146323 | ![AHMET TEKİN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRFIRAT ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/BİLGİSAYAR VE ÖĞRETİM TEKNOLOJİLERİ EĞİTİMİ BÖLÜMÜ/BİLGİSAYAR VE ÖĞRETİM TEKNOLOJİLERİ EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Bilgisayar ve Öğretim Teknolojileri Eğitimi Bilgisayar ve Öğretim Teknolojileri Eğitimi | | CAF788C4CFA44E77 |
101404 | ![AYŞEGÜL GÖKHAN](../authorimages/photo_w.jpg) | PROFESÖRFIRAT ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/MATEMATİK EĞİTİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Matematiksel Analiz ; Topoloji | | A3071CB7EF9AE9A1 |
60836 | ![BURHAN AKPINAR](../authorimages/photo_m.jpg) | PROFESÖRFIRAT ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/EĞİTİM BİLİMLERİ BÖLÜMÜ/EĞİTİM PROGRAMLARI VE ÖĞRETİM ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Eğitim Programları ve Öğretim Eğitim Programları ve Öğretim | | 6B3FF9855EB1765D |
60009 | ![BÜNYAMİN ATICI](../authorimages/photo_m.jpg) | PROFESÖRFIRAT ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/BİLGİSAYAR VE ÖĞRETİM TEKNOLOJİLERİ EĞİTİMİ BÖLÜMÜ/BİLGİSAYAR VE ÖĞRETİM TEKNOLOJİLERİ EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Bilgisayar ve Öğretim Teknolojileri Eğitimi Bilgisayar ve Öğretim Teknolojileri Eğitimi | | 7BE0A6CA0F0DC6E9 |
16861 | ![ERDAL CANPOLAT](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRFIRAT ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/FEN BİLGİSİ EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Fen Bilgisi Eğitimi Fen Bilgisi Eğitimi | ecanpolat[at]firat.edu.tr | 5C094ABFE9642A66 |
59103 | ![EROL ASİLTÜRK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRFIRAT ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/FEN BİLGİSİ EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Fen Bilgisi Eğitimi Fen Bilgisi Eğitimi | ecil[at]firat.edu.tr | D73886272413C869 |
59918 | ![FİKRİYE KIRBAĞ ZENGİN](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD32RikbsOoBIqiL6b+6n5H/Gr0nMbD2NUwgHYVSJk2J9smP8Kfkf8AGg3k2OBH+R/xpdo9KQxg9qNCbsYb+cD7kf5H/Gk/tCc/wx/kf8aUwjPSmmEZ7VWgrsT+0bn+5H+R/wAaT+0rn+5F+R/xpxiGelIYfaiyC7EGpXH9yP8AI/40v9pT/wByP8j/AI0nljPtUTyQo4UuAfSl7o/eJzqM4/gj/I/40h1OcfwR/kf8aYu1gCeKcEVgSCpA7g5p2QryA6ncf3I/yP8AjTTqlz2SL8j/AI07yh6U0wDriiyC7GnVrof8s4vyP+NLFqt09xFGyRYZwpwD3P1prRD0pIowLqI46OP50mkF2blFFFQaiP8Acb6VVq0/3G+lVaCWFB6UmaXNMliDmk70ueOlJ1pokMVh+JvEtr4csvNlO+Z8+XGOp96n1/XbbQdMe7nOT0RM4Lt6V4jqms3viXUjPOS7scKo6JzUSl0NYQvqb8njPUNSkMazsszcrFbqXb+fFc7BrerDV33X00CZw7TnOBWjp8tpoJLCRTcuCC2M7c8daDbafKkbvcR/ITkr/FnmkapHSf2vK+lu1nrdrcFQC/mI24j2rnbrxPqVnKl3aTNFKnDmNso31FV9S1Cw8kwW1okYI5dRjNc8JJELK2Xjak2NRPavBnjm28Sj7LOqwX6qCUzxIMdR7+3auxx+VfMtnezaRqcF/ZuRLE4dff1B+vSvorQ9Xg1vRrbUIOFmQEqeqnoQfcEEValdGE4W1LxXNMRMTof9ofzqU0xf9an+8P51a2M0aNFFFQbCP9xvpVWrT/cb6VUNMiYcUhNFIfemiBKa7rHGXY4UA5z2pe3WuY8eap/Znhe5YPteX92h+v8A9bNKTsrjirux5r478QNrWtNEj5t4fkTn82rk571rZQsXDsenpTRIzzF2OR1NVoA91fhc5yeawXdnZ2SNjT9Our2QuxJB71q3GiyRDKbhxXR6TbJHDEAo6A1utDEy4KA5HpWTm7nRGmrHkt2ksBIZcmsxrp0bKnHqpr0zV9FSWIsiDNecanam2uXRkI9DVRlcicHEZFcpLkfdBPfsa9N+EmtOlxc6PIfkOZYwex6HFeRoT5hxj3rsfAN2sPimwmJPmNIIyfUEY5/GtY6M55e8j6EJpqH98n+8P50fj602M/v4/wDeH866EcqNSiiiszYR/uN9Kpk1bf7jfQ1TzTREwPWjFGaTNMgTArzD4xTlbDTogeGkc498D/GvTnPGeleOfF7VIJ7uytI9xlhDMcjjDYx/KpqbF0/iuecyTbY3K9hWp4ds3knDcA9SxHSsS3jeedI/75Fd1DYyWtrmJRkjrWEux2U1zamsl01pjy7qNio+6y8H8c1t6XqovVxJHscccHINcC1td+dblJyoP+uyowOe34V0ejq8VyMElPUjGahxSRspNs6m58mONmk+6Oa4XXrSw1Q4hSUSrk7lTIroPEV1NHCoiPJHNcdFfXqXNwqI+6AbnORgfpSgm9gnK2jOUv7R7GfDEnPqMVNpV3JZ6pbTwnDJIrD65rY8TMt7YRXW35lIya5uFtsqkdsGt4Xe5yzVnofVVvIZbaORgVLICQeo4qSP/Xx/74/nVLSpXm0i0kkOZGhQufU4Gatxn/SI/wDfH866Ohy9TYooorM1Gyf6tvoaobqvyf6p/wDdNZpNUiJD91G7IqPNJuxTJsRXspW3kK9Qpr518WajLqevO0xH7v5Rj8a9k8Q622n3RVMFShyc4wa8J1i4E2pSy5+8x75rKbuzeEbIdpiqNTt8eteq2UCSW4DAEmvJNMkEeoQHOfmxXrunuPLWsKiuddAR9NVm+4MUkUIiudoxkYrYDDbnHasSKSaG/HmWzlOryenpxWR0eZavoVlmVHA5XvWY+kxZPHJGK0by+SfUkRY2XaoO7tVl1BQNQnYWj3OK8SWMdvpEoAHbH515+u4nA6g16D43uAmnhAeWYflmvO0YiTcOldFPa5yVviPp3w3IZPDOmO33jbR5+u2tSL/j4i/3x/OuE8B+II7rw/BC7fPbr5b59un6V3Nu26aI8feX+ddKkmjjcWnc26KKKgsZL/qX/wB01lFq1Zv9RJ/un+VYhaqiTIk3UyadYY2dz8oGTmm7qgvF8y2dQwXIx83Sqewjh/HEK3KLc27oSyckng147PEwdi2DgnkV2niYXVhcvbliI8khS2R+FchePlcnqRjNc3U6OhXtZPJuo3I4VgTXremSZjUg5BHH5V47nmvTfC07y2Kxy5DJgc9xUTWhrRep1L38Fsq+dIE9zSw6rYE7Vnjz9ap3EKXCGNwCp9s4rNbRVUEhVb07VgdkVF7s2pLuzeUtHLGT04NPlkBi+U1zsejhZ/McAAdAPWr2pXqafpkkxwAiEjnrxxTtcmTSOA8aaiJ78W6NxFnNcyjHf9Kkndrm5eR2G+Ri3Xtmlijbfkjv2rqSsjgk+aR13g/VBYXLIz4D4x6E17L4furu+nhlmj8uJXGwf3vf6V5H4bgVGRjFE+cYY8817dpsZRLVT2K1UEyaktEjo6KKKogjn/495f8AcP8AKsEtW7c/8esv+4f5VzxYVUSZD80HkEHpUefenqrMOAT61RJ5p45ubW4u1sBHGkgXO/oQTkYJ/wA9a8yvYpYnMUiFT29CK9P+I+gTTzJf2cbM4X96B3x3ry6RnZ/3rMWUY+btWLi07s3jJNWRVEZBHFel2UckNujrxhRXC2dsbiaNMEgkc16naWYMCr7AVjUZ0Uo2FtbpHX5uGHrV+OWMjqM1mzacwJKDB9aqtHeRnHJHrWSVza9jTuZUTLk4FefeNdXeWVLOPIjA3N711Mkcr8SMa8716YS6vMcZCHaKuEdTKpLQzApAHqe1XrK2knZFjBYscAD1qrEpkkyccdia7Dwd4dvdf1OLyImis42DSSZ4XGDjPc10JXOe9lc7vwv4FktDHNqJ2umGEYbP04r0KEYuIQOzLimw26W8YC5PHLE5JqSP/j5i/wB8fzrZKyOdyuzZooorM0Irr/j0m/3G/lXNgFzgDJrpLkbrWYDujD9KyIUEKZ71cVcibsNhtO8nHsKssAEKjsOlVZJXDHO3aThWBpzyj6jHP+fpV2M7lO+iEkZ34GTjn/PNeb6x4Ee9ujLbTIoJydydK9Jm/wBYf4415JP8Pr/n3ql8o+bBx1z/AJ/GtOVSVmQpSi7xPPrLwlJpnMoDMDw45BroLb5Rg10SsCAWUc4AI6H8Kim06GX5gu1vVa5qmEb+E7KeMW0kZ23jgiq8yqRWl/ZznG1x9CKgk0a5b5vMj2d8Gub6vNHR9ZptHP3EbOSEG524AHrXD694auba68xYy4kG7AHc17FFp9vZq0oO+TB+c9RxUFxp8V5saVfu4x7V10sLZe8clTEpvQ8GismFwqXCPGM4Lbc4/CvcvCJj0bSobeFf3DfMSRyTjr/Kg6VAhRpIkZhjnaODVry9q5K8DBOO1dEKKRhKtc6ncHG5ehGaSP8A4+Iv98fzqla3AMag9xxVyI5uIv8AfH86zlGw4s2qKKKwNyOc4t5T/sH+VYJk3fTFbl2SLKcgZIjbA/CuZVyy5Hft6VtSV0Y1XZkxJYELIykDI7j3zSK3D44bdnnufSom3c9wevP6UrBvNjBDyRg7lbPr68e+a1aMk7sZcqrBcld7cZJxkY9fXpUa9SBhXTg/Xr/jU8myRHBwy47D+Xv/AIVWhBVNrMrFjuBByDwOc/561SJYh2rIz5CBSCVPXp2/SpAxGOo+tNlTdtXK5UcEn3z/AEFOEiyAsA2DkfMMUxXFjLbAWyr9R+n+fwqaOQPkEBfqKqxEIWcjLHhWPORz/wDW/OpCxzvTGe/vS6gmV5ACTG3GG7ntmnOflZipC43cdhUTyebMVJ2gnOW4xU7tvUr6qV4PX1qgZE6nBY/NwcD1A5pAC3BA5Xp6+1KJDJhlxt6AHrzzTQwO0gcZxQJDo5WKqy/KMcCr+lXLS3iIT0Zf51mKSM4UKAf8/wAql0aQDUR1/wBaq/rUzWhcNzuKKKK4jsIboZs5x6xt/KuUAMblTx/Susuv+PSbH/PNv5VzDDcpIPPeuijszmr7oBnGO4PFPMu6M7SwYHse3p/hUSyBkPHTrUYcGUoejfpWrRlF6ljHlxov3WUDI75/zn86rLtSR3VVCDI+Xt6j8wfzp8WXiYtuDhuc55wMen1prIfNQqucYzj6gfyoQNjnH7sD/aGP8P0pASFVc5dFAP8An8KeMMHXOc/5P9aYFVRtOBuORjv6/wAqYiFgqzNIR8i55z938P8APWpt6gYPAHX37UyWMNKrYBPG5fp/+qlVvMZXGCDxz/n1BpMDIvrhrfVGTaWEsYHUYGD1q9FLvVShDbeMjpyaLu0ikuo52j+deOBSRRLCjqpGCc4z05ppDYqtkFOcck5/h/zmm8ZZVGMHJ/GnNne4IILDp2phPI45bjJpiQrsdxUH+EMag0yQpqsA/v3KD/x4VKzgBDgEtx+FVbMD+3LD0Fwh/UUPYqO56VRRRXAdo10EkbIc4YEHFUP7GtwxIeXntkf4UUVSk1sS4p7jf7Dtck75Rn3H+FM/4R607yTn6sP8KKKftJdxezj2HroduCpaWd9q7RuYfn0pX0S1cgl5QQCMhh/hRRRzy7h7OPYcujWygANJgDpkf4U0aJaqchpc/UcfpRRRzy7h7OPYR9DtZB8zy/gR/hSrolsiqFeUAAAcj/Ciilzy7h7OPYa+hWz4zJNkdww/wpP7AtN5YvMcjBGRj+VFFP2ku4ezj2A+H7UgfvJ+P9of4U3/AIR2z4/eT8dPmH+FFFHtJdw9nHsIfDdmdv7yf5enzD/Co4vC1jDdR3Cy3BeNw4BZcZH4UUUe0l3HyR7G5RRRUFH/2Q==) | ![ORCID](../images/orcidFav.png) PROFESÖRFIRAT ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/FEN BİLGİSİ EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Fen Bilgisi Eğitimi Fen Bilgisi Eğitimi | fzengin[at]firat.edu.tr | 8F7B5DD56ACBEE4E |
60436 | ![İBRAHİM YAŞAR KAZU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRFIRAT ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/EĞİTİM BİLİMLERİ BÖLÜMÜ/EĞİTİM PROGRAMLARI VE ÖĞRETİM ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Eğitim Programları ve Öğretim Eğitim Programları ve Öğretim | iykazu[at]firat.edu.tr | 5ACAF40C55AF29E5 |
101002 | ![İMAM BAKIR ARABACI](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRFIRAT ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/EĞİTİM BİLİMLERİ BÖLÜMÜ/EĞİTİM YÖNETİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Eğitim Bilimleri Eğitim Yönetimi ; Eğitim Politikaları | barabaci[at]firat.edu.tr | 7A534651321D2D41 |
147807 | ![İRFAN EMRE](../authorimages/photo_m.jpg) | PROFESÖRFIRAT ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/TEMEL EĞİTİM BÖLÜMÜ/SINIF EĞİTİMİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Biyoloji Hücre Biyolojisi ; Moleküler Biyoloji | iemre[at]firat.edu.tr | 87171E47B29A6ADA |
147804 | ![İSMAİL AYTAÇ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRFIRAT ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/GÜZEL SANATLAR EĞİTİMİ BÖLÜMÜ/RESİM-İŞ EĞİTİMİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Sanat Tarihi Türk-İslam Sanatları Tarihi ; Mimarlık Tarihi ; Kültürel ve Doğal Miras | iaytac[at]firat.edu.tr | E57F6A3403AD4B02 |
117221 | ![İSMAİL TÜRKOĞLU](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRFIRAT ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/FEN BİLGİSİ EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Fen Bilgisi Eğitimi Fen Bilgisi Eğitimi | isturkoglu[at]firat.edu.tr | A1C3DFFDDB015276 |
147800 | ![MEHMET NURİ GÖMLEKSİZ](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRFIRAT ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/EĞİTİM BİLİMLERİ BÖLÜMÜ/EĞİTİM PROGRAMLARI VE ÖĞRETİM ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Eğitim Bilimleri Eğitim Programları ve Öğretim ; Eğitim/Öğretim Teknolojileri ; Eğitimin Sosyal ve Tarihi Temelleri | nurigomleksiz[at]yahoo.com | FC771617F08BAA94 |
116794 | ![MUHAMMED TURHAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRFIRAT ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/EĞİTİM BİLİMLERİ BÖLÜMÜ/EĞİTİM YÖNETİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Eğitim Bilimleri Eğitim Yönetimi ; Eğitim Politikaları | mturhan[at]firat.edu.tr | 5572684D217C8EB3 |
109125 | ![MUKADDER BOYDAK ÖZAN](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) PROFESÖRFIRAT ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/EĞİTİM BİLİMLERİ BÖLÜMÜ/EĞİTİM YÖNETİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Eğitim Bilimleri Eğitim Yönetimi | mboydak[at]firat.edu.tr | 9446F15F0C0F6E5C |
60075 | ![MURAT TUNCER](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD2+QfvX/3jSdadIP3j/wC8aQCtkSwpcUoFLigQAUUuKKBiZri/FnxH0vw4ZLaH/TNRXjyU+6h/2m7fTrVvx94jHh7w7I0bgXVzmKEehxy30A/XFfN81xM8zs65Lc4A5pN2BLmZ1uq+PfFOtyndevbQtkpFANi49Mjk/jVXSfFut6RcQvHqkjuo/wBW7F0wexz2rCWe3+wtEHdJGbqOAfx6cfhWX5s0AkwOGI3HGC3f8Kz5m+pSpx7Hon/C3PEkN20zNaTRsR+72EDt6EGvQPDHxY0bWFW31E/2fedD5n+rY+x7fjXgLXiSkMY1QIBlgMgf4/8A66qmd0+fhuCMjH6gU1N9Q9muh9jhgwDAgg9CKU14d8JPHcsN5FoGpTs9tPhbV2JPlv2XPoe3vj1r3GtE7kNNOzDFIadikpiGGilooAkcfvH/AN40AU5x+8b6mipRQUUtLigBKQnAyadg1na9Mbbw9qU2cFLWVh9dpoBngHjfXLvxT4jlMPmPCrtFaxDkKo7/AI9SaNN8DySIr3Zwf7vWtzwloqQQm7k+aWXgH0H/AOuu+tbZFxwM15tfEScrRO+hRjGKcjhrbwBE6hioVQcgEdfzpNS8ExPFsiU788EKcA16dFEoA4qT7Mh52isk5b3NWo9jxj/hWV49j98I5OQoBFYWq/D+/sF3Ku9FGSO9fQbRDHSqN1bJIuGWq9rOPUlQi+h8yoJ9MuwFLJJGysrDqCOQa+p/CevJ4k8OWupBQkjgrKgOdrjg/h3HsRXmXjTwnBfafJdW0ardQDdkcblHUGug+C8n/FL3sJb547vcV/u5Rf8AA13UKvOjlr0+U9IxQaWg10HMyM0UpopiJ2++31opWHzt9aAKzRQYpcCgUtMArmPiDK0PgbU2XqyonX1dR/Wuorifihcwf8IRqFv9ojWc+UwjLAMwEi5wP1/ClcLHN6MALCALwFUV01qOlcrojj7DD2+UV09nKh4LAH0rxXrI9fZGxEBirAUYqGJOOKmUECuiJmxHQYqhcrxWgwOMVSuEIBpTWgRMadAQ4YZBFZvwpi+yz69agYWOaPbx1HzVp3XRh3rP+Gzq2ueIVUgkNGT7feFaYTSVjLE/Cmei0hp1FeicIwiilxRTETkfMfrRSn7x+tFZlBijFLRQAmK8w+Jlsbq5uIXwI2tVZc/3gWwf8+leoV578RYXkuItikkwgY9fmP8AiKyrfDdG+G1nZ9UcRO15Z6FbR2zhJ2RV3kdOOtZUkOoWb+fHrjmXGWEpAx+PQV3mlWsV3aCOVQflx0pkvhaGO4mYQLLHPEYmz1XPcHtXnRk0zvcIy33Ob0nxvrlpIhvHhktdwDSrhx+ak4P1r1Ox1RL60SeJgysM5rlbPQ7LStH+yiFnUMX3SsGYnAGM46YAGPatLw/H9n0t0QbVBOAOgq5TaloJQXL5lXxL46GiFY4Io55M/MpbBFc+fGuvavGxsNNVQc8s64H610E2nWs8wkltI5WBOdy9cjv61z1p4Ft7SCWK388yyyKyyn5RGoJ4A79T+npTU/duyXTVyXQ9X1W+uZrTVbRYZoxlXRgQ4qz8PYbq11jWbnJSKe6ES9Pm2sc/gAa1YNKXToQdxZgMbm64+tXvDltGkeRgsbokjHTLZ/rRSk+bTQU4q3c7PFNIp9NavUR5g2ilNFMCc/eP1paQ9T9aWoGFFFFAgrkvG9s7WkNyFJjj3K7D+HOMZ9v/AK1dbSMMjB6HiplHmVmXCfJLmPKtBn2rjNdZGRIozXGwxmyv5oDwY5CpH0OK6eznzGCfSvMatJo9JO6uQawVhgUA/MxwBVrToh/ZxAHBGay/EEU15AFtm2yqDtPpVLSNT1y1gS0mtUbaNplLY3D6ChL3rlp+7obsAUzFT2rS8sAeorCsknhDG5fezNn7uMD0rVSf90QT06VSVtyZWZW1GQCJh7VL4dAlS368SMfyyazb+TeCK6fwzaRw6NBNsxLIpJYnqMnH04xWlCN5XMKs+WJrkUhFOpDXoHAxhFFKaKYEp+8frRQfvH60mQB1xUjHUUCigQtIaM0yaaOCJ5ZZFjjQFmdjgKPUmkF7HnPi6xbTddN0F/0e7+YEdA/8Q/r+NLp9wJLfAPIrJ8X+OLfxDeRaNpKNLBEzSSTn+Iqp+6PTrzWVpGrm3mEcpwD3NceIhaVztw9TmjY6i4m1GO5zAtoyn7vmlhj8uv6VYjudZIy9tp8hxwVkYfpinwPFdIM4INJJodtN8xU59c1irnVFxtqiNrjVWfbNDZBT/EjNxVvzSIyWwD7Ui2cdtHgOSB0yazL++WNSAelKVyZNPYS6kaRljQbpJGCIvqTwK9Jt4VtreKBPuxoEGfQDFeJ3uo3sFtNq1pgNZFZkLdOHUf1r0zwj4y0/xbYeZARFeRj99bM2WX3HqvvXXh42jc4sRLWx0lIaM0ma6jnEooNFMQ8/eP1ozTWPzH61n6vrmm6Fa/aNSu44E/hB5ZvoByaVgbtuaWar32o2mm2xuL25it4R/HI2B/8AXNeS618YbmVni0e1SCPkLNN8zkeoHQfrXm+qa7e6rdGe+uZLiU9GkYnA9AOg+gp2FzN7Hs2sfF3S7ZXj0q3kvJB0kkGyP6/3j+QrzPxF481vxHE0N3chLUnPkQrtTjpnufxNcu0x2bQBljjkUyQkJnoOgwaExWvudB4IuEj8XWiyfdkDRnPTlTx+eK6jXdEk0+43ICYGPyP/AEPvXm+nXT213Fcxn95E6yL9QcivpGC3t9V09HKK8UyBsEZBB5qJ01NG9OpyM800vXJLD5Jssg6H0rpYvFtkUGZ1qTU/AzJmS0BkjPJX+Jf8f51ip4TdpM5x+Fcbg4PXQ7U1JXiy5eeJVuBttwW/2u1Ubayu9UuFXDMWOAB3ro9L8JBmGRux1J6CuystLttOixEo3EcuRyf/AK1VClzMznUUDznxzYx6B8P7mE83F26REjtg7sD8FNeM6ZrF9o+oRXljK0FxEcow6+nNemfGbVxNf2umI3ECGVwDxubp+IA/8eryNnbaANwHtXY4qNorocsW53k+p7boHxrVmWHXrHHb7RbD9ShP8j+FenaTruma7a/aNMvI7hO4U4Zfqp5H418gCQBgcE4Iz04q9Y6vc6bei4tLuWGVW+R0YhvzBoE4PofYOaK8b8NfGb5Vt9dhEgA/4+YOGP8AvL0J9xj6UUzNu25F4w+JutxazqOm2TR2cNtcSQb0Xc77WK5yenTtXnWoareahP5l5czTy4wWlcsfzNW/FzEeMteIwNuoXB6f9NGrmy/XJPvQmNQV7l0u20sTyTj/AB/pUPmc9D9aZJKBhMcqMH61GhWSTK/WpY7Ev2gM3qRxt79aGkYHGTgelVRE905CBmYBm+UZ6Ak/pQh3EKCD07dqEOxdi/1xUdT79q+iPAd2Z/DGnuTnEewnOehx/SvnGNcthTyvJPoOpr3T4T3f2jw3JAxz5MzKB6AgN/MmtI7ks9Hury20+ylvLmQRwRLudj/nrXCv4yF/c3DaTpcl0TjMtxtihi7ZLDJPrg81peOtGvdf8OtY2km3BDspGAxHI59v61wehXlt4d0FrLU5N84Z3S3hb5nbn5if4RjjPX04zmrWW12yW3veyPWPD2rxanZFNsUV1D8s0URO0H1GQDj6jP6E6EzE8CvDdB1LxjrOsjU9HhDW9i3/AB7oQkRHdMdyQfqPyr1671aIeGrjVY9yIts8oDjBUgHg+4PFSo2Y23a7PnzxrfjUfE+o3JOQ0xRP91flH6CuUkUIPm389MCtC4lM0zM3JY5J9KpXGXVsAAZ4wKT1dyoaKxVyCp2qCSOpPP8AKonJAB3Z9elPxIucKOBk57f5zUO7KjkE5OT+VSaonWUKBg5HsKKYpOMghh6cUVIOx1fjFh/wmOvcHP8AaM//AKMaueVsyDcQuT1PHFb3jSQr4011Tn/kI3B6f9NGrmnYhshj09aBWJjMXXBbK7iQu7jnGT+g/KoypWBpO2eQKiGTzycUshKwIDyGJPr/AJ70xWJIjsQMCB706V1YrKgCI3b3qrG+1drEnacKPY1YjeNkZCM5OUI557g0gaFQkS8nJB71638IrwxXuo2u7KmETrzx8pIP/oQ/KvHlfHOT16V3vw1v2j8TQQpjbcI8Dc9FIz/Srg9SZrQ+jF+W2VW/u/MT9K8KvdFm1nVtZ1XT5oGginMMiu+0xELtDH/ZJHX/AAJr1rxffPb+H7iOCQLPLEcY6hBgMR9Af1rw3RdZm0WJ7tMOJBtmifkSofvKfrWsbmMnqe3+DNGt9D8K2VtA6SmRfOklTo7NyT9Og/Csn4oXy6Z4NnhiAWS+cRnBxx1J+vGPxrW8G6hBqHhqzeCXzFjQJz1Axxn3xj8c1wvxnvs3elWQYAJG8zDtyQP6GpWhUtTyOQgKeQCeAKrvKVYjAZR6GpHPm5K4/wAKrsGckFsADJx3qGzRIjkY+XwoO7kgelQbGIIPrkjpTw7tKzN25B96fBuy2e6kZC/r/KpL2IlKq2WPbrmipHLKSN5weucDmigLnR+ODnxlrjY5GoXAB+krGuWMjbWPBGPvfj1rpvGb7vGfiFAAT/aNxj1/1rVzDklCB61JSQoLhdwI5PXPFSyoylQVPC8H1P8Ak1XiO6VVxkk/ganlJkkLjkZ9eaYnuNw42lQdy9eOo70EqMOCMkZAxml4VyQSCFPbqfSoVYKWGD7daAWpI7HO7CkE8YHetzw1qJ0/WrK6GQsU6MfcZwf0yKwEwzFOefukDvU1q+xvVvc8U0Eloe1eOdZmb4haRpUEpzDb+UQpwS8inI/H5ce9ReNPDAu9IfWtMiIkGXvbdRjB5zIB6ZByOoOfQ48/8TX8l/r0GtwO4+1pHJnODHIoAYA+2Afxr13wv4iXxDo4mU7dVtlzcRDpMvAMgA68YDAdeO4WtW3fmRhZJJM574P+IFhv5tEnJHmoXgPqRyV/mR+PtWL8UtQF74uuEB4t4khP8/60+/so/DHjbTdcsF2adLOEKkgiFmGGTPpg5B6EdM9a5DxBei/1rUrjgiS4chs8EZ4/oKL6aA1dlAEI4IPQjHelmSPy1BLKx5PPHsKhhdVysgZQOoBHJpJH8zPTnjNZtmlhjrsDDHXsaRCPMQfMBStwqt94EcZHamNIBIvHGR0XjFIobnfncMY7elFOmIJfCL1wRj+gooGbvjV1Xxv4g9RqVz/6Naubcky4VtoOMe1FFSiiJlZZew6HrVqJiVAJ2j25oopiexKE3IxUnGQPp+tVZkKE5ByvvRRRclbjSuVG3I981OmC4ORz1Hv60UUX1Gzs/CukjXtOuNLcJ9pY7rWQ9FkUE4PsQME/7vpTNJvrzR51uLZzFcW8nBB/MH1FFFaUXdtf1sjnrHReLtVjvvCp1W1i2Wl3IsMsB/5Yzqd2V9u4PuQeox5oZhgA5P8AnrRRRJWehcNgZlRAr8DGSRUc8mxigBUkbSM5/pRRUNlrcV2Vo8KTxkciqx3HjPSiikVEnmG0sSSZC2d2exwaKKKoa2P/2Q==) | ![ORCID](../images/orcidFav.png) PROFESÖRFIRAT ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/EĞİTİM BİLİMLERİ BÖLÜMÜ/EĞİTİM PROGRAMLARI VE ÖĞRETİM ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Eğitim Programları ve Öğretim Eğitim Programları ve Öğretim | mtuncer[at]firat.edu.tr | F0C57B07E764F6FD |
30453 | ![NECMİ GÖKYER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRFIRAT ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/EĞİTİM BİLİMLERİ BÖLÜMÜ/EĞİTİM YÖNETİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Eğitim Yönetimi Eğitim Yönetimi | ngokyer[at]firat.edu.tr | 20571B52ACEA8237 |
59913 | ![OKTAY BAYKARA](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRFIRAT ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/FEN BİLGİSİ EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Fen Bilgisi Eğitimi Fen Bilgisi Eğitimi | obaykara[at]firat.edu.tr | C791813E0867CB86 |
45612 | ![ÖZCAN BAYRAK](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRFIRAT ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/TÜRKÇE VE SOSYAL BİLİMLER EĞİTİMİ BÖLÜMÜ/TÜRKÇE EĞİTİMİ ANABİLİM DALI/ Filoloji Temel Alanı Yeni Türk Edebiyatı Türkiye Sahası Yeni Türk Edebiyatı | ozcanbayrak[at]firat.edu.tr | BF06AC5C33EEE426 |
25043 | ![RAŞİT ZENGİN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) PROFESÖRFIRAT ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/MATEMATİK VE FEN BİLİMLERİ EĞİTİMİ BÖLÜMÜ/FEN BİLGİSİ EĞİTİMİ ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Fen Bilgisi Eğitimi Fen Bilgisi Eğitimi | rzengin[at]firat.edu.tr | 6ADF08C4D90B1823 |