-6.96,0-1.07-.02-1.52-.53-1.53-1.61-.02-2.29-.02-4.58,0-6.86,0-1.11.43-1.54,1.54-1.55,1.16-.02,2.32,0,3.48,0Zm2.52,5.1c0-.59-.02-1.19,0-1.78.03-.61-.26-.84-.85-.83-1.09.02-2.19.02-3.28,0-.62-.01-.92.22-.91.88.02,1.09.03,2.19,0,3.28-.02.72.3.94.96.9.53-.03,1.06,0,1.59,0q2.48,0,2.48-2.44Z\"><\/path><path d=\"m71.81,77.97c0-1.16-.02-2.32,0-3.48.02-1.03.47-1.5,1.51-1.51,2.35-.02,4.7-.01,7.05,0,.9,0,1.45.51,1.46,1.39.04,2.41.05,4.83,0,7.24-.02.95-.55,1.41-1.52,1.42-2.32.02-4.64.02-6.96,0-1.08-.01-1.52-.48-1.54-1.57-.02-1.16,0-2.32,0-3.48Zm5.09-2.48q-2.58,0-2.58,2.57t2.51,2.45,2.52-2.53-2.45-2.5Z\"><\/path><path d=\"m76.76,53.85c-1.16,0-2.32.01-3.48,0-1.01-.02-1.45-.43-1.46-1.42-.02-2.35,0-4.7,0-7.05,0-.9.43-1.46,1.33-1.5,2.47-.11,4.95-.11,7.42,0,.82.04,1.28.56,1.29,1.35.03,2.44.04,4.89,0,7.33-.01.84-.53,1.3-1.41,1.29-1.22,0-2.44,0-3.67,0Zm2.59-4.96c0-.63,0-1.25,0-1.88,0-.46-.18-.7-.67-.69-1.22.01-2.45.01-3.67,0-.48,0-.69.21-.69.68,0,.66,0,1.32,0,1.98q0,2.48,2.47,2.48t2.56-2.56Z\"><\/path><\/svg>\t\t\t<\/figure>\n\t\t\n\t\t<div class=\"ha-infobox-body\">\n\t\t\t<h2 class=\"ha-infobox-title\">Corporate Scholarships<\/h2>\n\t\t\t\t\t\t\t<div class=\"ha-infobox-text\">\n\t\t\t\t\t<p><span style=\", serif;font-size: 12pt;font-weight: var( --e-global-typography-text-font-weight )\">For the 2024-2025 academic year, students from various educational institutions with which agreements have been made will receive predetermined discounts if they select and are admitted to Istanbul Geli\u015fim University. For detailed information, please contact our university.<\/span><\/p>\n\t\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-29ea1e1\" data-id=\"29ea1e1\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-699af7b ha-infobox-media-dir-top elementor-widget elementor-widget-ha-infobox happy-addon ha-infobox\" data-id=\"699af7b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"ha-infobox.default\">\n\t\t\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\n\t\t\t\t\t<figure class=\"ha-infobox-figure ha-infobox-figure--icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" id=\"katman_1\" data-name=\"katman 1\" viewBox=\"0 0 100 100\"><path d=\"m86.98,39.44c.03,2.88-.92,5.51-2.67,7.85-1.26,1.69-1.81,3.59-1.87,5.68-.13,5.06-2.4,8.88-6.72,11.5-1.06.64-1.07.64-.39,1.64,4.4,6.41,8.81,12.81,13.22,19.21.74,1.08.73,1.15-.54,1.33-3.21.47-6.42.93-9.63,1.35-.76.1-1.23.37-1.59,1.07-1.52,2.94-3.1,5.84-4.67,8.76-.58,1.09-.61,1.08-1.29.12-5.35-7.61-10.7-15.22-16.03-22.84-.37-.52-.8-.79-1.41-.97-2.29-.67-4.54-.65-6.82.03-.61.18-1.03.48-1.39.99-5.28,7.54-10.58,15.08-15.88,22.61-.09.13-.19.25-.26.39-.36.62-.65.65-1-.04-.89-1.72-1.82-3.42-2.73-5.12-.71-1.32-1.43-2.63-2.1-3.97-.33-.66-.79-.94-1.52-1.03-3.31-.44-6.61-.92-9.91-1.41-1.04-.15-1.04-.19-.43-1.05,4.47-6.28,8.95-12.56,13.43-18.83.9-1.26.89-1.24-.42-2.08-4.19-2.67-6.38-6.46-6.47-11.45-.04-2.17-.63-4.16-1.88-5.97-3.4-4.92-3.43-10.57-.03-15.5,1.34-1.95,2.07-4.04,2.1-6.38.08-5.5,3.42-10.35,8.57-12.29,2.43-.92,4.38-2.36,6.06-4.37,3.61-4.32,8.3-5.87,13.76-4.56,2.66.64,5.16.63,7.82-.04,5.49-1.39,10.13.29,13.71,4.64,1.66,2.02,3.57,3.47,6.06,4.34,4.96,1.73,8.48,6.7,8.55,11.99.04,2.53.7,4.76,2.14,6.84,1.55,2.24,2.29,4.76,2.25,7.58Zm-29.77,32.18c3.34-.1,6.08-1.43,8.12-4.11,1.74-2.28,3.96-3.86,6.62-4.86,4.8-1.8,7.09-5.1,7.21-10.26.06-2.46.78-4.73,2.17-6.77,2.96-4.35,3.04-8.03.22-12.43-1.46-2.28-2.35-4.74-2.4-7.47-.07-4.67-2.52-8.22-6.9-9.8-2.79-1.01-5.04-2.65-6.85-5-2.7-3.5-6.7-4.79-10.92-3.53-2.8.83-5.55.88-8.37.04-4.53-1.35-8.3-.09-11.26,3.57-1.81,2.24-3.99,3.89-6.75,4.83-4.28,1.46-6.87,5.14-6.92,9.68-.03,2.7-.77,5.18-2.3,7.39-2.83,4.08-2.88,8.14-.1,12.28,1.49,2.22,2.34,4.68,2.39,7.38.08,4.8,2.5,8.25,7.02,9.9,2.65.97,4.83,2.52,6.57,4.76,2.92,3.78,7.04,5.03,11.59,3.64,2.46-.75,4.91-.78,7.35.1,1.12.4,2.29.61,3.5.65Zm-15.9,3.29c-.13-.32-.42-.3-.64-.33-3.66-.63-6.52-2.54-8.78-5.44-.66-.84-1.44-1.55-2.3-2.19-.64-.47-1-.44-1.48.26-3.65,5.3-7.33,10.56-11.01,15.84-.62.89-.59.95.56,1.11,2.1.3,4.19.65,6.29.9.72.09,1.1.43,1.41,1.03,1.05,1.95,2.14,3.88,3.19,5.83.31.57.5.69.92.08,3.83-5.55,7.68-11.08,11.53-16.62.11-.15.2-.31.3-.46Zm30-8.38c-.16.09-.35.18-.53.29-1.12.72-1.99,1.68-2.8,2.73-2.12,2.73-4.88,4.42-8.29,4.99-.8.13-.82.4-.39,1.01,3.86,5.45,7.7,10.9,11.52,16.38.51.73.69.51,1.02-.11,1.03-1.93,2.11-3.82,3.14-5.75.32-.59.69-.93,1.42-1.02,2.1-.25,4.19-.61,6.29-.91.71-.1,1.04-.29.46-1.01-.62-.78-1.15-1.63-1.72-2.45-3.12-4.48-6.23-8.96-9.35-13.44-.19-.27-.33-.61-.77-.7Z\"><\/path><path d=\"m50.16,65.54c-13.56.16-26.36-10.73-26.39-26.36-.02-15.13,12.23-26.43,26.45-26.41,14.14.02,26.37,11.31,26.34,26.43-.03,15.49-12.7,26.5-26.41,26.34Zm23.06-26.33c.02-12.76-10.18-23.1-22.84-23.14-12.94-.04-23.21,10.12-23.26,23.01-.05,12.86,10.16,23.15,22.98,23.17,12.86.02,23.09-10.17,23.12-23.04Z\"><\/path><path d=\"m35.53,33.97c.32-.18.62-.11.9-.11,3.04,0,6.09-.03,9.13.02.81.01,1.19-.21,1.43-1.01.9-2.95,1.89-5.88,2.85-8.82.07-.21.05-.58.33-.58.28,0,.26.36.33.58.97,2.96,1.95,5.91,2.88,8.89.21.69.52.95,1.26.94,3.16-.04,6.33-.02,9.49-.01.22,0,.55-.13.63.16.06.22-.25.32-.42.44-2.62,1.9-5.23,3.81-7.87,5.68-.45.32-.54.6-.36,1.14,1.01,3,1.98,6.01,2.95,9.01.08.25.15.5.24.81-.38.04-.57-.2-.78-.35-2.56-1.85-5.13-3.7-7.68-5.57-.5-.37-.84-.35-1.33.02-2.56,1.89-5.16,3.75-7.74,5.61-.19.13-.35.34-.64.31-.1-.28.06-.52.14-.76.98-3.01,1.94-6.02,2.95-9.01.19-.57.12-.89-.39-1.25-2.64-1.87-5.25-3.78-7.87-5.68-.15-.11-.34-.19-.41-.45Zm21.15,2.74l-.09-.17c-1.3,0-2.6,0-3.91,0-1.17,0-1.17,0-1.52-1.15-.38-1.24-.78-2.48-1.24-3.91-.43,1.37-.8,2.56-1.19,3.74-.5,1.51-.23,1.3-1.76,1.31-1.26.01-2.53,0-4,0,1.28.91,2.38,1.7,3.48,2.48q.93.66.58,1.75c-.4,1.25-.79,2.5-1.2,3.8.15-.02.21-.01.25-.04.93-.65,1.85-1.31,2.79-1.96,1.61-1.11,1.01-1.08,2.61,0,.97.65,1.91,1.35,2.86,2.03-.27-1.26-.68-2.41-1.05-3.57-.49-1.54-.74-1.14.71-2.27.89-.69,1.78-1.38,2.68-2.06Z\"><\/path><\/svg>\t\t\t<\/figure>\n\t\t\n\t\t<div class=\"ha-infobox-body\">\n\t\t\t<h2 class=\"ha-infobox-title\">Preference Scholarship<\/h2>\n\t\t\t\t\t\t\t<div class=\"ha-infobox-text\">\n\t\t\t\t\t<p>A preference scholarship is awarded to students who choose Istanbul Geli\u015fim University within their top 5 preferences and are placed in an IGU program by \u00d6SYM. The percentage of the preference scholarship varies depending on the program. Click here to see the preference scholarship rates.\nStudents who list Istanbul Geli\u015fim University in all their preferences up to the one they are placed in, without listing another university, are eligible for the preference discount even if it is not within their top 5 choices. (For example, if all top 10 preferences are IGU programs and \u00d6SYM places the student in one of these programs that offers a preference scholarship, they can benefit from the scholarship.)\n<br>\n<br>\n\u2022\tPrograms that admit students through special talent exams are not eligible for the preference discount.\n<br>\n\u2022\tThe on-campus preference discount cannot be combined with corporate scholarships.\n<br>\n\u2022\tThe on-campus preference discount rate is 10%.\n<\/p>\n\t\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-c14a19c elementor-section-full_width elementor-section-height-default elementor-section-height-default\" data-id=\"c14a19c\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-2e03c28\" data-id=\"2e03c28\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-da1f146 ha-infobox-media-dir-top elementor-widget elementor-widget-ha-infobox happy-addon ha-infobox\" data-id=\"da1f146\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"ha-infobox.default\">\n\t\t\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\n\t\t\t\t\t<figure class=\"ha-infobox-figure ha-infobox-figure--icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" id=\"katman_1\" data-name=\"katman 1\" viewBox=\"0 0 100 100\"><path d=\"m54.57,92.9c-12.04,0-24.08-.08-36.11.03-5.47.05-10.4-3.97-11.26-9.38-.08-.54-.1-1.09-.11-1.63,0-4.61-.02-9.22,0-13.82.02-6.66,4.64-12.23,11.17-13.47,2.94-.56,5.89-1.08,8.83-1.59.65-.11.91-.42,1.12-1.07.56-1.68.26-2.74-1.35-3.78-2.52-1.64-4.11-4.15-5.11-6.99-.19-.55-.44-.82-1.09-.85-4.05-.16-6.57-4.52-4.67-8.09.36-.68.38-1.25.21-1.96-.97-4.06-1.34-8.12.04-12.17,2.23-6.55,8.46-11.04,15.39-11.06,5.41-.01,10.83-.01,16.24,0,5.06.01,8.56,4.34,7.53,9.32-.24,1.15-.56,2.29-.84,3.44-.1.4-.11.74.21,1.11,2.28,2.63,2.73,5.61,1.67,8.88-.12.37-.5.83-.22,1.11.3.29.73-.15,1.08-.29,2.32-.95,4.71-1.5,7.23-1.44,2.87.06,5.75-.19,8.59.52,7.38,1.84,13.06,8.14,14.1,15.68.4,2.88.09,5.68-.72,8.45-.19.64-.14,1.18.2,1.8,2.04,3.69-.59,8.19-4.81,8.21-.77,0-1.18.21-1.51.94-1.26,2.78-3.25,4.94-5.84,6.53-.46.28-.62.55-.48,1.1.57,2.41.55,2.42,2.96,2.83,1.62.27,3.26.4,4.85.78,6.43,1.56,11,7.34,11.04,13.96,0,.72-.02,1.44,0,2.16.02.57-.22.79-.77.75-.29-.02-.58,0-.86,0-12.24,0-24.48,0-36.72,0Zm-16.95-25.5c0,1.47.01,2.94,0,4.41-.02,1.96.25,1.72-1.76,1.73-1.12,0-1.12,0-1.12-1.16,0-3.37,0-6.74,0-10.11,0-.22.11-.52-.1-.65-.29-.17-.45.17-.64.31-1.54,1.21-3.08,2.42-4.59,3.67-.55.45-.81.43-1.1-.27-1.11-2.69-2.3-5.34-3.42-8.02-.27-.64-.63-.79-1.27-.66-1.52.3-3.06.56-4.58.85-5.03.95-8.39,4.58-8.96,9.62-.21,1.87-.05,3.74-.12,5.61-.02.61.29.71.8.71,2.19-.01,4.38-.03,6.56,0,.67,0,.81-.26.83-.87.04-1.65.06-3.29-.97-4.71-.07-.09-.1-.21-.14-.32-.19-.55.27-.68.59-.77.67-.2,1.42-1.24,1.93-.56.75.99,1.48,2.13,1.46,3.52-.02,2.74.02,5.47-.02,8.21-.01.78.2,1.04,1.01,1.04,4.87-.04,9.73-.05,14.6,0,1.18.01,2.04-.28,2.87-1.16,1.66-1.76,4.14-2.31,6.16-1.09,1.38.84,2.36.65,3.63,0,2.01-1.01,4.27-1.12,6.46-1.41,2.84-.37,2.83-.36,3.4-3,.09-.42.06-.68-.35-.92-3.23-1.95-5.45-4.73-6.69-8.29-.16-.45-.39-.64-.87-.64-1.8-.01-3.21-.82-4.28-2.22-.38-.5-.54-.45-.77.1-.7,1.67-1.45,3.33-2.13,5.01-.26.64-.51.72-1.04.27-1.49-1.23-3-2.42-4.52-3.62-.22-.17-.42-.53-.7-.41-.31.13-.14.52-.15.79-.01,1.67,0,3.34,0,5.01Zm1.43-57.45c-2.4.11-5.49-.22-8.56.14-5.58.65-9.37,3.67-11.39,8.89-1.21,3.12-.86,6.33-.27,9.53.06.34.01.97.62.82.57-.14,1.4.18,1.56-.91.47-3.11,2.1-5.5,4.82-7.1.45-.27.61-.6.63-1.11.11-2.48,1.32-4.3,3.45-5.51,1.6-.91,1.71-.84,2.29.89,0,.03.02.06.03.08.37.76.24,1.19-.65,1.53-1.48.56-2.4,2.23-2.21,3.67.24,1.8,1.49,3.1,3.24,3.32,4.68.59,9.35,1.19,14.03,1.74,2,.23,3.71.82,4.55,2.86.12.3,1.94.75,2.19.57.09-.06.15-.17.19-.28.31-.93.57-1.86.47-2.87-.17-1.74-1.04-3.09-2.3-4.22-.46-.42-.58-.84-.42-1.45.41-1.47.76-2.95,1.11-4.43.14-.61.3-1.23.21-1.87-.4-2.68-2.18-4.26-4.97-4.29-2.65-.03-5.3,0-8.62,0Zm-4.99,80.06c2.45,0,4.89,0,7.34,0,2.76,0,5.53.02,8.29,0,2.52-.03,4.36-1.76,4.38-4.06.02-2.29-1.84-4.04-4.34-4.1-.6-.01-1.22-.06-1.81,0-1.13.13-1.83-.21-2.33-1.34-.69-1.54-2.53-1.84-3.86-.77-.51.41-.99.88-1.42,1.38-.47.55-1.02.73-1.74.73-7.11-.02-14.22,0-21.33-.02-2.1,0-1.79.32-1.86-1.91-.02-.76.23-.99.98-.99,2,0,1.76.42,1.8-1.85.01-.61-.22-.8-.81-.79-2.19.02-4.38.02-6.56,0-.58,0-.83.17-.82.79.03,1.5-.03,3,.02,4.49.13,3.55,1.69,6.22,5,7.73,1.23.56,2.55.7,3.88.7,5.07.01,10.13,0,15.2,0Zm37.03-42.85c1.77,0,3.21,0,4.65,0,.4,0,.81-.04,1.19-.14,1.2-.31,2.1-1.53,2.01-2.69-.1-1.26-1.07-2.29-2.35-2.52-1.11-.19-2.48.54-2.78,1.71-.24.93-.74,1.11-1.54,1.01-.17-.02-.35,0-.52,0-1.09,0-1.21-.15-.99-1.2.62-2.89,3.2-4.73,6.21-4.43,2.72.27,4.86,2.71,4.88,5.58.01,2.39.07,4.78-.03,7.17-.05,1.05.54,1.07,1.23,1.19.84.16.78-.52.89-.97.42-1.71.59-3.43.45-5.21-.54-6.67-5.4-12.49-11.95-14.03-3.6-.85-7.27-.81-10.89-.17-8.19,1.45-13.94,9.59-12.67,17.77q.22,1.39,1.54,1.16c.2-.03.4-.06.6-.05.45.03.68-.19.81-.6.91-2.77,2.61-4.9,5.15-6.35.34-.2.47-.4.34-.83-.51-1.62-.49-1.63,1.17-1.97.11-.02.23-.04.34-.08.65-.19.93.03,1.16.7.96,2.76,2.9,4.42,5.84,4.85,1.86.27,3.74.05,5.27.13Zm7.88,7.38c0-1.6-.02-2.98,0-4.36,0-.56-.06-.83-.71-.53-.71.34-1.49.39-2.28.39-2.76-.02-5.53-.08-8.29.01-3.23.11-6.01-.8-8.28-3.14-.26-.27-.49-.32-.83-.12-2.35,1.37-3.87,3.33-4.24,6.06-.29,2.2-.21,4.41-.04,6.63.49,6.29,6.36,11.82,13.59,11.03,5.25-.57,9.67-4.51,10.73-9.67.45-2.17.28-4.35.32-6.32Zm-27.44,24.52c.51.19.81.3,1.1.41,3.8,1.52,5.46,5.98,3.59,9.63q-.47.91.58.91c10.71,0,21.42,0,32.13,0,.17,0,.35,0,.52,0,.41.02.53-.17.51-.58-.19-4.91-4-9.49-8.89-10.52-1.97-.42-3.98-.58-5.96-.93-.67-.12-1.04.06-1.46.57-3.29,4.02-9.53,4.56-13.2.9-1.31-1.31-2.46-1.63-4.1-1.24-1.53.36-3.13.36-4.83.87Zm-27.75-45.96c.07,1.4-.03,2.84.13,4.28.83,7.51,7.79,12.55,15.13,10.75,3.77-.92,6.79-2.95,8.03-6.94.2-.63.5-1.22.82-1.81.3-.57.46-1.16.53-1.8.27-2.33.1-4.66.12-6.99,0-1.03-.47-1.5-1.52-1.63-4.76-.59-9.53-1.19-14.29-1.76-2.04-.25-3.77-1.05-4.99-2.74-.36-.5-.65-.53-1.11-.17-1.47,1.15-2.4,2.61-2.7,4.47-.23,1.43-.08,2.87-.15,4.34Zm42.8,45.82c1.54-.07,2.9-.53,4.08-1.51.91-.76,1.49-1.58.9-2.82-.12-.25-.16-.55-.21-.84-.11-.66-.42-.83-1.09-.65-2.03.54-4.09.55-6.16.27-.68-.09-1.5-.72-2.02-.16-.43.47-.4,1.35-.64,2.02-.19.56-.04.98.32,1.41,1.27,1.5,2.91,2.19,4.81,2.27Zm-25.22-25.87c-.11-.54-.25-1.07-.31-1.61-.08-.63-.35-.72-.92-.55-2.25.66-4.53.71-6.83.28-2.02-.38-2-.4-2.27,1.65-.06.44.04.68.43.91,1.39.81,2.77,1.64,4.14,2.48.38.24.71.27,1.11.03,1.4-.86,2.81-1.69,4.22-2.53.25-.15.51-.29.43-.67Zm-12.67,2.68c-.25.31-1.27-.21-.94.72.54,1.54,1.27,3.02,1.91,4.53.14.33.35.34.61.13.96-.78,1.93-1.55,2.9-2.32.19-.15.4-.34.08-.53-1.38-.83-2.77-1.65-4.16-2.47-.09-.05-.22-.04-.39-.06Zm16.01.54c.01-.22-.09-.31-.24-.35-.5-.12-.99-.31-1.5,0-1.2.74-2.41,1.47-3.63,2.17-.52.3-.4.5-.02.8.89.69,1.77,1.38,2.63,2.11.47.4.66.24.86-.25.57-1.38,1.18-2.75,1.77-4.13.06-.13.1-.27.14-.36Zm39.78,2c0-1.03-.85-2.19-1.8-2.5-.54-.18-.84-.14-.84.57,0,1.37.12,2.75-.12,4.12-.09.47.17.51.56.44,1.19-.22,2.21-1.41,2.2-2.63Zm-63.57-23.51h0c0-.69-.02-1.38,0-2.07.02-.5-.21-.57-.64-.47-1.07.25-1.97,1.39-1.99,2.54-.01,1.11.91,2.31,1.95,2.58.47.12.71.05.69-.5-.03-.69,0-1.38,0-2.07Zm30.41,22.15h0c0-.69-.01-1.38,0-2.07.01-.46-.14-.61-.62-.51-1.09.24-2.04,1.44-2.02,2.61.02,1.13.97,2.3,2.01,2.53.45.1.64,0,.63-.49-.02-.69,0-1.38,0-2.07Zm-5.39-3.75c.46.09.53-.1.44-.48-.3-1.35-.61-2.69-.59-4.08,0-.34-.14-.37-.44-.22-1.53.77-1.68,1.06-1.35,2.78.02.11.04.23.06.34.3,1.42.45,1.56,1.87,1.66Zm5.51-18.67c.57-.46.99-.8,1.41-1.15.15-.12.38-.27.23-.49-.31-.46-.81-.69-1.33-.65-.53.04-.26.54-.29.84-.05.42-.01.85-.01,1.45Z\"><\/path><path d=\"m67.47,68.02c-3.8,0-6.45-1.74-7.53-4.35-.25-.6-.22-.99.49-1.13.17-.03.33-.11.49-.16q1.32-.44,2.07.74c1.73,2.74,5.84,2.61,7.32-.28.39-.76.73-.91,1.51-.63,1.91.68,1.99.78.86,2.5-1.43,2.18-3.47,3.28-5.22,3.32Z\"><\/path><path d=\"m74.67,56.96c-.62.11-1.19-.03-1.6-.83-.37-.71-1.53-.73-1.88-.01-.43.89-1.07.86-1.83.85-1.59-.02-1.74-.25-1.12-1.74.71-1.71,2.42-2.69,4.38-2.52,1.73.15,3.28,1.58,3.64,3.32.13.65-.03,1.01-.76.94-.23-.02-.46,0-.83,0Z\"><\/path><path d=\"m63.62,56.96c-.61.1-1.19,0-1.61-.82-.37-.72-1.54-.74-1.87-.03-.45.95-1.14.86-1.91.85-1.49-.01-1.64-.23-1.08-1.65.69-1.76,2.41-2.78,4.41-2.6,1.73.15,3.28,1.57,3.65,3.31.13.64-.01,1.01-.75.95-.23-.02-.46,0-.83,0Z\"><\/path><path d=\"m36.19,37.48c2.01,0,4.02.02,6.04-.01.72-.01.91.25.93.95.08,2.8-.98,5.02-3.37,6.47-2.35,1.43-4.81,1.4-7.21.04-2.35-1.34-3.74-4.24-3.39-6.89.08-.61.47-.55.87-.55,2.04,0,4.08,0,6.12,0Zm.06,2.89c-1.03,0-2.07.01-3.1,0-.55,0-.79.1-.43.67.8,1.28,2,1.94,3.45,1.94,1.46,0,2.65-.66,3.45-1.94.28-.45.24-.67-.35-.66-1.01.02-2.01,0-3.02,0Z\"><\/path><path d=\"m44.29,34.84c-.6.07-1.19.02-1.62-.8-.43-.81-1.54-.68-2.06.13-.18.28-.22.68-.69.66-.74-.03-1.5.13-2.22-.1-.28-.09-.19-.45-.16-.7.25-1.96,2.1-3.47,4.21-3.46,2.06.01,3.87,1.55,4.12,3.47.07.54-.09.83-.68.79-.26-.02-.52,0-.91,0Z\"><\/path><path d=\"m33.24,34.84c-.62.07-1.23.01-1.67-.85-.37-.74-1.57-.67-1.93.1-.35.76-.88.78-1.53.75-.03,0-.06,0-.09,0-1.74,0-1.94-.33-1.18-1.93.75-1.58,2.38-2.47,4.25-2.33,1.67.12,3.1,1.33,3.6,3.02.32,1.06.2,1.22-.88,1.24-.14,0-.29,0-.59,0Z\"><\/path><\/svg>\t\t\t<\/figure>\n\t\t\n\t\t<div class=\"ha-infobox-body\">\n\t\t\t<h2 class=\"ha-infobox-title\">Sibling Scholarship<\/h2>\n\t\t\t\t\t\t\t<div class=\"ha-infobox-text\">\n\t\t\t\t\t<p>In the case where multiple siblings are enrolled at our university, each sibling is eligible for a 5% discount on their tuition fees. This discount remains valid as long as they are enrolled. (Master's degree students and fully scholarship recipients, regardless of their level of education, are not eligible for this discount.)<\/p>\n\t\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ab7eb41 ha-infobox-media-dir-top elementor-widget elementor-widget-ha-infobox happy-addon ha-infobox\" data-id=\"ab7eb41\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"ha-infobox.default\">\n\t\t\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\n\t\t\t\t\t<figure class=\"ha-infobox-figure ha-infobox-figure--icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" id=\"katman_1\" data-name=\"katman 1\" viewBox=\"0 0 100 100\"><path d=\"m96.29,78.39c-.53.85-1.3,1.03-2.25.88-1.96-.3-3.94-.52-5.9-.84-.71-.12-1.01.1-1.26.75-.74,1.91-1.56,3.78-2.33,5.68-.28.69-.64,1.25-1.45,1.28-.76.03-1.17-.48-1.52-1.09-2.4-4.17-4.81-8.34-7.28-12.61-.22.33-.4.59-.56.86-2.24,3.88-4.49,7.77-6.72,11.65-.38.66-.79,1.25-1.65,1.18-.86-.07-1.17-.73-1.45-1.42-.77-1.9-1.58-3.77-2.33-5.68-.22-.56-.5-.69-1.07-.6-2.02.31-4.05.56-6.08.83-.12.02-.24.02-.36.03-.64.09-1.2-.05-1.57-.63-.37-.58-.27-1.14.06-1.7.7-1.19,1.38-2.39,2.18-3.78-.49,0-.82,0-1.16,0-15.13,0-30.25,0-45.38,0-2.39,0-3.96-1.15-4.39-3.2-.08-.38-.08-.78-.08-1.17,0-16.84,0-33.69,0-50.53,0-2.81,1.62-4.44,4.42-4.44,26.88,0,53.75,0,80.63,0,2.74,0,4.4,1.64,4.4,4.39,0,16.87,0,33.75,0,50.62,0,.45.04.96-.16,1.33-.46.87-.1,1.51.33,2.23,1.01,1.68,1.97,3.38,2.95,5.07v.9Zm-6.21-11.71l.18-.08c0-.12.02-.24.02-.36,0-15.97,0-31.94,0-47.91,0-1.24-.36-1.58-1.64-1.58-26.79,0-53.58,0-80.37,0-1.34,0-1.66.32-1.66,1.63,0,16.75,0,33.51,0,50.26,0,1.36.28,1.66,1.63,1.66,15.79,0,31.58,0,47.37.02.6,0,.91-.21,1.19-.71,1.03-1.87,2.1-3.72,3.19-5.55.48-.79.87-1.53.52-2.51-.15-.43.02-.96-.05-1.43-.06-.44-.13-.94-.38-1.28-1.35-1.9-1.35-4.28,0-6.16.26-.36.4-.91.37-1.36-.16-2.47,1-4.4,3.27-5.4.3-.13.6-.46.74-.77.99-2.28,3.16-3.51,5.61-3.17.28.04.66-.04.89-.21,2.2-1.61,4.44-1.62,6.59-.03.23.17.6.29.88.25,2.56-.33,4.64.85,5.67,3.21.13.31.45.62.76.75,2.32,1.01,3.52,3.11,3.2,5.59-.04.31.07.71.26.96,1.55,2.12,1.55,4.43,0,6.52-.17.23-.25.58-.28.88-.07.8-.1,1.6-.14,2.41,0,.2-.07.44.02.6.71,1.27,1.45,2.53,2.17,3.8Zm-11.05-.04c1.4.01,2.39-.83,2.42-1.97.03-.97.44-1.46,1.39-1.67,2.22-.5,2.69-1.3,2.04-3.47-.25-.84-.1-1.41.64-1.93,1.41-.99,1.44-2.73.04-3.69-.78-.54-1-1.14-.66-1.99.1-.25.16-.52.21-.78.24-1.19-.26-2.08-1.4-2.47-.34-.12-.69-.2-1.04-.28-.72-.15-1.05-.58-1.15-1.31-.26-1.99-1.57-2.75-3.39-1.95-.69.3-1.21.19-1.7-.34-.24-.27-.48-.54-.76-.77-.91-.78-1.97-.77-2.85.03-.25.22-.47.46-.69.71-.5.57-1.06.67-1.77.35-1.78-.8-3.16.03-3.35,2-.07.7-.42,1.09-1.08,1.26-.41.1-.82.19-1.22.33-.95.36-1.43,1.1-1.33,2.11.04.41.18.82.3,1.22.22.74.09,1.31-.59,1.8-1.51,1.07-1.52,2.75-.03,3.8.73.51.83,1.08.61,1.87-.63,2.21-.2,3,2,3.51.88.21,1.3.6,1.39,1.56.16,1.62,1.56,2.45,2.97,1.92q1.45-.55,2.53.62c1.06,1.15,2.26,1.19,3.36.09.17-.17.34-.34.5-.53.5-.57,1.06-.72,1.76-.34.33.18.72.27.85.32Zm-22.61,9.44c1.83-.23,3.44-.43,5.04-.65,1.37-.19,1.74,0,2.28,1.3.63,1.51,1.26,3.02,1.96,4.71,2.16-3.75,4.23-7.32,6.41-11.09-.81-.29-1.52-.79-2.2-.75-2.17.16-4.26-.74-5.18-2.67-.43-.92-.99-1.48-2.01-1.7-2.06,3.54-4.14,7.11-6.31,10.85Zm20.14-5.5c2.07,3.58,4.13,7.15,6.28,10.86.73-1.75,1.38-3.33,2.05-4.91.45-1.05.92-1.3,2.05-1.14.62.09,1.25.19,1.88.27,1.05.13,2.09.26,3.31.4-2.18-3.74-4.26-7.31-6.29-10.8-1.12.18-1.61.84-2.05,1.73-.91,1.79-2.54,2.71-4.49,2.61-1.11-.06-1.9.18-2.72.98Z\"><\/path><path d=\"m48.63,36.63c10.75,0,21.51,0,32.26,0,1.25,0,1.86.48,1.84,1.46-.02.81-.44,1.29-1.24,1.41-.3.04-.6.02-.9.02-21.36,0-42.72,0-64.07,0-.27,0-.54.02-.81-.01-.81-.09-1.32-.66-1.31-1.45.01-.79.52-1.34,1.35-1.42.3-.03.6-.01.9-.01,10.66,0,21.33,0,31.99,0Z\"><\/path><path d=\"m48.65,25.72c10.6,0,21.21,0,31.81,0,.36,0,.73-.01,1.08.03.78.1,1.16.59,1.19,1.35.02.75-.32,1.28-1.09,1.44-.29.06-.6.07-.9.07-21.45,0-42.89,0-64.34,0-.33,0-.67,0-.98-.09-.76-.19-1.07-.76-1.02-1.49.05-.7.43-1.18,1.17-1.27.36-.04.72-.04,1.08-.04,10.66,0,21.33,0,31.99,0Z\"><\/path><path d=\"m34.54,58.48c6.05,0,12.11,0,18.16,0,.3,0,.61-.02.9.02.68.1,1.07.53,1.14,1.2.07.69-.14,1.29-.85,1.51-.42.13-.89.14-1.33.14-11.99,0-23.98,0-35.97,0-.39,0-.79,0-1.16-.09-.76-.18-1.09-.75-1.03-1.49.06-.74.47-1.23,1.25-1.3.27-.03.54-.01.81-.01,6.02,0,12.05,0,18.07,0Z\"><\/path><path d=\"m34.58,50.43c-5.99,0-11.99,0-17.98,0-.33,0-.66,0-.99-.03-.79-.09-1.17-.6-1.21-1.34-.03-.74.31-1.28,1.08-1.45.29-.06.6-.07.9-.07,12.14,0,24.28,0,36.42,0,1.33,0,1.91.4,1.97,1.34.06.87-.42,1.44-1.29,1.53-.39.04-.78.02-1.17.02-5.9,0-11.81,0-17.71,0Z\"><\/path><path d=\"m74.23,64.89c-5.06-.02-9.13-4.11-9.11-9.16.02-5.08,4.16-9.19,9.23-9.15,5.01.04,9.12,4.21,9.08,9.22-.03,5.03-4.16,9.11-9.2,9.09Zm.04-2.89c3.46,0,6.27-2.81,6.27-6.26,0-3.43-2.84-6.27-6.28-6.27-3.45,0-6.25,2.82-6.25,6.27,0,3.47,2.79,6.25,6.26,6.25Z\"><\/path><\/svg>\t\t\t<\/figure>\n\t\t\n\t\t<div class=\"ha-infobox-body\">\n\t\t\t<h2 class=\"ha-infobox-title\">Achievement Scholarship<\/h2>\n\t\t\t\t\t\t\t<div class=\"ha-infobox-text\">\n\t\t\t\t\t<p>Istanbul Geli\u015fim University rewards successful students with success scholarships during their education. Scholarship opportunities are provided at the rate determined by the Board of Trustees.<\/p>\n\t\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-31717d8\" data-id=\"31717d8\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-f04f28c ha-infobox-media-dir-top elementor-widget elementor-widget-ha-infobox happy-addon ha-infobox\" data-id=\"f04f28c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"ha-infobox.default\">\n\t\t\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\n\t\t\t\t\t<figure class=\"ha-infobox-figure ha-infobox-figure--icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" id=\"katman_1\" data-name=\"katman 1\" viewBox=\"0 0 100 100\"><image width=\"320\" height=\"320\" transform=\"translate(14.77 11.1) scale(.24)\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/svg>\t\t\t<\/figure>\n\t\t\n\t\t<div class=\"ha-infobox-body\">\n\t\t\t<h2 class=\"ha-infobox-title\">Come To Gelisim Scholarship<\/h2>\n\t\t\t\t\t\t\t<div class=\"ha-infobox-text\">\n\t\t\t\t\t<p>What is Come to Geli\u015fim?<br><br>\n\nCome to Geli\u015fim, launched by Istanbul Geli\u015fim University in 2019, is a university acceptance program that offers additional scholarship opportunities to students who want to achieve success through their talent, experience, ideas, or projects. Come to Geli\u015fim provides prospective university students with the opportunity to establish their own criteria for success and defines \"special scholarships\" for them to evaluate areas in which they can improve.<br><br>\n\nProspective students apply to Come to Geli\u015fim by submitting a detailed motivation letter that highlights their unique qualities and talents. Applications evaluated by the commission result in scholarships in addition to the \u00d6SYM scholarship, at a rate determined by the commission. Details can be followed on the https:\/\/cometogelisim.com\/ page.<\/p>\n\t\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-c7f76ab elementor-section-full_width elementor-section-height-default elementor-section-height-default\" data-id=\"c7f76ab\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-053c57e\" data-id=\"053c57e\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-e050606 elementor-widget__width-initial ha-infobox-media-dir-top elementor-widget elementor-widget-ha-infobox happy-addon ha-infobox\" data-id=\"e050606\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"ha-infobox.default\">\n\t\t\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\n\t\t\t\t\t<figure class=\"ha-infobox-figure ha-infobox-figure--icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" id=\"katman_1\" data-name=\"katman 1\" viewBox=\"0 0 100 100\"><path d=\"m51.17,7.07c.57.13,1.14.24,1.7.4,2.74.79,4.73,2.46,5.85,5.1.21.48.45.67.98.66,1.65-.03,3.3-.02,4.95,0,.44,0,.9.02,1.33.13.99.25,1.39.78,1.4,1.8.01,1.03,0,2.05,0,3.16,2.46,0,4.83-.03,7.2.02.94.02,1.91.1,2.81.34,3.64.94,6.31,4.37,6.32,8.14.01,19.42.01,38.84,0,58.27,0,3.84-2.91,7.07-6.86,7.69-.69.11-1.39.17-2.08.17-16.52,0-33.03,0-49.55.01-1.92,0-3.71-.41-5.33-1.47-2.37-1.55-3.62-3.71-3.62-6.59.01-8.66,0-17.33,0-25.99,0-10.54,0-21.07,0-31.61,0-5.22,3.74-8.96,8.98-8.98,2.15,0,4.3,0,6.46,0,.27,0,.54-.02.9-.04,0-1,0-1.94,0-2.88,0-1.47.57-2.1,2.06-2.14,1.81-.05,3.63-.04,5.45-.02.49,0,.73-.14.94-.6,1.36-2.98,3.67-4.78,6.89-5.41.13-.03.25-.1.38-.15.95,0,1.9,0,2.85,0Zm-18.56,15.33c-2.53,0-4.93-.01-7.33,0-3.07.02-4.94,1.92-4.94,5,0,9.44,0,18.89,0,28.33,0,9.67,0,19.34,0,29.01,0,1.55.57,2.79,1.97,3.41.94.41,2.03.67,3.06.68,16.43.04,32.86.03,49.29.03.2,0,.39,0,.59,0,2.93-.15,4.42-1.7,4.42-4.63,0-15.34,0-30.68,0-46.02,0-3.72,0-7.43,0-11.15,0-2.44-1.72-4.45-4.12-4.57-2.65-.13-5.3-.03-7.96-.03-.04,0-.09.06-.19.15,0,1.4,0,2.85,0,4.3,0,1.84-.82,2.66-2.66,2.66-9.84,0-19.67,0-29.51,0-1.82,0-2.6-.78-2.61-2.59,0-1.48,0-2.95,0-4.56Zm30.63-5.1c-1.82,0-3.55,0-5.28,0-1.48,0-2.19-.55-2.59-1.99-.72-2.62-2.9-4.4-5.43-4.43-2.54-.03-4.87,1.77-5.61,4.35-.47,1.63-1.06,2.07-2.76,2.07-1.59,0-3.17,0-4.77,0v8.12h26.44v-8.12Z\"><\/path><path d=\"m59.65,44.89c-3.66,0-7.31,0-10.97,0-.36,0-.73,0-1.08-.06-.94-.15-1.6-.9-1.65-1.83-.06-.97.46-1.78,1.37-2.06.34-.1.71-.13,1.07-.13,7.57,0,15.13,0,22.7,0,.38,0,.79.04,1.15.17.84.3,1.33,1.15,1.26,2.06-.07.9-.71,1.63-1.61,1.79-.35.06-.72.07-1.08.07-3.71,0-7.43,0-11.14,0Z\"><\/path><path d=\"m59.72,73.5c3.82,0,7.65,0,11.47,0,1.41,0,2.32.86,2.3,2.1-.02.94-.64,1.72-1.57,1.92-.32.07-.66.09-1,.09-7.48,0-14.96,0-22.45,0-1.58,0-2.48-.7-2.54-1.94-.06-1.3.84-2.16,2.3-2.17,3.69-.01,7.37,0,11.06,0,.14,0,.28,0,.42,0Z\"><\/path><path d=\"m59.73,57.17c3.82,0,7.65,0,11.47,0,1.37,0,2.23.75,2.28,1.92.05,1.1-.73,2.01-1.82,2.13-.3.03-.61.02-.92.02-7.48,0-14.96,0-22.45,0-1.43,0-2.31-.73-2.36-1.93-.05-1.25.79-2.12,2.15-2.13,2.62-.02,5.25,0,7.87,0,1.26,0,2.51,0,3.77,0Z\"><\/path><path d=\"m32.89,58.74c2.01-1.91,4.08-3.91,6.17-5.88.98-.92,2.11-.97,2.99-.17.88.79,1,2,.15,2.82-2.7,2.62-5.44,5.21-8.2,7.78-.82.76-1.91.68-2.71-.12-1.4-1.4-2.79-2.81-4.15-4.25-.86-.91-.83-2.24,0-3.01.83-.77,1.98-.67,2.92.22.91.86,1.84,1.7,2.82,2.61Z\"><\/path><path d=\"m32.88,42.39c2.01-1.91,4.08-3.89,6.17-5.87.86-.81,1.71-.96,2.58-.49,1.24.68,1.54,2.19.53,3.17-2.68,2.6-5.4,5.17-8.14,7.72-.83.78-1.9.71-2.7-.09-1.38-1.38-2.75-2.77-4.1-4.19-.92-.96-.93-2.26-.1-3.07.8-.77,2.04-.66,2.99.25.89.85,1.79,1.67,2.77,2.57Z\"><\/path><path d=\"m32.87,75.11c2.02-1.92,4.1-3.91,6.19-5.89.85-.81,1.72-.95,2.59-.46,1.24.7,1.51,2.19.49,3.18-2.67,2.59-5.37,5.14-8.09,7.67-.87.81-1.93.74-2.77-.11-1.36-1.36-2.71-2.74-4.05-4.14-.92-.96-.95-2.26-.12-3.08.81-.8,2.07-.66,3.05.29.86.83,1.75,1.64,2.7,2.52Z\"><\/path><\/svg>\t\t\t<\/figure>\n\t\t\n\t\t<div class=\"ha-infobox-body\">\n\t\t\t<h2 class=\"ha-infobox-title\">Board of Trustees Scholarship<\/h2>\n\t\t\t\t\t\t\t<div class=\"ha-infobox-text\">\n\t\t\t\t\t<p>Students who rank in the top 10, top 100, top 500, or top 1000 will be awarded an achievement scholarship under conditions and rates determined by Istanbul Geli\u015fim University. This scholarship does not apply to students placed through language scores. The \"achievement scholarship\" is paid for 9 months and, unless affected by absenteeism, failure, or disciplinary action, is valid for 2 years in associate degree programs and 4 years in undergraduate programs.<\/p>\n\t\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-018fb57\" data-id=\"018fb57\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-6cb60d5 ha-infobox-media-dir-top elementor-widget elementor-widget-ha-infobox happy-addon ha-infobox\" data-id=\"6cb60d5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"ha-infobox.default\">\n\t\t\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\n\t\t\t\t\t<figure class=\"ha-infobox-figure ha-infobox-figure--icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" id=\"katman_1\" data-name=\"katman 1\" viewBox=\"0 0 100 100\"><defs><style>      .cls-1 {        fill: #fff;      }    <\/style><\/defs><path d=\"m93.17,40.56c-.28,1.68-.47,3.38-.85,5.04-2.74,12.25-12.96,21.91-25.34,23.98-8.58,1.44-16.45-.36-23.61-5.29-.2-.14-.42-.27-.64-.42-.13.11-.24.2-.33.29-.95.92-1.89,1.84-2.82,2.75.87,1.42.85,1.61-.27,2.72-7.13,7.13-14.26,14.27-21.4,21.4-2.87,2.87-7,2.83-9.53-.07-1.97-2.26-2.06-5.64-.2-8,.24-.31.52-.59.79-.87,7.17-7.18,14.35-14.35,21.52-21.52.98-.98,1.36-1,2.56-.09.5-.53,1.01-1.08,1.54-1.61.51-.51,1.06-1,1.52-1.43-1.02-1.75-2.05-3.33-2.89-5-8.23-16.39-.4-36.7,16.69-43.37,2.84-1.11,5.77-1.84,8.81-2.09.19-.02.37-.09.56-.14,1.52,0,3.04,0,4.55,0,1.07.16,2.15.32,3.22.5,12.19,2.01,22.54,11.75,25.25,23.82.38,1.71.59,3.47.87,5.2v4.22Zm-60.71-2.1c0,16.01,13.03,29.06,29.05,29.09,16.03.03,29.13-13.05,29.13-29.09,0-16.01-13.03-29.05-29.05-29.08-16.04-.03-29.13,13.05-29.13,29.09Zm-4.44,28.02c-.15.19-.32.45-.54.67-4.86,4.87-9.73,9.73-14.59,14.6-.83.83-1.69,1.65-2.49,2.51-1,1.07-1.31,2.35-.86,3.74.45,1.39,1.43,2.27,2.87,2.56,1.41.29,2.59-.19,3.59-1.19,5.72-5.72,11.44-11.44,17.15-17.16.12-.12.22-.25.28-.31-1.79-1.79-3.54-3.55-5.41-5.42Zm2.15-1.95c1.81,1.8,3.56,3.55,5.26,5.24.46-.46,1.01-1.01,1.49-1.48-1.73-1.73-3.48-3.48-5.25-5.25-.49.49-1.03,1.04-1.49,1.49Zm7.51.47c.93-.92,1.91-1.89,2.75-2.72-.89-.91-1.84-1.88-2.71-2.78-.91.91-1.88,1.88-2.8,2.79.92.91,1.89,1.87,2.75,2.71Z\"><\/path><path class=\"cls-1\" d=\"m34.97,38.78c.06.74.09,1.87.23,2.98,1.92,15,15.9,25.37,30.82,22.87,14.71-2.46,24.56-16.88,21.55-31.56-3.52-17.12-22.55-26.26-38.09-18.25-1.64.84-3.13,1.97-4.65,3.03-.66.46-.71,1.2-.27,1.78.44.57,1.12.65,1.8.21.16-.11.31-.24.47-.35,5.31-4.03,11.28-5.7,17.89-4.85,12.8,1.65,21.97,13.26,20.74,26.14-1.3,13.5-13.65,23.31-27.07,21.5-15.87-2.14-25.28-18.9-18.77-33.52.85-1.9,2.14-3.61,3.26-5.38.57-.89.37-1.83-.54-2.12-.72-.22-1.17.18-1.57.69-3.79,4.83-5.68,10.33-5.79,16.84Z\"><\/path><path d=\"m34.97,38.78c.11-6.51,2-12.01,5.79-16.84.4-.52.85-.92,1.57-.69.91.29,1.11,1.22.54,2.12-1.12,1.77-2.41,3.48-3.26,5.38-6.51,14.62,2.9,31.38,18.77,33.52,13.42,1.81,25.77-7.99,27.07-21.5,1.24-12.89-7.93-24.49-20.74-26.14-6.61-.85-12.58.82-17.89,4.85-.16.12-.31.25-.47.35-.67.45-1.36.37-1.8-.21-.44-.58-.39-1.31.27-1.78,1.52-1.06,3.01-2.18,4.65-3.03,15.54-8.01,34.57,1.13,38.09,18.25,3.01,14.68-6.83,29.1-21.55,31.56-14.92,2.49-28.9-7.88-30.82-22.87-.14-1.11-.17-2.24-.23-2.98Z\"><\/path><\/svg>\t\t\t<\/figure>\n\t\t\n\t\t<div class=\"ha-infobox-body\">\n\t\t\t<h2 class=\"ha-infobox-title\">R&amp;D Incentive Scholarship<\/h2>\n\t\t\t\t\t\t\t<div class=\"ha-infobox-text\">\n\t\t\t\t\t<p>At Istanbul Geli\u015fim University, students who undertake projects that are globally impactful, innovative, and entrepreneurial in nature are eligible to receive R&amp;D incentive scholarships. Scholarships are provided at a rate determined by the Board of Trustees.<\/p>\n\t\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d4ace57 ha-infobox-media-dir-top elementor-widget elementor-widget-ha-infobox happy-addon ha-infobox\" data-id=\"d4ace57\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"ha-infobox.default\">\n\t\t\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\n\t\t\t\t\t<figure class=\"ha-infobox-figure ha-infobox-figure--icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" id=\"katman_1\" data-name=\"katman 1\" viewBox=\"0 0 100 100\"><defs><style>      .cls-1 {        clip-path: url(#clippath);      }      .cls-2 {        fill: none;      }    <\/style><clipPath id=\"clippath\"><circle class=\"cls-2\" cx=\"50\" cy=\"50\" r=\"40.59\"><\/circle><\/clipPath><\/defs><g class=\"cls-1\"><image width=\"1970\" height=\"600\" transform=\"translate(8.05 7.69) scale(.14)\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/g><\/svg>\t\t\t<\/figure>\n\t\t\n\t\t<div class=\"ha-infobox-body\">\n\t\t\t<h2 class=\"ha-infobox-title\">International Baccalaureate (IB) Support Scholarship<\/h2>\n\t\t\t\t\t\t\t<div class=\"ha-infobox-text\">\n\t\t\t\t\t<p>Students who hold an International Baccalaureate (IB) diploma with a score between 35-45 are eligible for scholarships.<br><br>\n\nThe scholarships provided to students placed in scholarship programs only cover the tuition fees. Other expenses such as accommodation, meals, transportation, books, etc., are not included in the scholarship.<br><br>\n\nThese scholarships are unconditional and will not be terminated during the regular academic term. However, if the normal duration of education is exceeded, or if a disciplinary penalty is imposed, the relevant scholarships will be terminated as of the date when the disciplinary penalty becomes final.<br><br>\n\nStudents who receive a 100% scholarship from \u00d6SYM are not eligible for these scholarships.<\/p>\n\t\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<div class=\"elementor-element elementor-element-ba681c3 elementor-widget elementor-widget-text-editor\" data-id=\"ba681c3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>**Come To Gelisim Scholarship&#8221; cannot be combined with &#8220;Preference Scholarship,&#8221; &#8220;Corporate Scholarship,&#8221; or &#8220;IGU Scholarship.&#8221;<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Scholarship Opportunities Home Page Scholarship For the students placed by \u00d6SYM, this scholarship is non-refundable and remains uninterrupted throughout the regular education and training period. In addition to accommodation, meals, transportation, books, etc., it covers the entire tuition fee. In case the regular education period is exceeded, the continuation of the scholarship is determined by [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"_gspb_post_css":"","footnotes":""},"class_list":["post-1902","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/welcometogelisim.org\/en\/wp-json\/wp\/v2\/pages\/1902","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/welcometogelisim.org\/en\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/welcometogelisim.org\/en\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/welcometogelisim.org\/en\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/welcometogelisim.org\/en\/wp-json\/wp\/v2\/comments?post=1902"}],"version-history":[{"count":13,"href":"https:\/\/welcometogelisim.org\/en\/wp-json\/wp\/v2\/pages\/1902\/revisions"}],"predecessor-version":[{"id":6856,"href":"https:\/\/welcometogelisim.org\/en\/wp-json\/wp\/v2\/pages\/1902\/revisions\/6856"}],"wp:attachment":[{"href":"https:\/\/welcometogelisim.org\/en\/wp-json\/wp\/v2\/media?parent=1902"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}