{"id":66,"date":"2024-02-07T20:59:10","date_gmt":"2024-02-07T19:59:10","guid":{"rendered":"http:\/\/euler.matf.bg.ac.rs\/matfusion2\/o-nama\/"},"modified":"2024-05-09T13:52:36","modified_gmt":"2024-05-09T11:52:36","slug":"o-nama","status":"publish","type":"page","link":"https:\/\/matfusion.matf.bg.ac.rs\/en\/o-nama\/","title":{"rendered":"ABOUT US"},"content":{"rendered":"<div class=\"\" style=\"\" >\n    \n    <section class=\"u-align-center u-clearfix u-grey-5 u-section-2\" id=\"carousel_10a9\">\n      <img decoding=\"async\" class=\"u-expanded-width u-image u-image-1\" src=\"https:\/\/matfusion.matf.bg.ac.rs\/wp-content\/uploads\/2024\/03\/MATF7-min-scaled.webp\" data-image-width=\"3888\" data-image-height=\"2508\">\n      <div class=\"u-container-style u-group u-palette-1-base u-shape-rectangle u-group-1\">\n        <div class=\"u-container-layout u-container-layout-1\">\n          <h2 class=\"u-align-center u-text u-text-default u-text-1\">ABOUT US<br>\n          <\/h2>\n          <p class=\"u-align-justify u-text u-text-default u-text-2\"> MATF - a place where tradition meets innovation! At the very core of our institution, the Faculty of Mathematics proudly carries it\u2019s long history, while also introducing great innovations, which enable our students to obtain an education of exceptional quality. Our dynamic programs keep MATF a leader in the preparation of students for the fourth industrial revolution. We offer more than just learning, we give our students the tools to become visionaries, bringers of changes and leaders of a digital age. <br>\n          <\/p>\n          <img decoding=\"async\" class=\"u-align-center-xs u-image u-image-contain u-image-default u-image-2\" src=\"https:\/\/matfusion.matf.bg.ac.rs\/wp-content\/uploads\/2024\/03\/LOGOENGL2.png\" alt=\"\" data-image-width=\"4725\" data-image-height=\"2432\">\n        <\/div>\n      <\/div>\n      <div class=\"u-list u-list-1\">\n        <div class=\"u-repeater u-repeater-1\">\n          <div class=\"u-container-align-center-lg u-container-align-center-xl u-container-style u-list-item u-repeater-item\">\n            <div class=\"u-container-layout u-similar-container u-container-layout-2\">\n              <h3 class=\"u-align-center u-custom-item u-text u-text-palette-1-base u-text-3\" data-animation-name=\"counter\" data-animation-event=\"scroll\" data-animation-duration=\"3000\">2000+<\/h3>\n            <\/div>\n          <\/div>\n          <div class=\"u-container-align-center-lg u-container-align-center-xl u-container-style u-list-item u-repeater-item\">\n            <div class=\"u-container-layout u-similar-container u-container-layout-3\">\n              <h3 class=\"u-align-center u-custom-item u-text u-text-default-lg u-text-default-xl u-text-palette-1-base u-text-4\" data-animation-name=\"counter\" data-animation-event=\"scroll\" data-animation-duration=\"3000\">100+<\/h3>\n            <\/div>\n          <\/div>\n          <div class=\"u-container-align-center-lg u-container-align-center-xl u-container-style u-list-item u-repeater-item\">\n            <div class=\"u-container-layout u-similar-container u-container-layout-4\">\n              <h3 class=\"u-align-center u-custom-item u-text u-text-default-lg u-text-default-xl u-text-palette-1-base u-text-5\" data-animation-name=\"counter\" data-animation-event=\"scroll\" data-animation-duration=\"3000\">8<\/h3>\n            <\/div>\n          <\/div>\n        <\/div>\n      <\/div>\n      <p class=\"u-text u-text-default u-text-palette-1-base u-text-6\">Current students<br>\n      <\/p>\n      <p class=\"u-text u-text-default u-text-palette-1-base u-text-7\">Teachers and Assistants<br>\n      <\/p>\n      <p class=\"u-text u-text-palette-1-base u-text-8\">Modules<br>\n      <\/p>\n    <\/section>\n    <section class=\"u-align-center u-clearfix u-grey-15 u-section-3\" id=\"sec-8ce8\">\n      <div class=\"u-clearfix u-sheet u-sheet-1\">\n        <h2 class=\"u-text u-text-1\" data-animation-name=\"customAnimationIn\" data-animation-duration=\"1750\" data-animation-delay=\"500\">ABOUT US<br>\n        <\/h2>\n        <div class=\"u-align-center-xs u-expanded-width u-list u-list-1\">\n          <div class=\"u-repeater u-repeater-1\">\n            <div class=\"u-align-left u-container-align-center-xs u-container-style u-image u-list-item u-repeater-item u-shading u-image-1\" data-image-width=\"1014\" data-image-height=\"700\" 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\" alt=\"\"><\/span>\n                <h3 class=\"u-align-center u-custom-font u-font-montserrat u-text u-text-2\" data-animation-name=\"customAnimationIn\" data-animation-duration=\"1250\" data-animation-delay=\"500\">Informatics<\/h3>\n                <ul class=\"u-text u-text-3\" data-animation-name=\"customAnimationIn\" data-animation-duration=\"1500\" data-animation-delay=\"500\"> This program is an excellent choice for those who wish to learn about IT, especially programming, data bases, software development and AI.<\/ul>\n              <\/div>\n            <\/div>\n            <div class=\"u-align-left u-container-align-center-xs u-container-style u-image u-list-item u-repeater-item u-shading u-video-cover u-image-2\" data-image-width=\"626\" data-image-height=\"417\" style=\"background-image: linear-gradient(0deg, rgba(71, 138, 201, 0.8), rgba(71, 138, 201, 0.8)), 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\" alt=\"\"><\/span>\n                <h3 class=\"u-align-center u-custom-font u-font-montserrat u-text u-text-4\" data-animation-name=\"customAnimationIn\" data-animation-duration=\"1250\" data-animation-delay=\"500\">Mathematics<\/h3>\n                <ul class=\"u-text u-text-5\" data-animation-name=\"customAnimationIn\" data-animation-duration=\"1500\" data-animation-delay=\"500\">\n                  <li> Professor of Mathematics and Computer Science <\/li>\n                  <li> Theoretical Mathematics and Applications <\/li>\n                  <li> Computer Science and Informatics <\/li>\n                  <li> Applied Mathematics <\/li>\n                  <li> Statistics, Actuarial and Financial Mathematics<\/li>\n                <\/ul>\n              <\/div>\n            <\/div>\n            <div class=\"u-align-left u-container-align-center-xs u-container-style u-image u-list-item u-repeater-item u-shading u-video-cover u-image-3\" data-image-width=\"626\" 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\" alt=\"\"><\/span>\n                <h3 class=\"u-align-center u-custom-font u-font-montserrat u-text u-text-6\" data-animation-name=\"customAnimationIn\" data-animation-duration=\"1250\" data-animation-delay=\"500\">Astronomy and Astrophysics<br>\n                <\/h3>\n                <br style=\"width: 300px; margin-right: 0px; margin-left: 0px;\">\n                <br style=\"width: 300px; margin-right: 0px; margin-left: 0px;\">\n                <br style=\"width: 300px; margin-right: 0px; margin-left: 0px;\">\n                <p class=\"u-text u-text-7\" data-animation-name=\"customAnimationIn\" data-animation-duration=\"1500\" data-animation-delay=\"500\">Astrophysics combines math, IT and advanced technology to study the cosmos, while new computer resources and tech create the field of astroinformatics, combining the theoretical knowledge of astronomy with the practical understanding of IT and computing<\/p>\n              <\/div>\n            <\/div>\n          <\/div>\n        <\/div>\n      <\/div>\n    <\/section>\n    <section class=\"u-clearfix u-section-4\" id=\"sec-5b92\">\n      <div class=\"u-clearfix u-sheet u-sheet-1\">\n        <h2 class=\"u-align-center u-custom-font u-font-montserrat u-text u-text-1\">MEET OUR TEAM <\/h2>\n      <\/div>\n    <\/section>\n    <section class=\"u-clearfix u-palette-1-base u-section-5\" id=\"carousel_3a49\">\n      <div class=\"u-clearfix u-sheet u-sheet-1\">\n        <h2 class=\"u-align-center u-custom-font u-font-montserrat u-text u-text-1\">OVERSEEING COMITTEE<\/h2>\n        <div class=\"u-expanded-width u-list u-list-1\">\n          <div class=\"u-repeater u-repeater-1\">\n            <div class=\"u-align-center u-container-align-center-xs u-container-style u-list-item u-opacity u-opacity-90 u-repeater-item u-shape-rectangle\">\n              <div class=\"u-container-layout u-similar-container u-container-layout-1\">\n                <div alt=\"\" class=\"u-image u-image-circle u-image-1\" data-image-width=\"1080\" data-image-height=\"1080\" style=\"background-image: url(&quot;https:\/\/matfusion.matf.bg.ac.rs\/wp-content\/uploads\/2024\/02\/13.png&quot;);\"><\/div>\n                <h4 class=\"u-align-center u-text u-text-2\">\n                  <a class=\"u-active-none u-border-none u-btn u-button-link u-button-style u-hover-none u-none u-text-white u-btn-1\" data-href=\"http:\/\/www.matf.bg.ac.rs\/p\/bojana-milosevic\/pocetna\/\" data-target=\"_blank\">Prof. dr Bojana Milo\u0161evi\u0107<br>\n                  <\/a>\n                <\/h4>\n                <p class=\"u-align-center u-custom-font u-font-montserrat u-text u-text-3\">Faculty of Mathematics Coordinator of industry cooperation <\/p>\n                <div class=\"u-social-icons u-spacing-10 u-social-icons-1\">\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"Email\" title=\"Email\" href=\"mailto:bojana.milosevic@matf.bg.ac.rs\"><span class=\"u-icon u-social-email u-social-icon u-text-custom-color-1 u-icon-1\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-e005\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-e005\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path id=\"path3864\" fill=\"#FFFFFF\" d=\"M27.2,28h57.6c4,0,7.2,3.2,7.2,7.2l0,0v42.7c0,3.9-3.2,7.2-7.2,7.2l0,0H27.2\tc-4,0-7.2-3.2-7.2-7.2V35.2C20,31.1,23.2,28,27.2,28 M56,52.9l28.8-17.8H27.2L56,52.9 M27.2,77.7h57.6V43.5L56,61.3L27.2,43.5V77.7z\t\"><\/path><\/svg><\/span>\n                  <\/a>\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"LinkedIn\" title=\"LinkedIn\" href=\"https:\/\/www.linkedin.com\/in\/bojana-milosevic-7b564114\"><span class=\"u-icon u-social-icon u-social-linkedin u-text-custom-color-1 u-icon-2\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-f981\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-f981\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path fill=\"#FFFFFF\" d=\"M41.3,83.7H27.9V43.4h13.4V83.7z M34.6,37.9L34.6,37.9c-4.6,0-7.5-3.1-7.5-7c0-4,3-7,7.6-7s7.4,3,7.5,7      C42.2,34.8,39.2,37.9,34.6,37.9z M89.6,83.7H76.2V62.2c0-5.4-1.9-9.1-6.8-9.1c-3.7,0-5.9,2.5-6.9,4.9c-0.4,0.9-0.4,2.1-0.4,3.3v22.5      H48.7c0,0,0.2-36.5,0-40.3h13.4v5.7c1.8-2.7,5-6.7,12.1-6.7c8.8,0,15.4,5.8,15.4,18.1V83.7z\"><\/path><\/svg><\/span>\n                  <\/a>\n                <\/div>\n              <\/div>\n            <\/div>\n            <div class=\"u-align-center u-container-align-center-xs u-container-style u-list-item u-opacity u-opacity-90 u-repeater-item u-shape-rectangle\">\n              <div class=\"u-container-layout u-similar-container u-container-layout-2\">\n                <div alt=\"\" class=\"u-image u-image-circle u-image-2\" data-image-width=\"360\" data-image-height=\"360\" style=\"background-image: url(&quot;https:\/\/matfusion.matf.bg.ac.rs\/wp-content\/uploads\/2024\/03\/person.jpg&quot;);\"><\/div>\n                <h4 class=\"u-align-center u-text u-text-4\">\n                  <a class=\"u-active-none u-border-none u-btn u-button-link u-button-style u-hover-none u-none u-text-white u-btn-2\" data-href=\"http:\/\/www.matf.bg.ac.rs\/p\/aleksandra-delic\/pocetna\/\" data-target=\"_blank\">Doc. dr Aleksandra Deli\u0107 <\/a>\n                <\/h4>\n                <p class=\"u-align-center u-custom-font u-font-montserrat u-text u-text-5\">Faculty of Mathematics Coordinator of internships<br>\n                <\/p>\n                <div class=\"u-social-icons u-spacing-10 u-social-icons-2\">\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"Email\" title=\"Email\" href=\"mailto:aleksandra.delic@matf.bg.ac.rs\"><span class=\"u-icon u-social-email u-social-icon u-text-custom-color-1 u-icon-3\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-e005\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-e005\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path id=\"path3864\" fill=\"#FFFFFF\" d=\"M27.2,28h57.6c4,0,7.2,3.2,7.2,7.2l0,0v42.7c0,3.9-3.2,7.2-7.2,7.2l0,0H27.2\tc-4,0-7.2-3.2-7.2-7.2V35.2C20,31.1,23.2,28,27.2,28 M56,52.9l28.8-17.8H27.2L56,52.9 M27.2,77.7h57.6V43.5L56,61.3L27.2,43.5V77.7z\t\"><\/path><\/svg><\/span>\n                  <\/a>\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"LinkedIn\" title=\"LinkedIn\" href=\"https:\/\/www.linkedin.com\/in\/aleksandra-delic-a865b1245?utm_source=share&amp;utm_campaign=share_via&amp;utm_content=profile&amp;utm_medium=android_app\"><span class=\"u-icon u-social-icon u-social-linkedin u-text-custom-color-1 u-icon-4\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-f981\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-f981\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path fill=\"#FFFFFF\" d=\"M41.3,83.7H27.9V43.4h13.4V83.7z M34.6,37.9L34.6,37.9c-4.6,0-7.5-3.1-7.5-7c0-4,3-7,7.6-7s7.4,3,7.5,7      C42.2,34.8,39.2,37.9,34.6,37.9z M89.6,83.7H76.2V62.2c0-5.4-1.9-9.1-6.8-9.1c-3.7,0-5.9,2.5-6.9,4.9c-0.4,0.9-0.4,2.1-0.4,3.3v22.5      H48.7c0,0,0.2-36.5,0-40.3h13.4v5.7c1.8-2.7,5-6.7,12.1-6.7c8.8,0,15.4,5.8,15.4,18.1V83.7z\"><\/path><\/svg><\/span>\n                  <\/a>\n                <\/div>\n              <\/div>\n            <\/div>\n          <\/div>\n        <\/div>\n      <\/div>\n    <\/section>\n    <section class=\"u-clearfix u-palette-1-base u-section-6\" id=\"carousel_49ea\">\n      <div class=\"u-clearfix u-sheet u-sheet-1\">\n        <h2 class=\"u-align-center u-custom-font u-font-montserrat u-text u-text-1\">ORGANIZING COMMITTE<\/h2>\n        <div class=\"u-expanded-width u-list u-list-1\">\n          <div class=\"u-repeater u-repeater-1\">\n            <div class=\"u-container-align-center-xs u-container-style u-list-item u-repeater-item\">\n              <div class=\"u-container-layout u-similar-container u-container-layout-1\">\n                <div alt=\"\" class=\"u-image u-image-circle u-image-1\" data-image-width=\"1080\" data-image-height=\"1080\" style=\"background-image: url(&quot;https:\/\/matfusion.matf.bg.ac.rs\/wp-content\/uploads\/2024\/02\/srba.png&quot;);\"><\/div>\n                <h4 class=\"u-align-center u-text u-text-2\">Mihajlo Srbakoski<br>\n                <\/h4>\n                <p class=\"u-align-center u-custom-font u-font-montserrat u-text u-text-3\">Coordinator<br>\n                <\/p>\n                <div class=\"u-social-icons u-spacing-10 u-social-icons-1\">\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"Email\" title=\"Email\" href=\"mailto:sana.stojanovic.djurdjevic@matf.bg.ac.rs\"><span class=\"u-icon u-social-email u-social-icon u-text-custom-color-1 u-icon-1\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-2196\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-2196\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path id=\"path3864\" fill=\"#FFFFFF\" d=\"M27.2,28h57.6c4,0,7.2,3.2,7.2,7.2l0,0v42.7c0,3.9-3.2,7.2-7.2,7.2l0,0H27.2\tc-4,0-7.2-3.2-7.2-7.2V35.2C20,31.1,23.2,28,27.2,28 M56,52.9l28.8-17.8H27.2L56,52.9 M27.2,77.7h57.6V43.5L56,61.3L27.2,43.5V77.7z\t\"><\/path><\/svg><\/span>\n                  <\/a>\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"LinkedIn\" title=\"LinkedIn\" href=\"https:\/\/www.researchgate.net\/profile\/Sana-Stojanovic-Djurdjevic-2\"><span class=\"u-icon u-social-icon u-social-linkedin u-text-custom-color-1 u-icon-2\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-799c\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-799c\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path fill=\"#FFFFFF\" d=\"M41.3,83.7H27.9V43.4h13.4V83.7z M34.6,37.9L34.6,37.9c-4.6,0-7.5-3.1-7.5-7c0-4,3-7,7.6-7s7.4,3,7.5,7      C42.2,34.8,39.2,37.9,34.6,37.9z M89.6,83.7H76.2V62.2c0-5.4-1.9-9.1-6.8-9.1c-3.7,0-5.9,2.5-6.9,4.9c-0.4,0.9-0.4,2.1-0.4,3.3v22.5      H48.7c0,0,0.2-36.5,0-40.3h13.4v5.7c1.8-2.7,5-6.7,12.1-6.7c8.8,0,15.4,5.8,15.4,18.1V83.7z\"><\/path><\/svg><\/span>\n                  <\/a>\n                <\/div>\n              <\/div>\n            <\/div>\n            <div class=\"u-container-align-center-xs u-container-style u-list-item u-repeater-item\">\n              <div class=\"u-container-layout u-similar-container u-container-layout-2\">\n                <div alt=\"\" class=\"u-image u-image-circle u-image-2\" data-image-width=\"1080\" data-image-height=\"1080\" style=\"background-image: url(&quot;https:\/\/matfusion.matf.bg.ac.rs\/wp-content\/uploads\/2024\/02\/SM_1683752157159.jpg&quot;);\"><\/div>\n                <h4 class=\"u-align-center u-text u-text-4\">Stefan Malba\u0161i\u0107<br>\n                <\/h4>\n                <p class=\"u-align-center u-custom-font u-font-montserrat u-text u-text-5\">Coordinator <\/p>\n                <div class=\"u-social-icons u-spacing-10 u-social-icons-2\">\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"Email\" title=\"Email\" href=\"mailto:sana.stojanovic.djurdjevic@matf.bg.ac.rs\"><span class=\"u-icon u-social-email u-social-icon u-text-custom-color-1 u-icon-3\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-0ed0\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-0ed0\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path id=\"path3864\" fill=\"#FFFFFF\" d=\"M27.2,28h57.6c4,0,7.2,3.2,7.2,7.2l0,0v42.7c0,3.9-3.2,7.2-7.2,7.2l0,0H27.2\tc-4,0-7.2-3.2-7.2-7.2V35.2C20,31.1,23.2,28,27.2,28 M56,52.9l28.8-17.8H27.2L56,52.9 M27.2,77.7h57.6V43.5L56,61.3L27.2,43.5V77.7z\t\"><\/path><\/svg><\/span>\n                  <\/a>\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"LinkedIn\" title=\"LinkedIn\" href=\"https:\/\/www.researchgate.net\/profile\/Sana-Stojanovic-Djurdjevic-2\"><span class=\"u-icon u-social-icon u-social-linkedin u-text-custom-color-1 u-icon-4\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-e481\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-e481\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path fill=\"#FFFFFF\" d=\"M41.3,83.7H27.9V43.4h13.4V83.7z M34.6,37.9L34.6,37.9c-4.6,0-7.5-3.1-7.5-7c0-4,3-7,7.6-7s7.4,3,7.5,7      C42.2,34.8,39.2,37.9,34.6,37.9z M89.6,83.7H76.2V62.2c0-5.4-1.9-9.1-6.8-9.1c-3.7,0-5.9,2.5-6.9,4.9c-0.4,0.9-0.4,2.1-0.4,3.3v22.5      H48.7c0,0,0.2-36.5,0-40.3h13.4v5.7c1.8-2.7,5-6.7,12.1-6.7c8.8,0,15.4,5.8,15.4,18.1V83.7z\"><\/path><\/svg><\/span>\n                  <\/a>\n                <\/div>\n              <\/div>\n            <\/div>\n            <div class=\"u-container-align-center-xs u-container-style u-list-item u-repeater-item\">\n              <div class=\"u-container-layout u-similar-container u-container-layout-3\">\n                <div alt=\"\" class=\"u-image u-image-circle u-image-3\" data-image-width=\"1080\" data-image-height=\"1080\" style=\"background-image: url(&quot;https:\/\/matfusion.matf.bg.ac.rs\/wp-content\/uploads\/2024\/02\/10.png&quot;);\"><\/div>\n                <h4 class=\"u-align-center u-text u-text-6\">Marko Bekonja<br>\n                <\/h4>\n                <p class=\"u-align-center u-custom-font u-font-montserrat u-text u-text-7\">Coordinator<\/p>\n                <div class=\"u-social-icons u-spacing-10 u-social-icons-3\">\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"Email\" title=\"Email\" href=\"mailto:sana.stojanovic.djurdjevic@matf.bg.ac.rs\"><span class=\"u-icon u-social-email u-social-icon u-text-custom-color-1 u-icon-5\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-96b4\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-96b4\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path id=\"path3864\" fill=\"#FFFFFF\" d=\"M27.2,28h57.6c4,0,7.2,3.2,7.2,7.2l0,0v42.7c0,3.9-3.2,7.2-7.2,7.2l0,0H27.2\tc-4,0-7.2-3.2-7.2-7.2V35.2C20,31.1,23.2,28,27.2,28 M56,52.9l28.8-17.8H27.2L56,52.9 M27.2,77.7h57.6V43.5L56,61.3L27.2,43.5V77.7z\t\"><\/path><\/svg><\/span>\n                  <\/a>\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"LinkedIn\" title=\"LinkedIn\" href=\"https:\/\/www.researchgate.net\/profile\/Sana-Stojanovic-Djurdjevic-2\"><span class=\"u-icon u-social-icon u-social-linkedin u-text-custom-color-1 u-icon-6\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-0455\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-0455\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path fill=\"#FFFFFF\" d=\"M41.3,83.7H27.9V43.4h13.4V83.7z M34.6,37.9L34.6,37.9c-4.6,0-7.5-3.1-7.5-7c0-4,3-7,7.6-7s7.4,3,7.5,7      C42.2,34.8,39.2,37.9,34.6,37.9z M89.6,83.7H76.2V62.2c0-5.4-1.9-9.1-6.8-9.1c-3.7,0-5.9,2.5-6.9,4.9c-0.4,0.9-0.4,2.1-0.4,3.3v22.5      H48.7c0,0,0.2-36.5,0-40.3h13.4v5.7c1.8-2.7,5-6.7,12.1-6.7c8.8,0,15.4,5.8,15.4,18.1V83.7z\"><\/path><\/svg><\/span>\n                  <\/a>\n                <\/div>\n              <\/div>\n            <\/div>\n          <\/div>\n        <\/div>\n        <div class=\"u-expanded-width u-list u-list-2\">\n          <div class=\"u-repeater u-repeater-2\">\n            <div class=\"u-align-center u-container-align-center-xs u-container-style u-list-item u-opacity u-opacity-90 u-repeater-item u-shape-rectangle\">\n              <div class=\"u-container-layout u-similar-container u-valign-top u-container-layout-4\">\n                <div alt=\"\" class=\"u-image u-image-circle u-image-4\" data-image-width=\"1080\" data-image-height=\"1080\" style=\"background-image: url(&quot;https:\/\/matfusion.matf.bg.ac.rs\/wp-content\/uploads\/2024\/02\/12.png&quot;);\"><\/div>\n                <h4 class=\"u-align-center u-text u-text-8\">Bojana Todi\u0107<\/h4>\n                <div class=\"u-social-icons u-spacing-10 u-social-icons-4\">\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"Email\" title=\"Email\" href=\"mailto:bojana.todic@matf.bg.ac.rs\"><span class=\"u-icon u-social-email u-social-icon u-text-custom-color-1 u-icon-7\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-e005\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-e005\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path id=\"path3864\" fill=\"#FFFFFF\" d=\"M27.2,28h57.6c4,0,7.2,3.2,7.2,7.2l0,0v42.7c0,3.9-3.2,7.2-7.2,7.2l0,0H27.2\tc-4,0-7.2-3.2-7.2-7.2V35.2C20,31.1,23.2,28,27.2,28 M56,52.9l28.8-17.8H27.2L56,52.9 M27.2,77.7h57.6V43.5L56,61.3L27.2,43.5V77.7z\t\"><\/path><\/svg><\/span>\n                  <\/a>\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"LinkedIn\" title=\"LinkedIn\" href=\"\"><span class=\"u-icon u-social-icon u-social-linkedin u-text-custom-color-1 u-icon-8\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-f981\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-f981\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path fill=\"#FFFFFF\" d=\"M41.3,83.7H27.9V43.4h13.4V83.7z M34.6,37.9L34.6,37.9c-4.6,0-7.5-3.1-7.5-7c0-4,3-7,7.6-7s7.4,3,7.5,7      C42.2,34.8,39.2,37.9,34.6,37.9z M89.6,83.7H76.2V62.2c0-5.4-1.9-9.1-6.8-9.1c-3.7,0-5.9,2.5-6.9,4.9c-0.4,0.9-0.4,2.1-0.4,3.3v22.5      H48.7c0,0,0.2-36.5,0-40.3h13.4v5.7c1.8-2.7,5-6.7,12.1-6.7c8.8,0,15.4,5.8,15.4,18.1V83.7z\"><\/path><\/svg><\/span>\n                  <\/a>\n                <\/div>\n              <\/div>\n            <\/div>\n            <div class=\"u-align-center u-container-align-center-xs u-container-style u-list-item u-opacity u-opacity-90 u-repeater-item u-shape-rectangle\">\n              <div class=\"u-container-layout u-similar-container u-valign-top u-container-layout-5\">\n                <div alt=\"\" class=\"u-image u-image-circle u-image-5\" data-image-width=\"1080\" data-image-height=\"1080\" style=\"background-image: url(&quot;https:\/\/matfusion.matf.bg.ac.rs\/wp-content\/uploads\/2024\/02\/11.png&quot;);\"><\/div>\n                <h4 class=\"u-align-center u-text u-text-9\">Mirjana Veljovi\u0107<\/h4>\n                <div class=\"u-social-icons u-spacing-10 u-social-icons-5\">\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"Email\" title=\"Email\" href=\"mailto:mirjana.veljovic@matf.bg.ac.rs\"><span class=\"u-icon u-social-email u-social-icon u-text-custom-color-1 u-icon-9\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-e005\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-e005\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path id=\"path3864\" fill=\"#FFFFFF\" d=\"M27.2,28h57.6c4,0,7.2,3.2,7.2,7.2l0,0v42.7c0,3.9-3.2,7.2-7.2,7.2l0,0H27.2\tc-4,0-7.2-3.2-7.2-7.2V35.2C20,31.1,23.2,28,27.2,28 M56,52.9l28.8-17.8H27.2L56,52.9 M27.2,77.7h57.6V43.5L56,61.3L27.2,43.5V77.7z\t\"><\/path><\/svg><\/span>\n                  <\/a>\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"LinkedIn\" title=\"LinkedIn\" href=\"https:\/\/www.linkedin.com\/in\/mirjana-v-524513220\"><span class=\"u-icon u-social-icon u-social-linkedin u-text-custom-color-1 u-icon-10\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-f981\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-f981\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path fill=\"#FFFFFF\" d=\"M41.3,83.7H27.9V43.4h13.4V83.7z M34.6,37.9L34.6,37.9c-4.6,0-7.5-3.1-7.5-7c0-4,3-7,7.6-7s7.4,3,7.5,7      C42.2,34.8,39.2,37.9,34.6,37.9z M89.6,83.7H76.2V62.2c0-5.4-1.9-9.1-6.8-9.1c-3.7,0-5.9,2.5-6.9,4.9c-0.4,0.9-0.4,2.1-0.4,3.3v22.5      H48.7c0,0,0.2-36.5,0-40.3h13.4v5.7c1.8-2.7,5-6.7,12.1-6.7c8.8,0,15.4,5.8,15.4,18.1V83.7z\"><\/path><\/svg><\/span>\n                  <\/a>\n                <\/div>\n              <\/div>\n            <\/div>\n            <div class=\"u-align-center u-container-align-center-xs u-container-style u-list-item u-opacity u-opacity-90 u-repeater-item u-shape-rectangle\">\n              <div class=\"u-container-layout u-similar-container u-valign-top u-container-layout-6\">\n                <div alt=\"\" class=\"u-image u-image-circle u-image-6\" data-image-width=\"1080\" data-image-height=\"1080\" style=\"background-image: url(&quot;https:\/\/matfusion.matf.bg.ac.rs\/wp-content\/uploads\/2024\/02\/tamara.png&quot;);\"><\/div>\n                <h4 class=\"u-align-center u-text u-text-10\">Tamara Mili\u0107<\/h4>\n                <div class=\"u-social-icons u-spacing-10 u-social-icons-6\">\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"Email\" title=\"Email\" href=\"mailto:tamara.milic@matf.bg.ac.rs\"><span class=\"u-icon u-social-email u-social-icon u-text-custom-color-1 u-icon-11\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-e005\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-e005\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path id=\"path3864\" fill=\"#FFFFFF\" d=\"M27.2,28h57.6c4,0,7.2,3.2,7.2,7.2l0,0v42.7c0,3.9-3.2,7.2-7.2,7.2l0,0H27.2\tc-4,0-7.2-3.2-7.2-7.2V35.2C20,31.1,23.2,28,27.2,28 M56,52.9l28.8-17.8H27.2L56,52.9 M27.2,77.7h57.6V43.5L56,61.3L27.2,43.5V77.7z\t\"><\/path><\/svg><\/span>\n                  <\/a>\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"LinkedIn\" title=\"LinkedIn\" href=\"https:\/\/www.linkedin.com\/in\/tamara-milic-3543b7145\/?utm_source=share&amp;utm_campaign=share_via&amp;utm_content=profile&amp;utm_medium=android_app\"><span class=\"u-icon u-social-icon u-social-linkedin u-text-custom-color-1 u-icon-12\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-f981\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-f981\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path fill=\"#FFFFFF\" d=\"M41.3,83.7H27.9V43.4h13.4V83.7z M34.6,37.9L34.6,37.9c-4.6,0-7.5-3.1-7.5-7c0-4,3-7,7.6-7s7.4,3,7.5,7      C42.2,34.8,39.2,37.9,34.6,37.9z M89.6,83.7H76.2V62.2c0-5.4-1.9-9.1-6.8-9.1c-3.7,0-5.9,2.5-6.9,4.9c-0.4,0.9-0.4,2.1-0.4,3.3v22.5      H48.7c0,0,0.2-36.5,0-40.3h13.4v5.7c1.8-2.7,5-6.7,12.1-6.7c8.8,0,15.4,5.8,15.4,18.1V83.7z\"><\/path><\/svg><\/span>\n                  <\/a>\n                <\/div>\n              <\/div>\n            <\/div>\n            <div class=\"u-align-center u-container-align-center-xs u-container-style u-list-item u-opacity u-opacity-90 u-repeater-item u-shape-rectangle\">\n              <div class=\"u-container-layout u-similar-container u-valign-top u-container-layout-7\">\n                <div alt=\"\" class=\"u-image u-image-circle u-image-7\" data-image-width=\"1080\" data-image-height=\"1080\" style=\"background-image: url(&quot;https:\/\/matfusion.matf.bg.ac.rs\/wp-content\/uploads\/2024\/02\/14.png&quot;);\"><\/div>\n                <h4 class=\"u-align-center u-text u-text-11\">Sara Po\u0161arac<\/h4>\n                <div class=\"u-social-icons u-spacing-10 u-social-icons-7\">\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"Email\" title=\"Email\" href=\"mailto:posaracsara@gmail.com\"><span class=\"u-icon u-social-email u-social-icon u-text-custom-color-1 u-icon-13\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-e005\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-e005\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path id=\"path3864\" fill=\"#FFFFFF\" d=\"M27.2,28h57.6c4,0,7.2,3.2,7.2,7.2l0,0v42.7c0,3.9-3.2,7.2-7.2,7.2l0,0H27.2\tc-4,0-7.2-3.2-7.2-7.2V35.2C20,31.1,23.2,28,27.2,28 M56,52.9l28.8-17.8H27.2L56,52.9 M27.2,77.7h57.6V43.5L56,61.3L27.2,43.5V77.7z\t\"><\/path><\/svg><\/span>\n                  <\/a>\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"LinkedIn\" title=\"LinkedIn\" href=\"https:\/\/www.linkedin.com\/in\/sara-po%C5%A1arac\/\"><span class=\"u-icon u-social-icon u-social-linkedin u-text-custom-color-1 u-icon-14\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-f981\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-f981\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path fill=\"#FFFFFF\" d=\"M41.3,83.7H27.9V43.4h13.4V83.7z M34.6,37.9L34.6,37.9c-4.6,0-7.5-3.1-7.5-7c0-4,3-7,7.6-7s7.4,3,7.5,7      C42.2,34.8,39.2,37.9,34.6,37.9z M89.6,83.7H76.2V62.2c0-5.4-1.9-9.1-6.8-9.1c-3.7,0-5.9,2.5-6.9,4.9c-0.4,0.9-0.4,2.1-0.4,3.3v22.5      H48.7c0,0,0.2-36.5,0-40.3h13.4v5.7c1.8-2.7,5-6.7,12.1-6.7c8.8,0,15.4,5.8,15.4,18.1V83.7z\"><\/path><\/svg><\/span>\n                  <\/a>\n                <\/div>\n              <\/div>\n            <\/div>\n            <div class=\"u-align-center u-container-align-center-xs u-container-style u-list-item u-opacity u-opacity-90 u-repeater-item u-shape-rectangle\">\n              <div class=\"u-container-layout u-similar-container u-valign-top u-container-layout-8\">\n                <div alt=\"\" class=\"u-image u-image-circle u-image-8\" data-image-width=\"1080\" data-image-height=\"1080\" style=\"background-image: url(&quot;https:\/\/matfusion.matf.bg.ac.rs\/wp-content\/uploads\/2024\/02\/1.png&quot;);\"><\/div>\n                <h4 class=\"u-align-center u-text u-text-12\">Luka \u0110eki\u0107<\/h4>\n                <div class=\"u-social-icons u-spacing-10 u-social-icons-8\">\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"Email\" title=\"Email\" href=\"mailto:luledjelez@gmail.com\"><span class=\"u-icon u-social-email u-social-icon u-text-custom-color-1 u-icon-15\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-e005\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-e005\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path id=\"path3864\" fill=\"#FFFFFF\" d=\"M27.2,28h57.6c4,0,7.2,3.2,7.2,7.2l0,0v42.7c0,3.9-3.2,7.2-7.2,7.2l0,0H27.2\tc-4,0-7.2-3.2-7.2-7.2V35.2C20,31.1,23.2,28,27.2,28 M56,52.9l28.8-17.8H27.2L56,52.9 M27.2,77.7h57.6V43.5L56,61.3L27.2,43.5V77.7z\t\"><\/path><\/svg><\/span>\n                  <\/a>\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"LinkedIn\" title=\"LinkedIn\" href=\"https:\/\/www.linkedin.com\/in\/luka-djekic\/\"><span class=\"u-icon u-social-icon u-social-linkedin u-text-custom-color-1 u-icon-16\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-f981\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-f981\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path fill=\"#FFFFFF\" d=\"M41.3,83.7H27.9V43.4h13.4V83.7z M34.6,37.9L34.6,37.9c-4.6,0-7.5-3.1-7.5-7c0-4,3-7,7.6-7s7.4,3,7.5,7      C42.2,34.8,39.2,37.9,34.6,37.9z M89.6,83.7H76.2V62.2c0-5.4-1.9-9.1-6.8-9.1c-3.7,0-5.9,2.5-6.9,4.9c-0.4,0.9-0.4,2.1-0.4,3.3v22.5      H48.7c0,0,0.2-36.5,0-40.3h13.4v5.7c1.8-2.7,5-6.7,12.1-6.7c8.8,0,15.4,5.8,15.4,18.1V83.7z\"><\/path><\/svg><\/span>\n                  <\/a>\n                <\/div>\n              <\/div>\n            <\/div>\n            <div class=\"u-align-center u-container-align-center-xs u-container-style u-list-item u-opacity u-opacity-90 u-repeater-item u-shape-rectangle\">\n              <div class=\"u-container-layout u-similar-container u-valign-top u-container-layout-9\">\n                <div alt=\"\" class=\"u-image u-image-circle u-image-9\" data-image-width=\"1080\" data-image-height=\"1080\" style=\"background-image: url(&quot;https:\/\/matfusion.matf.bg.ac.rs\/wp-content\/uploads\/2024\/02\/9.png&quot;);\"><\/div>\n                <h4 class=\"u-align-center u-text u-text-13\">Anja Markovi\u0107<\/h4>\n                <div class=\"u-social-icons u-spacing-10 u-social-icons-9\">\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"Email\" title=\"Email\" href=\"mailto:artemmatica@gmail.com\"><span class=\"u-icon u-social-email u-social-icon u-text-custom-color-1 u-icon-17\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-e005\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-e005\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path id=\"path3864\" fill=\"#FFFFFF\" d=\"M27.2,28h57.6c4,0,7.2,3.2,7.2,7.2l0,0v42.7c0,3.9-3.2,7.2-7.2,7.2l0,0H27.2\tc-4,0-7.2-3.2-7.2-7.2V35.2C20,31.1,23.2,28,27.2,28 M56,52.9l28.8-17.8H27.2L56,52.9 M27.2,77.7h57.6V43.5L56,61.3L27.2,43.5V77.7z\t\"><\/path><\/svg><\/span>\n                  <\/a>\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"LinkedIn\" title=\"LinkedIn\" href=\"https:\/\/www.linkedin.com\/in\/anja-markovi%C4%87-8b9929297?utm_source=share&amp;utm_campaign=share_via&amp;utm_content=profile&amp;utm_medium=android_app\"><span class=\"u-icon u-social-icon u-social-linkedin u-text-custom-color-1 u-icon-18\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-f981\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-f981\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path fill=\"#FFFFFF\" d=\"M41.3,83.7H27.9V43.4h13.4V83.7z M34.6,37.9L34.6,37.9c-4.6,0-7.5-3.1-7.5-7c0-4,3-7,7.6-7s7.4,3,7.5,7      C42.2,34.8,39.2,37.9,34.6,37.9z M89.6,83.7H76.2V62.2c0-5.4-1.9-9.1-6.8-9.1c-3.7,0-5.9,2.5-6.9,4.9c-0.4,0.9-0.4,2.1-0.4,3.3v22.5      H48.7c0,0,0.2-36.5,0-40.3h13.4v5.7c1.8-2.7,5-6.7,12.1-6.7c8.8,0,15.4,5.8,15.4,18.1V83.7z\"><\/path><\/svg><\/span>\n                  <\/a>\n                <\/div>\n              <\/div>\n            <\/div>\n            <div class=\"u-align-center u-container-align-center-xs u-container-style u-list-item u-opacity u-opacity-90 u-repeater-item u-shape-rectangle\">\n              <div class=\"u-container-layout u-similar-container u-valign-top u-container-layout-10\">\n                <div alt=\"\" class=\"u-image u-image-circle u-image-10\" data-image-width=\"1080\" data-image-height=\"1080\" style=\"background-image: url(&quot;https:\/\/matfusion.matf.bg.ac.rs\/wp-content\/uploads\/2024\/02\/8.png&quot;);\"><\/div>\n                <h4 class=\"u-align-center u-text u-text-14\">Damjan Stankovi\u0107<\/h4>\n                <div class=\"u-social-icons u-spacing-10 u-social-icons-10\">\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"Email\" title=\"Email\" href=\"mailto:damjanst10@gmail.com\"><span class=\"u-icon u-social-email u-social-icon u-text-custom-color-1 u-icon-19\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-e005\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-e005\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path id=\"path3864\" fill=\"#FFFFFF\" d=\"M27.2,28h57.6c4,0,7.2,3.2,7.2,7.2l0,0v42.7c0,3.9-3.2,7.2-7.2,7.2l0,0H27.2\tc-4,0-7.2-3.2-7.2-7.2V35.2C20,31.1,23.2,28,27.2,28 M56,52.9l28.8-17.8H27.2L56,52.9 M27.2,77.7h57.6V43.5L56,61.3L27.2,43.5V77.7z\t\"><\/path><\/svg><\/span>\n                  <\/a>\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"LinkedIn\" title=\"LinkedIn\" href=\"https:\/\/www.linkedin.com\/in\/damjan-stankovic-0b3081309\"><span class=\"u-icon u-social-icon u-social-linkedin u-text-custom-color-1 u-icon-20\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-f981\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-f981\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path fill=\"#FFFFFF\" d=\"M41.3,83.7H27.9V43.4h13.4V83.7z M34.6,37.9L34.6,37.9c-4.6,0-7.5-3.1-7.5-7c0-4,3-7,7.6-7s7.4,3,7.5,7      C42.2,34.8,39.2,37.9,34.6,37.9z M89.6,83.7H76.2V62.2c0-5.4-1.9-9.1-6.8-9.1c-3.7,0-5.9,2.5-6.9,4.9c-0.4,0.9-0.4,2.1-0.4,3.3v22.5      H48.7c0,0,0.2-36.5,0-40.3h13.4v5.7c1.8-2.7,5-6.7,12.1-6.7c8.8,0,15.4,5.8,15.4,18.1V83.7z\"><\/path><\/svg><\/span>\n                  <\/a>\n                <\/div>\n              <\/div>\n            <\/div>\n            <div class=\"u-align-center u-container-align-center-xs u-container-style u-list-item u-opacity u-opacity-90 u-repeater-item u-shape-rectangle\">\n              <div class=\"u-container-layout u-similar-container u-valign-top u-container-layout-11\">\n                <div alt=\"\" class=\"u-image u-image-circle u-image-11\" data-image-width=\"1080\" data-image-height=\"1080\" style=\"background-image: url(&quot;https:\/\/matfusion.matf.bg.ac.rs\/wp-content\/uploads\/2024\/02\/7.png&quot;);\"><\/div>\n                <h4 class=\"u-align-center u-text u-text-15\">Denis Ali\u010di\u0107<\/h4>\n                <div class=\"u-social-icons u-spacing-10 u-social-icons-11\">\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"Email\" title=\"Email\" href=\"mailto:denis.alicic@matf.bg.ac.rs\"><span class=\"u-icon u-social-email u-social-icon u-text-custom-color-1 u-icon-21\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-e005\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-e005\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path id=\"path3864\" fill=\"#FFFFFF\" d=\"M27.2,28h57.6c4,0,7.2,3.2,7.2,7.2l0,0v42.7c0,3.9-3.2,7.2-7.2,7.2l0,0H27.2\tc-4,0-7.2-3.2-7.2-7.2V35.2C20,31.1,23.2,28,27.2,28 M56,52.9l28.8-17.8H27.2L56,52.9 M27.2,77.7h57.6V43.5L56,61.3L27.2,43.5V77.7z\t\"><\/path><\/svg><\/span>\n                  <\/a>\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"LinkedIn\" title=\"LinkedIn\" href=\"https:\/\/www.linkedin.com\/in\/denis-alicic?utm_source=share&amp;utm_campaign=share_via&amp;utm_content=profile&amp;utm_medium=android_app\"><span class=\"u-icon u-social-icon u-social-linkedin u-text-custom-color-1 u-icon-22\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-f981\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-f981\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path fill=\"#FFFFFF\" d=\"M41.3,83.7H27.9V43.4h13.4V83.7z M34.6,37.9L34.6,37.9c-4.6,0-7.5-3.1-7.5-7c0-4,3-7,7.6-7s7.4,3,7.5,7      C42.2,34.8,39.2,37.9,34.6,37.9z M89.6,83.7H76.2V62.2c0-5.4-1.9-9.1-6.8-9.1c-3.7,0-5.9,2.5-6.9,4.9c-0.4,0.9-0.4,2.1-0.4,3.3v22.5      H48.7c0,0,0.2-36.5,0-40.3h13.4v5.7c1.8-2.7,5-6.7,12.1-6.7c8.8,0,15.4,5.8,15.4,18.1V83.7z\"><\/path><\/svg><\/span>\n                  <\/a>\n                <\/div>\n              <\/div>\n            <\/div>\n            <div class=\"u-align-center u-container-align-center-xs u-container-style u-list-item u-opacity u-opacity-90 u-repeater-item u-shape-rectangle\">\n              <div class=\"u-container-layout u-similar-container u-valign-top u-container-layout-12\">\n                <div alt=\"\" class=\"u-image u-image-circle u-image-12\" data-image-width=\"1080\" data-image-height=\"1080\" style=\"background-image: url(&quot;https:\/\/matfusion.matf.bg.ac.rs\/wp-content\/uploads\/2024\/02\/51.png&quot;);\"><\/div>\n                <h4 class=\"u-align-center u-text u-text-16\">Milica To\u0161i\u0107<\/h4>\n                <div class=\"u-social-icons u-spacing-10 u-social-icons-12\">\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"Email\" title=\"Email\" href=\"mailto:milicatosic105@gmail.com\"><span class=\"u-icon u-social-email u-social-icon u-text-custom-color-1 u-icon-23\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-e005\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-e005\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path id=\"path3864\" fill=\"#FFFFFF\" d=\"M27.2,28h57.6c4,0,7.2,3.2,7.2,7.2l0,0v42.7c0,3.9-3.2,7.2-7.2,7.2l0,0H27.2\tc-4,0-7.2-3.2-7.2-7.2V35.2C20,31.1,23.2,28,27.2,28 M56,52.9l28.8-17.8H27.2L56,52.9 M27.2,77.7h57.6V43.5L56,61.3L27.2,43.5V77.7z\t\"><\/path><\/svg><\/span>\n                  <\/a>\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"LinkedIn\" title=\"LinkedIn\" href=\"https:\/\/www.linkedin.com\/in\/milica-to%C5%A1i%C4%87-00354424a\/\"><span class=\"u-icon u-social-icon u-social-linkedin u-text-custom-color-1 u-icon-24\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-f981\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-f981\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path fill=\"#FFFFFF\" d=\"M41.3,83.7H27.9V43.4h13.4V83.7z M34.6,37.9L34.6,37.9c-4.6,0-7.5-3.1-7.5-7c0-4,3-7,7.6-7s7.4,3,7.5,7      C42.2,34.8,39.2,37.9,34.6,37.9z M89.6,83.7H76.2V62.2c0-5.4-1.9-9.1-6.8-9.1c-3.7,0-5.9,2.5-6.9,4.9c-0.4,0.9-0.4,2.1-0.4,3.3v22.5      H48.7c0,0,0.2-36.5,0-40.3h13.4v5.7c1.8-2.7,5-6.7,12.1-6.7c8.8,0,15.4,5.8,15.4,18.1V83.7z\"><\/path><\/svg><\/span>\n                  <\/a>\n                <\/div>\n              <\/div>\n            <\/div>\n            <div class=\"u-align-center u-container-align-center-xs u-container-style u-list-item u-opacity u-opacity-90 u-repeater-item u-shape-rectangle\">\n              <div class=\"u-container-layout u-similar-container u-valign-top u-container-layout-13\">\n                <div alt=\"\" class=\"u-image u-image-circle u-image-13\" data-image-width=\"1080\" data-image-height=\"1080\" style=\"background-image: url(&quot;https:\/\/matfusion.matf.bg.ac.rs\/wp-content\/uploads\/2024\/02\/31.png&quot;);\"><\/div>\n                <h4 class=\"u-align-center u-text u-text-17\">Du\u0161an Bogojevi\u0107<\/h4>\n                <div class=\"u-social-icons u-spacing-10 u-social-icons-13\">\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"Email\" title=\"Email\" href=\"mailto:dusan.bogojevic@matf.bg.ac.rs\"><span class=\"u-icon u-social-email u-social-icon u-text-custom-color-1 u-icon-25\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-e005\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-e005\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path id=\"path3864\" fill=\"#FFFFFF\" d=\"M27.2,28h57.6c4,0,7.2,3.2,7.2,7.2l0,0v42.7c0,3.9-3.2,7.2-7.2,7.2l0,0H27.2\tc-4,0-7.2-3.2-7.2-7.2V35.2C20,31.1,23.2,28,27.2,28 M56,52.9l28.8-17.8H27.2L56,52.9 M27.2,77.7h57.6V43.5L56,61.3L27.2,43.5V77.7z\t\"><\/path><\/svg><\/span>\n                  <\/a>\n                  <a class=\"u-social-url\" target=\"_blank\" data-type=\"LinkedIn\" title=\"LinkedIn\" href=\"https:\/\/www.linkedin.com\/in\/du%C5%A1an-bogojevi%C4%87-7955a5289\/\"><span class=\"u-icon u-social-icon u-social-linkedin u-text-custom-color-1 u-icon-26\"><svg class=\"u-svg-link\" preserveaspectratio=\"xMidYMin slice\" viewbox=\"0 0 112 112\" style=\"\"><use xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" xlink:href=\"#svg-f981\"><\/use><\/svg><svg class=\"u-svg-content\" viewbox=\"0 0 112 112\" x=\"0\" y=\"0\" id=\"svg-f981\"><circle fill=\"currentColor\" cx=\"56.1\" cy=\"56.1\" r=\"55\"><\/circle><path fill=\"#FFFFFF\" d=\"M41.3,83.7H27.9V43.4h13.4V83.7z M34.6,37.9L34.6,37.9c-4.6,0-7.5-3.1-7.5-7c0-4,3-7,7.6-7s7.4,3,7.5,7      C42.2,34.8,39.2,37.9,34.6,37.9z M89.6,83.7H76.2V62.2c0-5.4-1.9-9.1-6.8-9.1c-3.7,0-5.9,2.5-6.9,4.9c-0.4,0.9-0.4,2.1-0.4,3.3v22.5      H48.7c0,0,0.2-36.5,0-40.3h13.4v5.7c1.8-2.7,5-6.7,12.1-6.7c8.8,0,15.4,5.8,15.4,18.1V83.7z\"><\/path><\/svg><\/span>\n                  <\/a>\n                <\/div>\n              <\/div>\n            <\/div>\n          <\/div>\n        <\/div>\n      <\/div>\n    <\/section>\n    \n    \n    \n    \n  \n<\/div>","protected":false},"excerpt":{"rendered":"<p>O NAMA MATF &#8211; Mesto gde se tradicija sre\u0107e sa inovacijom! U samom srcu na\u0161e institucije, Matemati\u010dki fakultet s ponosom \u010duva svoju dugu tradiciju, dok istovremeno donosi izuzetne inovacije koje otvaraju vrata na\u0161im studentima ka vrhunskom obrazovanju. Sa na\u0161im dinami\u010dnim programima, MATF je predvodnik u pripremi studenata za izazove 4. industrijske revolucije. Nudimo vi\u0161e od&hellip; <a class=\"more-link\" href=\"https:\/\/matfusion.matf.bg.ac.rs\/en\/o-nama\/\">Continue reading <span class=\"screen-reader-text\">ABOUT US<\/span><\/a><\/p>","protected":false},"author":3,"featured_media":0,"parent":0,"menu_order":1,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":""},"class_list":["post-66","page","type-page","status-publish","hentry","entry"],"_links":{"self":[{"href":"https:\/\/matfusion.matf.bg.ac.rs\/en\/wp-json\/wp\/v2\/pages\/66","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/matfusion.matf.bg.ac.rs\/en\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/matfusion.matf.bg.ac.rs\/en\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/matfusion.matf.bg.ac.rs\/en\/wp-json\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"https:\/\/matfusion.matf.bg.ac.rs\/en\/wp-json\/wp\/v2\/comments?post=66"}],"version-history":[{"count":27,"href":"https:\/\/matfusion.matf.bg.ac.rs\/en\/wp-json\/wp\/v2\/pages\/66\/revisions"}],"predecessor-version":[{"id":255,"href":"https:\/\/matfusion.matf.bg.ac.rs\/en\/wp-json\/wp\/v2\/pages\/66\/revisions\/255"}],"wp:attachment":[{"href":"https:\/\/matfusion.matf.bg.ac.rs\/en\/wp-json\/wp\/v2\/media?parent=66"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}