35496 | ![ELİF YILMAZ](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD0jWUjktNkkayKzKNrDIHzD5iO4H3iO4BFN0fTm0/Ub1I7JrW2UIkS7cKcZJI55JJzu9MA8qRWT4+GfD/PQSrn9awfAosIbu5uLm8toWEeyPzCgfJIOULd/l/XpVk2PSJPtCyEL5bqSOMshUc855z9OK5vxw80eiRFwu37SAuHyc4c5xtHt3q5qKJZ3Ed28hWBWR2lebbvOGJAKnJYjB24IbaBgDkUPFv2W5RoFuUM8KGXypZ2wwOQMLuA3fMSOp4AIwaAM63vraO2msrJNiyQxBpFj2FhsAORk/MXIGPfOSeax7iMqNsm1hD+6+Xgjlvbnv8AmK7dNNglkknuW3RSPvg8nJ5fa+GODxuUYOcc49AM/W7XRoTest1Gl2wG6KTOzOQxbIHBxnv9epqrjOl0wCPT40DZxVklxuJI2gZ+77fWvNdV+I0VvbrYaNAZ7oqSZ5UwkfHXHfGQc9OnHPHB3Wr6rqV8ZL+9mlYOwIJKrGScHao6YI7ewxSFynvaXPm34UXELquRsVDuBx67v6VeJGQPXvXhEks21GSRgsRJMrnHPpmpB4/1pYEtlvg0SjYZRw5HJJLEZH1qHIpRPc8g0EV5NpnjXWUnIe5Mscf8EqDDZz3GD/kfSvRtD120120MsDASpgSxE8of6g9j/XihO4mrGjQRTiKSmIjYU01IRTSKEAyilIopiOX8ej/im5PaRP5ivMoI2eRVUqNxABJAH4k9K9T8bwtL4bnCKzEMhwoJP3h6V5xYSzafdxXAiYFcgiWElWBGCpB6ggkfjQikWbXRtRn0+e/gt2e3t22yOrD5SACeM5OMjkCluEv43JvI7lHYjJnVlJwOM59q0bXWNOtbhobc/Z/PVVuo0m8yNOAQ6kHcMBnJBJIPHJyBZ1nV7W6sGmmljMxxzJEwJO7qGPA+UZxn1+lNBYpW+t6lbxxol3LsRwwUscNwBg+owo4PH51yvjHxdcatexQCSPaAc+WAFY7iecdQCSPr1zjNWdb1+Oy0q4WNIWknPySRjmPnnB57cfU57V53vMjF2PJ49s/0wKmTHY6OyvtrbifKQpjjh29/1PHfqc5Obuy1utqpJsCkFsOSQMZx9Sc8/X0FckkzcKOAO/Un/P8AWuh0aB7udIVydpGSO5qXKyKUW3ZG4NEutZijtrZCsKkEljjOPpWsvw/1C3gDREZAyMDqf84rr9As1to1X25rrY3Qx7TjisPaXZ0ezUT571YarojsLiN0BOclf61s+CfFq2F+l07nYDsuIh3Q9xx24P4Y6GvVtZ0e11KzkikiV1YEEEV8+azYy+G9feJd2FPy8dRWkJX0MqkLan1KGV1DIQykZBByCPUUhFcv8O9XXV/CUALZltT5Lc9VHKn1xtIH1BrqiK1MCOgilIpKAIyOaKeRRRcQFFYYYAio/sduesKn8KlFPFIZALC1P/LBPyofTLOQYe3jYe6g1aFMnuYbK1lurmQRwQo0krn+FVGSfyFBSPmz4l3kE/jK9gtYkjgtW8gIqBTleGzjr8+7n0ArkCNqjByMdcfnVm7ke6vWeR2ldyWZnySx7k/571VkG51XJIPA+lSxomt4mkYbULMx2qoHJNeoeFNAFtCjumJmGXJ7H0rlvCcNg940k9zEjIQI1Ztuf9r0/nXrmlwIiKFIORnIrCpJ7HXRgkrmnZQlEA6VeAYVEjCMdBTpL61gTzLieOJP7zsFH61mjRkqk9DXmXxP0RXt11BQMoeT/SvRotR024lEMF9A8p6IHGT9Kw/GcYl0G8Rh/wAsmP5DNVFtMhq6scd8FtYMes3OnSP/AMfEZwCcksvzD9C9e3EV8veANQfTfGunyIsbA3MaHeCQAx2E8c5wxI9wK+pCp9DXWjhZCRTSKlIphFMQyilNFFgEFPFNFPFIY4Vh+Nr6DTvBGsz3G7y2tXgG0ZO6QeWv/jzit0VyfxNXd8PNUBGeYP8A0dHSGj5ucE+Y5JYkhRxx7moYyschlfcFB6Drj2/z6VNNjf5a9uDzzn16/X9K2NG0xbrywVDA84+lRJ2NYxbdkV11qEMkE+ixMw2gkSANzjHIHuO9dv4ZmgtLuOWznm8qUFfKduFOe47Ec1Zs/DtuFDfZI9/B39DkYwc9eMDH0q9baJHbXIlVMEvvYkkknp3JrnnbodUE1udLrnnvo7CK4a2kccSqMla8r1jVtP0i6QyifU7no7Sy7QD/AL2Cc9OO2etez31otxZxR4BXHSuUuvBllcTh5LXJDFlKyOrKT1IIPH8uB6Ckt9SntoZXh3xFpk6WsFxpgspLlN0JPzpKPZ8ckdweQTXSa6d3hq8AkLbLeQAt2+U4qS28KWRht43tgVt12xFiSyD2J5z79c80nimBLHwpqRUfKlpKcHnohpu19BLbU+fNPkZb1sZyBx9civXrZlliRjJ1HrXjUDDzGc9zx745r0e1vwttEpbBCjjNdcTz5I7Kz1OfSZY5LaZggfc8QbCvx3HT8a9OR0ljWSNgyOAysO4PQ14O2o5GMk8gHHNdlpvji+jsYoBHZBIUWNcxvnaBgZ+frVtEHoxHtRXH23jsbkW6sCy8BpbeQE5wSTsbGB0H3ieaKVgOuAp4FNAp4FIoUV578XdSit/DkNis4E80wkaIYyY1B5OQcDdjHTJU+hr0OvnX4jay2reI9RYyhooZDBGFfcuxTtBU+hIJ9PmpMaOHZsliTgnoP8+2K73woiEQsf8Anmo/SvO5JMyhfQYHP1rtfCd4DBC3Tb8p/A1jU2OrDv3j1y3hjEQ6VXVVnvfLXsRmqkGoBowoPOKqT309pcI0ChssCc/rWFzs5T0ExAW6L1IWoInikyOMg4IrBOr3k6R/ZtgJPzbvSp2keBhLnIblsU7kchvDaF4rjfiHKy+EdTCd7dwfoRg/oa3RfBlBBriPiTezroggiGVnEySZxjaIJWxnB5yAR/u9RTjqyJ+6m2eJwjbEDweOM1vLeMo+nHNYigBogCR7E1aEgPOfwrqicLNmC9YMDk/exWlbatg7OuOOK5yKQ8exH86jSYi4kJPVjn860M7HcRamSevFFc5b3DEdvxop3FY+nlmxG7zI0Kq+0byvzZOBjBPUkYHXnpUyOrruRlZckZU55BwR+dYXhl76+0621PUfMSeaEbYzJkeWcFSQpCliOS2xTkkYAAFWk0w2144t9y291I8tzhmXBK9iGyGLc5x0yOMDOdyrGheXcenWNzfSozx20TzOq9SFBYgZ78V8n3jkoy4GXBAx6/5xX0V4+uWt/CWoSyttBiEccPGGdjhiTyGwCcAgYKk9dpX5ymYMY844fj8qGUtzJlYlt/cenpW94Yv1juHtycFjvT345H5Y/WsO5AWZlB4zxVTzHhfcCQVOVI6g+tZyV1YuEuWVz2drmZbIyWZUy443cgfWqa+I7osI5rNFIOGYEsBz7c1znhrxILh/s1wwEh+63QN9R2NdqtglwVk2ZPqOtczXK7M9SjODd3sLaeKHjykNsC2cYZH+bryOOBxWmut6lfbALKOGIEBm83cc88Yx9O561Ha6SxbIRseprVaOO2t9pAAA6UNq2h0VXSt7hZhKxqADmvIvE/iK21231y9XBhhvbS1tpFGGKeTeZOR/CXOfcYrR8f8AiiaKzbR7JSHuYz5sp7J0Kj3Pc+n14860m/ns2aJY4ZYnbe0M6BkZgjqrduV3sRzjOMg4rSjHS55uIf2UPdgHCgdFHPrnn+v6U5X/AAzUMME0yvcBG8nON3UDjJzj2qby1QZ8+PHGcZ4P5VujllFosxnBBHt1qHf+9c/7RpYzgrtYMCe3Sos7mJ9Sau5DRrWknHP86Kr2pI9foDRVE2PrO3hSFBFGSkY4UA52DsAD0A7DoKwr68FhLJLfy+VFH8sci3LBg4yVLRghX3AZHGMjB4ztwdW+IYTzodMhXg7VuJD1GOoTtzyM/iK8/wBR1O6v52murmSWQjlnbJ+n09qwlLse5hcjrVPere6vx/4H9aGnr+t/2nYfZLh7eTe/mSzRxEOzE5wDnjblwMDad7NtJ5rg9RFtG0K2iKrBTndk7uPvc8evStKZ/lP6ZrAmBKtct94tkY9OcD9alSbOvFYKhh6XLTjr3e+hjXj5ndm5JY1Du42SdezVPcgMh45Dbs/lVTqu3uOa0Pm3uWbRjDeRyDIKsOhxXrehanM8CHcG4rx+EF2UA85616X4Uk3W8WQeVBFc9fudmFe6O9h1CcjAAFLJul5ds1ViYACr8SF0ziuW52HmXjuyb+0LW5CnacrgDr3/AKGufGj+YdygYbnINek+MtNMukfaApzAwccdRnn9K5iFAoEXYcqSeo9PwrohL3TvwGEhXvzkVlapawrAF2ov3RjINVZLIi4LxPyHJG04w3TP1BA5FbEkQOCPwFVXRVuCAvBwwx/n1zVcx7VXCwlFR6I1Fla6t0hu1jnUYJWRAw3euDUMuhaRdvI72SRyMu3dCxQLxgEKPlz+FMWQgDkfnVuOTPNNSZrPDUaitUin6ozbvw7bLGUsFcXEaqAhcESjn5jno35DjgUVqymR1VogDIhOATjIPX+n5UVaqNHm18jwtWXMrx9LW/JlFpCR7k9qrOcnkAHNTDIRQTkgAE4qFyfb3rI9QqXWVgkYD5lUkflWJesPIREwM8KDxurauZQsbbgSB1CjrXPS7zuZgcbcKO49KuJ8/mtW10uqKUqgIZAM9sZxjjH+FQEIFXgcZIYZyenFTqzRytgjDMcZ5yPwqMrtlbH3WJ752mtj5clitpIp124YEfKD3zj/ABr13TdI+xW8SqpwFAHrXH+G9IN7rdiiqwMcQlfjoOOv+e1exW9soQAjOBXNVd9D0YU/ZyaKFpaZUFx9BWtDb8dOKnjhQfw1cSMYHHFYpFtmJrVnHNpU8bDIKEEfhXl8CF7ZQSQy8Ej1HBr2O9g8y3dfUYryZk8q9u4sY2ykgfXn+ZNaI9fJp/vJR7ojBJyCMHHTsfcVXu0yI3HUcZ/l/WrUibhjHTgE1FKpNuw2/Mnzden+RmmfRSWhBGxXFWo3GBgjJqmOv+NSoSCO3FCJTNFHPaiq6ufxHpRVDKwcOgYHORn8PWoZVJ/iPXpUVnIWhGTyPlqduev50MwhLmjczZ4jJ1IUE9DVC4t8u3Bbjqa2ZFGCf1NZ98dkBHBZlxx+v6Zqos8rG4dcrkzn/LYRRHy8BlJXAzwD/wDWqaJBLggdiGPXkd+BSuTG2xlC8HpnjPp+tWLCMiTywu4YwpPfH/661PlacH7RJo9N8A2DK8t22CskEaDnkEFs8duNv5ivQI09uK53wVZeVo6MM/OzZ/A4/pXYJCNtc0nqehW92pJPuQKMHmrMZB4pjxYNEXUVJk2SyJuQ8dq8p8QW32XXnIBAlX9VP+BFeuqu4V5/46szFLFcDgLIM/Q8fzxTR15dV5MRF/1qcln0ppUNlW+6eDzT8Z5po7entTPsihghQCMH3py+3apJFKyso5+bOfrUee350GZOjAUUxDxjjjjmimBkWcgEzqGyMZ6/0q/njoazSirdI+3JBx+fFX1IK802ceGbSaYHB69KgaEPOUODlSf5VOeDREA05PcL/OkbTipaMyrrTjLPERjaucj1NS6Zb4v1D8hP51reUDj+gqe3jXzOBj3xVps4pZfT9oqi6O5634btVXRrQouB5Snp3Iya2vLIq/Y6bb2Vhb2sa5SCNY1Y9SAMZOOp4qx9mj/55j8zTdJnyVXEKU3LuzDuFwhyKgt8luK6F7GCUYeLI/3iP61ItrCuMQxjHTCCl7Fk+3RnQxMV4BP0FZniPw42rabMhcRtsOzjJ3dvwziuqApk6b4WX1FWqSRCryi7xPndfmQN6jNIc5rR1a2+yazewlAoSZ9qg9FJyv6EVQYd+fwrNo/RKNRVIKS6lecHerDoV/Hr/wDXqvwT6Grc4HlqcE7T19BVcjJJ7npUMbBecZ4FFOQc88e9FAGHcNjg9eoNXUk3AYOQR6UUVbPPov32KTk45zTrfHmOevA/rRRSOrqiyvJx3rQ0i0Goapa2ZfYLiVIi4Gdu4gZx+NFFVHcms2oNrsfQyD5afRRXQfnYUdKKKACg8iiigDx3x5ara+K5Cp/18KStnseV/kormCOOneiisJ7n3uWSbwkL9iGQBonzwMZ49uarZGM9yMiiis2d7HYHIHX60UUUIm5//9k=) | ![ORCID](../images/orcidFav.png) DOÇENTKARAMANOĞLU MEHMETBEY ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/TEMEL EĞİTİM BÖLÜMÜ/OKUL ÖNCESİ EĞİTİMİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Çocuk Gelişimi Çocuk Gelişimi Eğitimi ; Okul Öncesi Eğitimi | elifyilmaz[at]kmu.edu.tr | 6870CC9F18EE2D27 |
40343 | ![ELİF SEGAH ÖZTAŞ](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTKARAMANOĞLU MEHMETBEY ÜNİVERSİTESİ/KAMİL ÖZDAĞ FEN FAKÜLTESİ/MATEMATİK BÖLÜMÜ/CEBİR VE SAYILAR TEORİSİ ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Matematik Cebir ve Sayılar Teorisi | elifsegahoztas[at]gmail.com | 7F9A479E551A9757 |
151211 | ![EMAD ABDELBAKY ABDELBAKY ALY](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTKARAMANOĞLU MEHMETBEY ÜNİVERSİTESİ/EDEBİYAT FAKÜLTESİ/MÜTERCİM VE TERCÜMANLIK BÖLÜMÜ/ARAPÇA MÜTERCİM VE TERCÜMANLIK ANABİLİM DALI/ Filoloji Temel Alanı Dünya Dilleri ve Edebiyatları Arap Dili- Edebiyatı ve Belagatı | emadaly[at]kmu.edu.tr | C929B0B0B3B7A57D |
55584 | ![EMEL ALTAŞ](../authorimages/photo_w.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTKARAMANOĞLU MEHMETBEY ÜNİVERSİTESİ/SAĞLIK HİZMETLERİ MESLEK YÜKSEKOKULU/TIBBİ HİZMETLER VE TEKNİKLER BÖLÜMÜ/OPTİSYENLİK PR./ Fen Bilimleri ve Matematik Temel Alanı Fizik Matematiksel Fizik | | DB9EFE0A31A14996 |
44691 | ![EMİN AHMET KAPLAN](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3viilxRj3oASilwPWjFACUGg8cmvK/Hfxih8L6/8A2Fp2mNqF6AA7CTCozAbVCgZY8jjI60Aek3+pWWl2j3V9cxW9ugy0kjYArgG+Meg3tybbQku9RnAJVY7dgJMDtnn8x6mvKNT8L+LPGksd5qGtm8WX7u5gqQZP3TFkFGyRkBfxrIh1qHwbdRKdGNvq1upimWRWCyY+7IGyGB746HHU5yoB9C6H4/s9YkMOyNZlyWSOTO0epBCn2OAcGuvjlSVFdDlWGQa+W7L4lx6jqdu2o2SQXTShGvoWw+w5GMngHkc9M/NgHmt/w78YptIsp7S+b7YqTCW3YsUO0nlCTkgZzjNAH0SKKwNE8W6VrjmG3uVS6H/Lu7DfjAOQO4weo9/St8HigAopaKAEo/KlooATBopaKAFooooAMUYopCQBk9KAOR+I3jKHwV4Vl1DCveSHyrSIn70h7n2AyT+XevlaO6s9UN3fanc3E+rXErOu0hcseQxyMH5j0449O/QfFHxifG3isQ28bJBZyvbQLvysg3YDgYGCcfy9667wZ8LLaWUpdqsj/wAbsMhR/wDX/wA9KAPN7DxTrkN8902ozRySZWSXAO4gcZB+U4HHPSurvbe/8R2cS3LwzTs2xJtmwo2eu5SQOckjIHBODjNeyWXwn8L2brJbwusinO7avB/Kuqs9DtrWPy1UMoGPu4/GgDwa5+DGoXGkLNNck3wUYbbkP9e/fr14/KpZfBjXYFl814kZkPlTZPDDBXkcr0/T34+jYrQxY3vuUdBjoanZUljZCBtYc0AfNIs9S0TSVvXtYoNX02VYXkCJvQgcY2lTnbt78ge9e2fD7xvB4y0bzioiu4vllj3Z/EcA9vSuO+KFl9itrvVLS2Mt0QiTJn70ahyfyyD9B34rh/hPq11b+M7W6AV7e9BjnVCqiI7uG2/n0GOaAPpzFFHaigAxRRRQAUUUUALijFFFABiszX7xNP0DULuRkWOG3kdi5IGApJ6c/lzWnVPU7SO/0y5s5UV0niaMq3Q5B60AfEFhbySavbrEnzNcKFXqc7uK+udE2W8f2XYA5++wHWvn/wAG6HInj+ZJ0IOmysG3Nu/eZIPPQ9K95fxloGnoUMvnzoo3LEpfacdGI4B6cE80AdfBEqr9fWrG1favI9V+LVzHbPc6bpDSxoCWR2dZAODnG3BB56HPHSrenfFL7TpizywhXZGYKGzwOv5c59MGgD1FgD6VWlRwMJXh+pfFfxTHePHZx6dFChG+WfPy5GQOoFdZoHxF1DUNPiae2tTcF9rMsuY8fVc4P50AZnxpDweH4bzywyJIFlHf1HJ+p4469a8j+GVxOnjjTWtbK6ukjbEohUsRnIB4+6uW7nHHNet/EDxJaanoVxo2o2Fxb3d6jfY5FHmQysOOHGCMEjO4DH05rN/Z+0K4sbjXru53JIjJaNFgEAqST8w646cUAe6ClxRmkzQAtFIWFIXFADsUU3dxRQBFJdJGuWz9KRbtGXgmqbBXfpmrENuBzigCwJAaRpABnrTXTj0poIegD5207Thq2v8Ai3TkSa0lkmkumdGLSkkuFjLcArknIxzn7xGKn1bwzq0Gn2x0K1mttOeNM3UUYeRlKjoCRtzkknrk106RrY/HG+i2bI7qzDYPALAoxI/FmJ967v8AtRNHzaptMX3kf/nmD/AR7Z4x247ZIB4Ifh/rDyfarG41WWcfeecEA8HvznnHFek+C/AMb3OpvrOnafNMBCjPNbLK4k2BmHzZA+VkJx3+nOy3j9b/AFmPSNPaMzsxWSR1ZVTgnOWAHb/6xrotOvNP0u0dJdRSaQyM80x43uxyePQdB1wABk4oA8NvfhRqd7ctJFbiS3hnljNrCxVUIdgcDtkYYexx2rX0H4QXf9owSw/a9KiRsyS+d8x7YCn1yevb616Brms22nQXOt6TqCSTNt82zDDEpHG4DGQ23H4KPrVO3+IBv7ZHt9ik8N5nBU/QdenTI+tAE2uaIkdlcRS3Mt0tjpdyu6XbuUSldg4AHSJv8OlY3wNtYbXwe1xEAfPcAt0JIGTkfViPyrfg1BtUj+wDBFyd08v8T8EH9AAPYCn/AAz0f+zfB8WRhpppZeB2LnHH0AoA7JXz604sB35oQYyCKRlX0oATeCO9IHyOBUij2o6cAUAJyR0op1FAEflKuMAU8YFUzfp3U0n25eymgC7ik2gCqn23jhaRrskYoA4jxxp7w+M/D2sKUEey5tW9d7JuX8wrfl71zHjPWf7N0iW93EhV7HqegH8q634lrdTeD3vrUBp9MmS9RQfvBMhx/wB8M38q8f1zxdo2u+H7q1nmKGWEmM443jkAj6j0oA5hfGSro80UMDG/lcu8zkAfRQPr+lc9Z63qthG8VnfzxRydVVzgn1x/Wt7w14csNd0yVhcGG9ifPUFSvuDn/PrXRS3mu6eTbxaRosgZAfMFsQZB1yecHnJ/E9sUAc54Vu4NLuLi+uNTjjkNuzrFJGXLuCPlPI5xu/T1qfw94oupvESRtEgS6bG1cjB7H/GrCWA1S5aTV5Lbfln+z20SoqDJJJKjIHJ6nNc7Y6nZ6X4qF7HBm2ikO1VP4Z5zQB9E6BeJp/n3EzDZHA3LevX+ldz4Udj4V00swZvIX5vUdj+WK+ZI/E2seKLmPSdPjbN4zQrGoBY8Z/T19D27fTWk2U1jpVraM+5oYlQn1IA5oA2GkxSbxjmqwib+I07yCRksaALHmdgaXdx1qAQjPBqRUVOKAHZJPtRQCT7UUAZG2nKop2AKFxnnmgAx2ApQoPHen4HYUDpn0GaAIZ7aO4geGVQ8cilWVuQQeor5O8d+Cr/wnrd6gtJv7L84/Z7grlSp5Az6jOPwr6F1X4q+DNInmgm1pJZ4s5jt4nkyR23AbT+deLeLPiXqHj67ttHS1Sz06S5UeUG3PJ8wA3N/QY/HFAHAaXqtxpN2txbsdynIGeKuS3FxrupsyrIm8F2SMZVcDkgcADvUmueGtQ0Sd0uLdxChIWcL8rDPBz61Homrto90lxEziRThgBkMpwSMfUD/AOtjkA9L8N/D2JfC8F1d6jHbzXu7Fs4GGI7E9+nTH8q8w17TxpmpSwKcoGOz5gTj3/P/AD0HpGteNhceERfK3lXBkaG0giG0RMSGZiCSegBz3LEdOT5zp2ky6nN5smVgBJZs8t7CgD0n4E6dOniGTVBbrLmFoUDcEDjcwP5D86+jUlCj5yEOcEE98Zrxr4WP9l1s5RYbe3hZHZjtCLjqSemCBXba7rMd/OPIYi2Rjli2N56Z+nFAHZh1YZVgR6ingg9684tr64Eu+GeRABkFTx+Xfr3rodO1xJVCzsIZM43E4U+n0oA6bnGKXrnJrP8AMl65P4U0zSHjdQBpZJHFFZvnSDgGigBuTThwabWL4r8Qp4b8P3F8V3zY2Qx93c9B/X8KALOp6qbdhDCQZMZdh/D7fWvD/jD4lvk+x6Ql5II5VM08Yc/MM4UH24bioIPivqNmkL6rowEcwLJIjEbxuOSM9ec5561x3jnX7LxLrEWoWSTx/uRHIkoHBBOMYJ4wRQByx5NTWs7211FPEcSROHU+hByKgooA+i9M1m117R7e9iUNDINssZ6o3cH6Z/LHrXH+IvDuhQ3QMdrGrMeBHwPyHFeeaJ4h1DQp2ksptquMPGwyr/Uf1HNdbD4/094WuLvTme84CquMH/gXb8qAHDw3Zw7ZWhUJ9OaqX2vWOnfuogJWUYCIeBjjr2/mCKwNZ8U6hrDFXYQw9BHFwPx9ag0HS5dV1SO3WOZ4wQ03lD5lTPJ9vT6kUAd54EtbzVbw6vfsZLNGIhtoz96Qd8dOPUmvUo7YzsGnGQDuWPHyr/jWJpkV3p2nw2ul6PDbwRj5RJJkkZySe5PWrf2jxD5gxHahM8rhs4/AkUAbpHy4AxmkEY2/d4rH/te4iOLtI4u2GGOn44qzHq8cyjBj57g0AaUcskRDRSvGR0Kn+nf6Gte210rEFuYy8g43J3+tcybtSMbiD+v+elKt6mwuWBAGeO/+fSgDtrS+gu0MkZPyffU9RnpRXLaPdRW92bsRyedLF5b7G4YA5HHtz+ZooA7EnAzXjPxM8TRXXiSHSldGgtgUbLcGQgMfyGB7EGvXry7isrK4u5jiOCNpG+gBP9K+WppDr2vrJczKgllL3zSDCx7SWaT6FCfqePSgD0XStN0rxJolvbPpyNaD59shIKk9x3X8D6dazvEvwy0ZdEnk0pGt7qFTLkyM4cBSSpyfbqKXQfGdzLcraaP4enl0WIeUkzEhjjgcnj/gPau233F7ZyiW1lh8yNlKvjIyMdjQB8569pDaJrE1iz+aECssm3G5WUEHH41lV1/i2803WLLStRtLkG9+zJb3VuVO4Ooxv9MHp+VV9J8B+IdZTzILB4ocZEtx+7B+meT+AoA5iitjVvDWraLdrbXtnKrscIUXcr/7pHWtXQ/h7rutgOtt9lgzgy3OU6dcDqfyoAzvDfh668R6olnACI+ssuMiNfU/0r3rRdAsNDh8qwtIIFI+eTaWkcDplic59s8VH4b8K6f4Y0/7PbMzyvzLN3kI747D0FbZOwAqSfxoAZjBy2B2ztx/WpFKquVJ246Z/OmHIUH5voBS5Lj5Gyw6EjH9KAGOImPzheepPUVQmtog+6LAfHBUZz9c/wCf6WmvkibyrpQh7Ng7SPrSTwRzR712tGecAcUAZDI8eE+ZRjb0DfzGT1qjfzpJKiTsHMJBQE8lj/gOfqQeozWpKgiLPuC446/09OlcprMGp2TLdwXEaRSHMilGPHueuenTFAHR6fqBjVBLsDc5246/j0/nRXHWuqInl+YZGL5wMfKe/wCNFAHqHxQ1U2Xg2a3jOZbthCo9R1bH5Y/Gvmm7SeCTcWDRyr8jgkq6joOfTjg9Mc17t8W9PvriK3ulUSWKxmN12ltrE5JI6jPHI6ED6HxH7Oquix3SCPzVIjmPAbODu7YHPI6igDv/AA5o/i+XTYLqDxFJaFlyttINyIp6cZwOO2OhFdlpl14nt8Rap9kuF7zQ5BPvtxVbSb6aOyiF1dQ3D7AQ8KbVIx2x/n8MVp/blII8xxkdSPx7UAW4YoCVkW2hWTGNyoMj8a0F5HOc9etc5LqMcILmQDvgtgn/ADiqB8UMspSNkZgOPnOP0oA7MqrNgKM56Z9v/wBdRvwx56e2a5iHX7q5zkohOAcNmr8c5lVd7Ak4zycZoA0nvIkwGVj64BqnPr1lbLuktbzAx86W7N356f54qVJmUgKgK49e30pk2qLbjc0BdMgfKefyoAqweINP1ScRaZqNrJ8rB4n4kD8Y4JB9c9fpVjUtTudLiMxtDPEg3Hyvv7e5wfvfQVyuva54OuyBrWm3CuOFm8lldPo681Fo+r2MDKNE8ZJNCetlrJyCfQOcEfkaAOo0/XtG8Sw7bC8hkmwS1u5+cY77TyKxrvUW8M38fnkx2c77QWzgN3HOap6/4R0+6h/tK0t2s5xh/tVk+5om7nA+8PQjB+nfFtfF0F9ayeHfFcsc0Mq7YdTj5IPYt3yD34x0IoA6HxZrEenaWLyAhgXUllUlSMZAJHr/AFrM8L+J7XxHG+m3yeU0h2rg5wT07f5496wNN8SRaIs+i65vuYo3MRkiAfKE/eGTgjoc/T8eauWOheIZHtbhJIgfkmgGQVIBwM+x79KAOs1iwPh3U5LS5LJGcN9oZ8mUc4wo547896K7DSprHxvoMNvKbY3CKCqFg+0DsfeigD07U7RpLHzSFeLGHQjPHrXkHiD4dWN1Kb6wumgkU7xDIgdPXHY4/P8ApXudxtWIxv8AcZdpHqK8q8QXbWAnjL5MZ/T1oA5CHXVWT924IQYwmPl6ce1TXOtr5beZIT6qzHP8q8vvJbi2vZVLY+ctgdOau6dq0MX/AB8vc7cYCxkbc/Q0Ad59tF0EA3Hd0Uk5+nPQ1YjEOVRoxEehAGcnp6CuctfGWnoBG9vIB0LFun0//V3q+muaC8exCFx3ZBj8cUAdFHtVfl2yIOvzcj328ccVoQXKKcNtz1APXPbtXHm70wtmB0MhJIPmMv6bf84obUJlXEbZUdcSDn6ZFAHdrdq4AymeMZxTRqSiUrhC3XAZf8+lcB/wkdzEcSRkDgfOowAf6VZHiFJiDuQcf3cZ69AT/L0oA7SfVr8ptt7Oyl9RIT+fFcpqdjdX5aRvCuiybh80kRdT/wCOYqWHWy6jY8Qftxtx6dT/AFqxNqWoqFQ3llFg8/aYwUx6/eFAHNRWOr6JsvfD2oPG6nLWivxnGSACeenQjPueKgvvE+k+JbUxaxpEcGqDpdW5EW8/7Wen45H0ramvbK5uFmu/EGipIFC5gjkyR9d5H6GodQ0zwVqbfabrXhHdMPmlhYHefVlx1+mKAPM5M+ZgnJHGc5rTdLcWsbXEyGUphVVtxUduBxnp1P4UutabZ6fcgWOpwahbPkpIgKsPZlPQ9PUe9aGm+H7HUIUKXommI5hhbacn3kCjj2zmgCno+tS6TOWsZXgdhh3Z+D+Ax/Oin6h4cXT5WS41G1h54jd98g+qx7gPxIooA+rfFsrWmlSzoeE614v4kvmnVnLE7+/pRRQBja/4E2eAZPFIkxJHcJGyDGCjcZ+uSv5+1eeQnYedvPZhkGiigCyGgB2SKowCudvf8PxpkkaIwKTKQfQMMc9aKKAJUEyZDTAjOPmycfSrMqzquZJVQDjKjNFFAFN7yeBiYrrevrt/oRThq8rD97DA59Qmw/8AjuKKKACXUd5UxeZEw4yr5/LgYpi6jIZN8gSU/wC3GufzxRRQBdXX0VPLOjaY4xjLxMT+e6oG1G2cEDR7FSe4MvH/AJEoooAoSxmJkPHzAMMdq9b8MW+ma7pUAu7OGUsoXDxjIOOcHt3oooAvz/Dzw8T8tntA7CV+f1ooooA//9k=) | ![ORCID](../images/orcidFav.png) DOÇENTKARAMANOĞLU MEHMETBEY ÜNİVERSİTESİ/SAĞLIK BİLİMLERİ FAKÜLTESİ/SOSYAL HİZMET BÖLÜMÜ/TOPLUMSAL GELİŞME VE SOSYAL POLİTİKA ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Ekonometri Panel Veri Ekonometrisi ; Zaman Serisi Analizi ; Uygulamalı Makro Ekonometri | eminahmet[at]kmu.edu.tr | 80F0F26DC35EA0D4 |
26638 | ![ERCAN AŞKIN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTKARAMANOĞLU MEHMETBEY ÜNİVERSİTESİ/EDEBİYAT FAKÜLTESİ/ARKEOLOJİ BÖLÜMÜ/SUALTI ARKEOLOJİSİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Arkeoloji Yerleşim Arkeolojisi ; Kentsel Arkeoloji ; Yunan ve Roma Dönemi | ercanaskin[at]gmail.com | 7256313C8FFE75E8 |
27473 | ![ERDEM UZUN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTKARAMANOĞLU MEHMETBEY ÜNİVERSİTESİ/KAMİL ÖZDAĞ FEN FAKÜLTESİ/FİZİK BÖLÜMÜ/GENEL FİZİK ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Fizik Genel Fizik | erdemuzun[at]kmu.edu.tr | 9642F7A14B95614A |
40002 | ![ERHAN DEVRİLMEZ](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD36iiigBKTNNeRUGSwGBnrXkPjn4trZPNY6FKGnU485QrLkHkd/wCVAI9Xu763soGmuJVjjUZZielcBrPxXsrebyNNga6c5AfOFyK8shk8SeLismqXc8sJxlXY7eO+3pXS6b4at7fDGIFh1YisJ1bbG8KN9TQbxv4p1GMsnk2ydeBz+dRXXjnxTDblPNh3YzvCciroskUbVUH8KrXuml4j8u0EY6Vg61zoWHRztx8QvFcDny9SDOTkqYxwfTpUx+K3jCEZZbVlGM5h/wADWfNoM4lMsCbJG524GCPX2rTstLSSP97Eu89crg1Sq2E8OjX0X44ASrFrVhtUnmWA5x/wGvUtG8S6Tr0Hm6bexTr3CnkfhXis/hCzuM7YghPp0rnrvSNa8LS/a9Nml2KSxCsw/lW8al9jCdJo+oQaUda8b+H3xXa+uoNJ1h1V2+VZ3bqew/8A117GrAjINaJ3Oew8UUmaKYC0UUUAFNY4BJ6U41wfxR8Vt4a8OFLdgLu6ykZJ+76mgDmvir8RhY276HpTobmTKzybvuL3GPfNed+DfCp1OX7ZdD/R1PG4cua57TLWbWNYQTO0jyvl2PU17ZYW0dlZxW8SBVQADArCrU5dDpoU76smhtY4kCRqqqOAMVOIDjnpSxJyMirSpkZxzXBKbZ6UIJECw4PGKV4QwwcH8Kt+XxnbTSn61FzWyM5bNF3fL+PpSNYqG3D5foK1BH7daYye1O4uVGX5JB4/So7iBJYWjlVSG6gitN4uOgNUpkyQBn/GrjNpmU4Jnl/ivwf9hLalY5K5y69Me4rtvhd8Sp5rmDQNXk37sJbTt1z/AHW/oavXCJNbPDIAVYYINePaxaS6FrbeUShRw8bjg/hXbTnzI86rT5WfXopa5zwT4gTxL4VstRBBkZNsoBzhxwa6Ot07nO1bQWiiimIQ186/GvUjeeNEsg37u0gVMdtzHJ/pX0SelfKXxAla5+IOqseouWTB9jj+lHQaV2XvA1kftrXGPu8c16bHnpmuL8GW5itzkDJrtYBlhgV5lWV2z1KUUki5bozHg4rQWNcAKcnuapR5RuQMVZR9owBxmskdFibaR0IpGCgc9c+lR+Yx5Vu/anhiV+YUNDHhflznt60gXIyTyKbvKjnAFN83rkZ+lNILMbKAASM5rNufunOPSr8jjkKBVKQAjOB7GgTMuTK5zXF+OLITWi3Sj504PuK7i5H05rmPE+H0uVTjkH3ralKzRz1Ypo2fgLqebXVtNZvuOsyL6A8H+Qr2cHNfMvwiv20/x9BGM4uFaJx65GR+oFfTQr0EeZLcWiiimSNc4Br5M18m48Z37sdzvdPn0yWP/wBavq+5B+zy4ODsOD6HFfIO/br0zSZZvNOMngndjn8KUvhZUPiR6T4fCqABnoK6mDAasHQYStqJCBubB/StlrlIFLuwUAV5jV2erF2NJeW4PHSrEa5ripvGVtE7AyoEHTB/wqoPiIgJWKFSF6Et1pqBfOehtEoHufSmqpA6GuV0/wAZJdIHdCoyAD610lrqS3CBsgipaLUiyFzxQccA1HJeBI3PHHSuV1XxYLJHKoWK8ADvSSBux1MwUDhv1qk5Xs/fmvNLzx/q08m21twRzwoyafb+KdYlT95ZSK/f5CK1dPQy9prY7m4xnvXMeJUc6e7gHCgk1asdcF4qpKpVwcNkdDVy8hF1ZSxkA7lIFTFWZM9jzrwEC3jzSyCc+ehyDjvX1cp4r5W+HkTSfEPTIsYMdwe/YZP9K+qhwK9KJ5ctxaKKKZJHIN0TD1BFfI2tQm08V3kAB2x3DgZPONxr64nDGBwhw+07T718saxZyyeLj56kPLP8w/4Fj/GonK0bGtODbuuh6fYReTYR5XBCD+VZ2pWQ1FwjErGOoz1rchjDRKoPbFVL+2mjjPlA7z0rznoz0ktjLOnaDp8SvdiFFXpv7fmax7rUvClzKYLQK8mf4AAM/jV3TvDym/kn1BjPI4KgsMhc9wKx9G8F3eneJopruWL7JC4cMijc4BJA9ec85rWMU43bIm5RkrK5KtqinEXmxAHOxh1+nNdZ4flk2hTzkYHPWhNPsZr52ijVYyfmjHKj9MD8DWhYQIl3lAAueBWElZnSndBqu5Ld2AwcVwLwi5uHMiPJg42qor0fWkU24UHr7VhxafbSRAtGQVOWULkN9eeacVdjvY5d/Etp4fljjl0tj5gBVozuyM4z09a1YfGulXsERaGWFZPuNImAcdcGjxVoFr4pa2kEn2eaFBH8mcFQcjI4xjJoHhu1t9Gt9OQbki5BbqW9a3cYJaPU5lzuWq0LEscM4EkYG3sR0q7CSF+bn8KraXoRtSqITsx09K1p7URLisebUpxOC8JtbaN8V5XuD5caM/lnHdhx/P8ASvoy0u4byAS28qyIeNy968INisPiW8uVQbngTk/iP6V654Lsns/DsBkdnkmzKxb36fpiu2nUcpWOKrRUY8x0dFFFbnKBHFeI+NfD7WniRbhU4E4lU46qT/Q17fXK+OdN+26G80Q/fRcg+x/yKzqRujooT5ZW7nMWhPGenatNoVlj2kDnvWVb7QwrTifJ6ZrzpbnpQs0VX04nHO0+1R/2PvOZJJG+nFbYVGUFh9aToMihMpIznto7W12RoB64FVLdsXCn0qbVLxYYAijLE4qCwZX+8vJqd2aRVibVH3QqePaqdmd0o2gc9RirWpKFiHynH8qxIL1rW6Qlcxsce9N6A0mb02nQykMYxk+2KathAuAAQR3yTV+F1liGBnNPKgLnAobbFYrKiQrhQMmqF4+TtI/Src7gZ4/IVl3Db2zihbmc0kiklpJcattjBJkRYx9cmvX7SEW9pDCBwiBfyFcT4Rshdakblh8sC/8Ajx6f1rvhXfRjbU87E1L2j2Fooorc5RaguIUnt5IpBlHUgip6jlUvGyg4JBGfSgaPLJD9nvpItwYIxXcO+DWhC4K9eTWbf2t1Z3LJcQtGdxwWHB+hqSCfGAefxrzqisz1qUjXimIHXFPeXAyTVWJyACOlIziVsY4B6+tY3OgydQhe4lRlzsRt3rmq1trUEGo+Rk7hzgqeK3JmTaAq1nHTVnffsG0ir5bhzIdqetQG2J+UkAnjrWHbzjVLYGMMADnLrt5rSh0SMu7BTkAjBpY7XyHGdqr9aHEnmNHT7h0hCP8AeAq/JMGXOSeKzRNFhVHXtUiSEg9KkrmC4k+XPesyWXLE5FWbp8E+tU4YnuriOBBlpGCj61cFqYVJHY+CbxPKktCoEh/ebh3rs65nw94bk0m5e4nmWRyu1Qg4A966avQgmo6nmVXFy90TBznNFLRVmYtIaWkoA53xbYi50ozKuXgO7I/u9/8APtXAhvm6nORXrVxGk0DxuAUdSpz6V5JeRtZX81s5+eJyufUdj+VcuIj1OvDS6GtbMrxACob2SSKMGNWZuwBNQWs+xgc8Vo+aj9Me1cTPQi7ow1ub/bvksWyegEgNWba81HJUW9vGvo0jZ/8AQa0wQ3YVDcJIy7UOPwppotEf2i8HyrFCjd2MhI/LFZl4+obvmMMnPYsv9DU5srlpN3nP7cVYFtIoO5ixHoKfN5A2Zcceos4IWFVPo5P9K2YIHSDc/BqESbPl2nPcYqaW52wFfT2qSGUbuQbvUd+a1PB9r9q1tZSMrCpfPv0FYM05Z8t9cY7V6N4T0s2GlLLIuJ58Owx0HYV00IXkcdedkdCBS0UV3HALiikooAM0hOKCeK5Txl4403wpYO00gkvGQmK3U5JPYn0FAHmPxc+JGo22rS6Ho941vFCu24kjxuZj1APUY9veuR8Fahc3FpdPNK0zJKCdxyefrXE6leSahez3MzF5ZXLsT3JPNeleC9BOnaTJNKwMtwqsVxwoxx+PNY4jlUdTbD35zpLa8RlCggMO1asNwrgYwDXLMjQyExsAM9PWpoL90OD1Fecz01psdlDgkZGD61eVF3cgYrmbLVEbjfg9wavPqKhQC3NJF8xrM8GcY5+lRTNGqnAHI9KxV1CLzC7SDPcUyTVYiuFfrxVXFzk9xt3lunriqNzeoAQSMD1rNvtYU/JEwLY5xWO8lxcSfex7etCRN7lnU9Xe0tprmBVLQqW3MMjPbj64r0f4a/ESHxjYG3ufLh1SEfPGvAkX+8o/nXlfiCwlfwxdRwKC5wxHcgEE/wAq4vwfrc3h7xFZajHuxDKN6r/EvQj8q7cOlyto87ESvKx9lA0tVbG8hv7OK5t3EkMqhldTkEGrA+tdJzDqKSigDyLx18WxpifYdFX/AElxnz5ACEX1A9frXg+o6lc393Lc3VzJPNIdzyOcljU+t3Jn1u6dyxUOUXDc4HH9KzJCpQFQwwOec/0qrWYrkPGcnPXvXuPh+VbjRbZ15BiXv7V4c2Sea9U+HGorc6W1kzfvIG4+h/ya5cVFuKZ1YWVpNHRzwMJeRweh9KoywFAG4IzXSvBnnn3FZtxaqeOBz0rgPRi+5gSctnlSe6nGKrym6Iyt4/0IzWxLZgEDOR6VUmsSV+UsMj9aEXoY7rcg/PckZ75pqAgnzZpmP90E1Yms5WYggkD1p8dky/3snpmr0CwyCHOBsKZHTrWraWz7OEIXHrzRa22WU53DvzWrHAwwD6cn0qSJuxDNCPszrjqK8SudqXk6qflEhH617J4jv10zR5584ZV2r7seBXirMWZiecnOa7cLHdnnYmS2PRvh98TbzwswtLgtdaaeTETzH7qT/KvftA8YaN4jgSTT7tWZhzG/ysD3GD/SvjpWIIxxXT+EdXksNXVGkZYpvlPPRv4T/n1rp5bbHNzXPr4NxRXkumeM9S09RF5plQDpKCcfj1oosB4Jqke3U7oMORM/8zVElMdOe1FFWSBK45/LFbPhfVW0jWoLhSfLJ2OvsaKKiaThqaU9JKx75Cy3MCOD94AjjtUM9oWJ5wfaiivLZ6iM57KUMFB7+1RNZSMhIcHP4UUVLNGQCwnLZ4x36U5NJlds7wvPQUUUwuy9b6esC8DLD1p8uUXH4UUUR3M2eTeNNb/tC/NnHkw259Mbm7muQbrwBiiivUppKCseZU1lqIPep42IPBIPbFFFaGR6/pUjXdlb3DgZeJXP1IooooA//9k=) | ![ORCID](../images/orcidFav.png) DOÇENTKARAMANOĞLU MEHMETBEY ÜNİVERSİTESİ/SPOR BİLİMLERİ FAKÜLTESİ/BEDEN EĞİTİMİ VE SPOR BÖLÜMÜ/BEDEN EĞİTİMİ VE SPOR ANABİLİM DALI/ Spor Bilimleri Temel Alanı Spor Bilimleri Beden Eğitimi ve Spor Pedagojisi | erhandevrilmez[at]kmu.edu.tr | AE8B291D3C8132F7 |
270591 | ![EROL YÜKSEL](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTKARAMANOĞLU MEHMETBEY ÜNİVERSİTESİ/EDEBİYAT FAKÜLTESİ/TARİH BÖLÜMÜ/TÜRKİYE CUMHURİYETİ TARİHİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Atatürk İlkeleri ve Cumhuriyet Tarihi Atatürk İlkeleri ve Cumhuriyet Tarihi | erolyuksel[at]kmu.edu.tr | B7AFA470F0387737 |
265758 | ![EZGİ KIRICI TEKELİ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTKARAMANOĞLU MEHMETBEY ÜNİVERSİTESİ/UYGULAMALI BİLİMLER YÜKSEKOKULU/TURİZM REHBERLİĞİ BÖLÜMÜ/TURİZM REHBERLİĞİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Turizm Turizm İşletmeciliği ; Turizm Rehberliği | ezgikiricitekeli[at]kmu.edu.tr | 2810D8C814FA9E2F |
163354 | ![FADİMANA FİDAN](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTKARAMANOĞLU MEHMETBEY ÜNİVERSİTESİ/EDEBİYAT FAKÜLTESİ/TARİH BÖLÜMÜ/YENİÇAĞ TARİHİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Yeni Çağ Tarihi Osmanlı Tarihi | | 9C164E017C790A5C |
46846 | ![FADİME DİLBER](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTKARAMANOĞLU MEHMETBEY ÜNİVERSİTESİ/UYGULAMALI BİLİMLER YÜKSEKOKULU/YENİ MEDYA VE İLETİŞİM BÖLÜMÜ/YENİ MEDYA VE İLETİŞİM ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı İletişim Çalışmaları Kitle İletişimi | | 0F679903F186EF4C |
20925 | ![FATİH BUDAK](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD1z/hBvCP/AEKmhf8Agui/+Jo/4Qbwh/0Kmh/+C6H/AOJrfoqhGB/wg3hD/oVND/8ABdD/APE0v/CDeEP+hU0P/wAF0P8A8TW9QaQGB/wg/hD/AKFXQv8AwXRf/E1m6xofw+0Cza71TQ/DtrCOhksYct7Abck+wpfHfja28IaWCGWTUZ+LaE8/8CYDsP1PH0+YfEWv6jrd+97qNzJcTMcZduEGegHYewqZSS0Gl1PSNd+IvgWDzI9G8A6LNg4Sa5sIlB99gXOPxFcVceO/MmZk8NeGIVzwqaNBgf8AfSk1yDSBsk5P49KQuDk4HTmp1HodSfHEv/Qv+GsD/qC2/wD8RU9r46KSq8nhrwzMB1jfR4AGH1Cg1xuScE5xinDPbI47UAe3eG/iD8Nr/EWu+DdH02bP+sTTo5Yz9cJkfkfrXqth4V8DanZRXll4c8Pz20o3JJHYQkMP++a+P2DugJAJHcdTXVeBvHep+C9UV45Heyc4mtmYlSMjJAzgNx1qlILH0/8A8IP4Q/6FTQv/AAXRf/E0f8IN4Q/6FTRP/BdD/wDE07wr4p0/xdoyalp5YIWKtG+NyEdjit2q0JMH/hBvCH/QqaH/AOC6H/4mj/hBvCH/AEKmh/8Aguh/+JreoxQBgf8ACDeEP+hU0P8A8F0P/wATRW/RTAKKKKACq19dxWFjPeTEiKCNpHIGTgDNWa5n4hFx4E1fZ1MIX8CwBpN2Q0fOfiXxBdeJdUvNZuRjzZNkI7Ig6AfT9ea5+DQb++DG3haSMnglgBWza6Y07xRy52E/KBz716JpdhFbW6RogAA5rhnVaeh3U6CktTySTwpfW6O9zC4A6bBms02xiJxE+4d819DxWETjlRzSzeHNOuB+9tY2OOuOan6w+po8Iuh87iByMqpBp7R4JLg7sdQP5176fCGlY/49Y8+uKqv4I00tuEKg/Sn9Y8hfU2eFxRTO3yRsw9hkUktk6ZZhg/3e9e7DwvZWyYjiUfh1rG1Tw9azqT5Y3L0OOtH1jXYTwmm5x/w38Z3Hg/xJGXZ2sZ/knizxg/xAeo/+t3r6xRlkRXVgysMgg9RXxjqFm0F2wxsZWxjHSvqr4e6i2q+A9IuXB3CARknvtJXP6V105XOOcOU6eigUprUyEopaKAEooooAK5vx9keBtVYDO2Ldg+zA10lcv8RG2+AdWOcZiA/NlqJbMcd0eJ6dExeKQAbCBiursweprn9GiMkKSsSa6aDAxXlvVnsQVkacJ6VZD+xqglxEhG51/OrsbxyDKsD+NJo3TRLv45pjSHsDT8ChtiqckCpKbKcrHvWRc8seK0J7qDcRvHFZ9wQwLIwYeoptOxm2meea/phe8kk6AjcDjqa90+Eylfh3YKSThpOv++eleW6xGhtHkbjaK9V+FmT8P7Anu0h/8fNdmFldnnYpWR2gFLSDpS12HEJRS0UCG0UUUxhXn3xO162i0S50VVZ7mdFZtuMIoYHJ79v1r0GvMfHmmoPEIuimTLbgZ+hx/hWVaTjC6N8PBTnZnH6EgOmRnGOppdVmvVj2QlY4sfPKx6CnaGc6fGuemRWhe6cl9btE4JUjnBxXms9NLQ8/vbvTchZtWvg2c5t1yM+5x7irOmm9UhrHWZ3U8IZB/P3+orornwjYXemxWktudsJzGU4Iz1/OrS6UsccEaQrGkKBEUdgKuTXLoRGEua7N3Srm5k0wG6ZTOowSBxXI61f6rN9oie7ECP8AKhjzkfSurs0KwstYOqaebliAgJB71lexs43OJjNhDmO78QXjTHrlsrzxzwR+tbukTzRuI7Sf7TbfxBmyV9/erK+FrS41IahNZnzwQcBvkJHfFXdN8PpZXMs6Dyy5yUX7o+lXJprQxhGSepBrK/8AEquCeyGu8+GfiG0h0HT9DkSWK5AbazAbXJYnjnPQ1xOuKBYXCdihrb8IWkV1rOlTMgDrtdWHpiqozcXoKtTU079D2QUtAor0zyQooooAbS0mKWmAlcl49hP9lw3CqC6Pt/Aj/wCtXX1na1YDUtJuLfGXK5T/AHhyKzmuaLRpSnyzTPC9HlaOe5hY9JmIHpkk4rqLdgygVy2uWt3ouptLNDLH5gD/ADoVBxwQM/hW1p92JFVgeorzZLXU9eElc3RAu3J71TuykfWrQn/cfSsO7uRDunuNxQH+FScfgKlGzasall84OKozELcMp9asabqll9n3B9rZ5D/KfyNZ19qVq1+I4leQscZQZANDRNzWghVlyP0psoCAjNNtGZCVPSoruXaSc0DdrHPeIpxHaTc9Riu0+HUHnT2ruB+5ttwx68AfzNeaarI2p3qWcILu0qooUZJJNe4+C9JmsbGWa4jKSykABhg7R7ds1tQi3JHFXqWgzqqWkpa9E8wSilooAaKWkFLQIKQ0tB6UDOA+K1gLjw1HeBVLWsoyT12txx+O2vL9KvWicRknj1r37WtNi1fRrywlwUniZPoccH8Dg182W00kV40DgGZG2t2xg/5/KuPEx1uduGnpY7LUdTkt7ZBGmd3JJOMCsxLye6yjOirn7xPQVZWeGaGBZAGIOOR2qWbSLHO/ywoA/h6flXNY7E77kA063IWQTo7jqTUE8AspDNayoTjlc9atnTtNx8s4UH0mI/rVO40exJwkrMTwMSkn+dDNeWK1uTabrkr3KJIq7ScHn16U/W7/AMlWAPNRPa2tgYmG4ZIBYsSSawtXuhJcOQ3y/wANStTFyOk+F2nNqHjgXZVSttG0zZGeo2qPr82fwr3voK88+EujfYvDkmpyR7ZdQfeuRg+UvC/+zH8RXodelRjyxPMrS5pC0UUVqZBRRRQAlFJmjNAhaQ1Xu722sLdp7u4ighXlpJXCqPxNed6/8avD+ml4tOjl1KcdCnyR5/3jz+QNGw0ju9Z1a20XSbjULo4ihXOB1ZjwFHuSQK+ffE2nyxapNfwRbXLEtGp4PP8AMfrUieO9a8b+J9Lsr8xLZrdiZYIlwoKgkZPU4wfzruNd0lizTKmY3wSQPumuau7rQ6sOrbnnFpq6M48tgxABPtXTabf+bCfMBJx8v0rkNa0OeyunvLVe5LqDjPvUGna00DRebIy7GIYdj6jP5VzKPVHSpWep3lxpsMxDFMMeeKhlW2sISwQA4xms9PElu0KsrqePXFYmp68L2CTaVVYxuByMjr/+qhpMvmGapq/2iVW8zaq9v7w9aztKtLrxDqUVtCTtMgVmPfcelUrDT7zXLn5AyW+fvEHp7V3Uely6V4fu57AmB7SEyCVeoYcjn1ppJOy3MXK6u9j6DtLaOys4LWFQsUKLGoA6ADAqxXgPhv48XtsUg8Q2a3UfT7TbgJIPqv3T+GK9e8O+MdD8URF9Jv45mAy0R+V1+qnn8elegmmcDR0NFNBp2aYgoozRQBg674s0Tw5Hu1TUYoWxkRZ3SN9FHP49K8n8RfHK6ld4NAs1gjxgXFwNz/UKOB+Oa8lmnmuZmmmleSRzlndskn3JqE5GSahyZaiXtY8Qavr04k1PUJ7ls5HmPlV+g6D8Kzip4x6U5EONx6mnsMDpSHY1vB0xtvFulyH/AJ+FTn/a+X+tfS0MayR7GUFSOQRXyxYs0F5DKpIZHDr9QcivqezcPBG68hlBH41LLjsct4g0FbZzKqf6M54OPuH0PtXAax4Oiu3MiLsb1WvflgjurYxyKGVhggiuL1bSG0u7wUJtJD8j/wBw+h/pXPODj7yOinNT92R4e/ge7Df68474Bra03wKpYNdM0oByF7V6T9giJ3EDFaemaPLfOBEu2IHDSEcfh61nzSk7I15IQ1Zzuk+HNzLBBGABjOBwoqfx3BDpPgm9ijwoMe0k/wARYgf1r0aKxt9NtfLhGPVj1Y+pryb4v34TSbe0DDdPLuI/2VGf5la6KdPl3OapV59tjwluJG9Kdbz3NpOs9tM8UiHKvGxVgfYipZYgzkioxHkEVrc57HoXh/4yeKtI2xXU8Wow44W5X5h/wMYP55r0bRvjroV4yR6nZXNg5OC6nzUHuSMH9DXzuo2vh+D296soEPB64p8zC1z7B0nxLo2vRB9L1O2ueMlUcbgPdTyPxFFfIQBjbKkg+oNFPmDlGMxWdF7E4qVoD5gYE4H8J6VFcDClh1U5H4VbDDgjvUlDFABw3yn3odeR0/Cnl+xFRs2eD6UDHwgLIPXNfTXh+X7RoOnyjndAh/SvmWJSWBwetfQfw4vvtfhOCFj89sxjPuDyP54/CkxrY7izcgbTXLeLPiF4e0O5/s25Y3Nw3EqRDcIlP98+vsMn6VJ4p1C8tNGmi05/Lu5F2rJ/cHqPevmvVrK90rVngvWZncCTzGJO/PfJ685/GmnpYiV07o9kk+IvhCzuIhHDqF3E0nzFUwsa/QkE/SvU9I1HT9U02G70yeOa2cfI0fA+mOxHoelfIVzL5UIb16Cu1+G114l0LUI762Rzp9yR51u5+SRf73sfQ/0qYWjrYOeVTRn0LqU+MIOpr5++KF+brxI8BOUtolTHox+Y/oV/Kvc5J0vFW4Q5Rhke1fN3jS6afxNfvngyH8qZWxz+0g5pgHBzUqFTwTilZcjOOaBESom7JXn35p23M64AwB/OnKhPfHFJH8rv0POKYD/LJHaipA/GDRQMikUZ5z0p9vzAgJyRx+XFOb5jSINhZenOeaYh4QepoKjsKQMc8fypx3FRzSGKhC7Qete1/C0MuktcqRhwUIPqGOP514kEYnGOtey/CSYnSbiFz92chfyBpMqJ6HNbrMCXUHjuK8n+LuhRyaBBqsKqJbaTYx9UY4/HBA/M16/K2IjjtyTXiPxT8QSPDaaLG5AeUzS4zyoOFHuM7jj2FKIp7GD4A8O2/iPxEpvgr2lnEJGQ8h3P3Qfbqfwr2zRtMiQzRSRjAbAGK8m+Ft6LTxTc2rMQtxAG29iVP88E17tbRjfuA5YZpChsZsyDT0ZYgxikBGOu0+tfNWqkyXc7SfeMjZPXv619I+I7wWGlXExzmNGc/QDNfMcj8jPI9DVLYb3EEZAz7UhyBUyHcOmDSMOTyMUCI1PehUIjB5yTk/jT5UwmepPAoDEjGPamA9FyvXn0zRTQWA6/rRQBljXQDn7Kf+/v/wBalGvLvLNaE5GP9b/9aiirsjO7FGvoCD9iz9Zf/rUreIVIx9ix/wBtf/rUUUWQ7sQeIh3tM/8AbT/61dZ4V+Ky+GUlX+xftId94/0rZjjH9w0UUuVBzM6l/wBocNC0f/CLYyOv9of/AGqvNte8WjXNafUDZeUGwFi83dtAAHXaPr+NFFHKhNt7kel+Km0zXrbU4rXLQMDs8zG4dCM444Jr0u3/AGhWiRR/wjG4r3/tDGf/ACHRRRyoE2tihr3x0Ot6bcWi+HhA00Zj8z7bu2gjB48sV5tJroc5Ftj/AIH/APWoop8qDmYf22AOLbn/AK6f/WpBrQ/59zn18z/61FFFkF2L/bgyM2xIHOPM/wDrVINeQDiz/wDIv/1qKKLId2J/b6A8Wf8A5E/+tRRRRyoXMz//2Q==) | ![ORCID](../images/orcidFav.png) DOÇENTKARAMANOĞLU MEHMETBEY ÜNİVERSİTESİ/SAĞLIK BİLİMLERİ FAKÜLTESİ/SAĞLIK YÖNETİMİ BÖLÜMÜ/SAĞLIK SİSTEMLERİ YÖNETİMİ ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Yönetim ve Strateji Sağlık Kurumları Yönetimi | | 3B161EEB406CF6B9 |
217699 | ![FATİH ÖZDEMİR](../authorimages/photo_m.jpg) | ![ORCID](../images/orcidFav.png) DOÇENTKARAMANOĞLU MEHMETBEY ÜNİVERSİTESİ/EDEBİYAT FAKÜLTESİ/TÜRK DİLİ VE EDEBİYATI BÖLÜMÜ/YENİ TÜRK EDEBİYATI ANABİLİM DALI/ Filoloji Temel Alanı Yeni Türk Edebiyatı Türkiye Sahası Yeni Türk Edebiyatı | fatihozdemir[at]kmu.edu.tr | A2AC1C4C696590CD |
127085 | ![FATİH YÜCEDAĞ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTKARAMANOĞLU MEHMETBEY ÜNİVERSİTESİ/TIP FAKÜLTESİ/CERRAHİ TIP BİLİMLERİ BÖLÜMÜ/KULAK, BURUN, BOĞAZ HASTALIKLARI ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Kulak Burun Boğaz Hastalıkları | drfatihyucedag[at]kmu.edu.tr | 36966C44DE75EF7E |
100458 | ![FATMA KAYIKCI](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTKARAMANOĞLU MEHMETBEY ÜNİVERSİTESİ/SAĞLIK BİLİMLERİ FAKÜLTESİ/BESLENME VE DİYETETİK BÖLÜMÜ/BESLENME BİLİMLERİ ANABİLİM DALI/ Sağlık Bilimleri Temel Alanı Veteriner Histoloji ve Embriyolojisi | fcolakoglu[at]kmu.edu.tr | C2E093156B63F841 |
40279 | ![FATMA OKUR ÇAKICI](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTKARAMANOĞLU MEHMETBEY ÜNİVERSİTESİ/İKTİSADİ VE İDARİ BİLİMLER FAKÜLTESİ/SİYASET BİLİMİ VE KAMU YÖNETİMİ BÖLÜMÜ/SİYASET VE SOSYAL BİLİMLER ANABİLİM DALI/ Sosyal-Beşeri ve İdari Bilimler Temel Alanı Siyaset Bilimi Karşılaştırmalı Siyasi Kurumlar ; Siyaset Sosyolojisi ; Toplumsal Cinsiyet | fatmaokurcakici[at]kmu.edu.tr | D08F6B86DEDB8294 |
28177 | ![FATMA NUR ARSLAN](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDy7/hN/Fn/AENGtf8Agwl/+Ko/4TfxZ/0NGtf+DCX/AOKrBpaQG9/wm/iz/oaNa/8AA+X/AOKo/wCE28Wf9DRrX/gwl/8AiqwqKAN7/hNvFn/Q0a1/4MJf/iqX/hNvFn/Qz61/4Hy//FVg4pwFAG7/AMJt4s/6GfWv/A+X/wCKo/4TXxZ/0M+tf+B8v/xVYYFamneHtW1bYbHT55kckCTbhMjqN5wufxoGouTskWP+E18Wf9DPrX/gfL/8VS/8Jr4r/wChn1r/AMD5f/iqtf8ACvvFGcDSiR6i4ix/6FUV34H8SWSo0mkXDhzgeQBMfxCE4/Glct0ai3i/uIv+E18Wf9DPrX/gfL/8VR/wmviv/oZ9a/8AA+X/AOKrHlgkhkaORGR0JVlYYKkdQR61HimZm5/wm3iv/oZ9a/8AA+X/AOKo/wCE18V/9DPrX/gfL/8AFVhYo6UAbn/CbeK/+hn1r/wPl/8AiqP+E28V/wDQz61/4Hy//FVh0lAG9/wm3iv/AKGfWv8AwPl/+KorBooAipaKBQAtLSUooAUDmul8L+DtR8UTMbfbDaxsFkuJOgPoo/iOOcfmRkVhWVrLfXsFpCAZZ5FjQE4GScCvo7wLotnpGnstvGnlxSFBIP8Alq6gB5DyTksCOegAA4ApN2OrDUPaXlLZfj5DNO+G3hzRYARpy3Eu3Bkuv3rHnIODwCOnygdKqeJdf0/w0bRbl0BuZdhGcCMYJBJ7ZOB6c9RW94n8TWehadLcXM6goucZ5/AflXzP4k8QXnifVGuJN3lg4jQnOB7+9Ra7O72qw8L9eiPpPTHtb0AGUq7dOeG+nrWj9leF9rA/WvBfB3jKTSLUWGqq8lqMeVNyWiA/hI7r6Y5GMc8Y9w0vVv3CCeRZ7RgDHOG3bQeQc9xznNFjVVfaR56b9V1Lmo+E9I8R2Jh1OyinIXCSEYePkH5WHI5A78968J8c/DyXwyXurF5bmwRts28fPAc8bscFTxhgBycEDIz9EtdC1tTJkMAcAjoawdW/05lnQLJlTFNE3IkjIORjHPUjHQgnvinexx+xdVu/3ny0RTa2vE2hvoGtz2RyYc74HJzujPTJwASOhwMZBxWNVnnyi4uzEooooEFFFFAEVFFLQAU4U2nCgDtfhhaC48VGb5w9vbvJGVOBuOEGTjphjXt95qK6NojSREGRY8RhyWAAHGecnsK8y+EVlN9j1S6dB9mkkjjU+roGY/luX866HxfePaaXMoUvIFJIY8EKM/zGPwrObPcwNNOmr7bnnel6TrPxE1X7VqV0zxBucDCrznCgfXrXrujeENM0O3229rCr4wzhRuP1NReAtKXSfDdqmzErqHb6nmupJwOn0rz6k3N+Q1FRe2pzl14a0iZmeTS7NmcYLGBdx/HGa56HRf8AhG5JJNHkKxHBe1lYuhx1IJ+ZWPTOcdMg4ruZxle/8qwb4ZJrLnlDZlqMW721Lel6zBfWkkEUjGLO1omHzRnqDjPT8/b0pbtjGGBwUI5zyCP8K4TW7GSONrm1mlguFB2yxNtZcjBwR7GupS5R2m2SNJbzKZYXbJ479fbace5rvo1faLzNFHW6OD8aW0t54XguGM8z2NwYy7YUKh+UllzkZKoAf59vOa9Lv2+2aBrVu0zIiSzHavRtnzLx9Vx+JrzSuiOx5WYQtV5l1EpKWiqOATFFLRQBBTqQUtABTxTRTh1oA9p+FsMtv4S3SptW5vZHibI5UIFz/wB9Kw/Cp/GVykt7pmj4ZjdP5kuxSzrEpy2MdM9PoTU3gD/kR9KYEgq0p49d8lc94o1W50TxfYTWsAmnlt2jC57kqfy6VjUvZ2Pepe7QUvJHeReJ9JsfLgnaS2baNqyoV4/pWvb6lb3aB4JEkjPRkOQa8sm1jxFfaiLWbRVmh2bvOKZi+6GA3EdR6Z68A13HhRJBaqrWn2YEZCZBx+RNcE1y2IhPmL9/rFtZwvLMwVV74/CuTl8UtfH/AEHS7iVP77YVfzGak8QTSDV47UIHRgWZWGc46D35rnvEMviBLe3jtSwEgX95AGwAS27fhhsI+TA2nhm+Y7ckguYKknDYTUNfeUNHdadcWwA+/tytauh3wvtLay3lri1JljJ5HldDz7Akdv4cVyEN1rFxeNbXMaMAcBlJI/Wu50y2/svw1qV2riOZwUL45UBeNvGRkse/Yela0lyzsjro6xucTNODDrcW4BW80j8mrh81t3csk8F/IoPzEO+OwLD+pA/GsSu2B5GPleUV5CUUUVZwBRRRQBDS0gpwoAKcKbTgKAPd/h6yHwPpygjjzd3t+9YfyP61HNpaat4/gDghbO0EmR6scD+VYfwrvYl0+W2Jbelw2QVJBEiLt57f6pvzHrXXaZbpZ+J7242t5l2gZn7fJwB/3yV/I1zV/hZ7+H96grdvyNlNFgLYfLY/vY/pViNY4H2xgAg4wKdPdbFBXlugHvWUdWa01JoJrST5E3mbjYfbrk/lXntalIyvELLDq9vOwwD8pNaJ0uGeMPj7wzkVxviDxZDc6qsIiLRqcEqARk+vPvXUeGtXN9o6+YGVoyVGQckdjzQ421C6ew2TSbO0y+3LeprM1+5aHwrEYdoZndtp/iwSef8AgI/Sr2s3RWCQg846+9ct4vvcaRaW7Bo5ILcLIjqVYSEkcj1wrdexHrW+HWrZrF2i2cFMZF06d0chHkWNwP4hywH5qPyrKq/egLbWykOHIZzkYBBwBj15Df5zVGvQjseFipXqvyEpKWiqOYSilooAgxTqQUtACinCkFWrKynv7uG1tomkmmYIiDuT/L69qASvojqPhxqKWXiYQSyFEu4jEhL7VEmQyE+vIx/wKvUb+URTRTjqh8zByMjB3DH0yceoFcTpfwvubbZd6lqsdtIpR44rVsy7u/zHAUqccjd356E93eqODwWHIOP85rOaUlY9rBRqQh760Jmu1WRZJGAQfNkniludb09rdgZRIBw2wg4qjZgGbyZAu1BmP3Hp+HT8queVNbLIbSGNt64KsOK8zl5ZNSOlqzszkNTvNCglDrwf4mwMfzrQ0PU7a4jf7NIrr0GDS6vBe37qs9vFGg4wgAyPwqO0t0sykUEaiRmCqqgDJJwBSnyvREvyLrPEblprj/UWymZ+DgkfdXjuTzjvg15z4lv5dQudrEl5pN5H8v0rrfE2oqsX2CHbtjbdM+c73Hv6CuQ0W2TUtfjed9lshLSOTjbGo3O2cEDgY57kV20ocsbDqOy5TnL0n7ZKrLtKNsx9OKr1LPK09xJM+N0jljgYGSc1HiupHz8nzSbGkUU7FIRTJG0UtFAEIpQKAKeFzQA+CGSaVIokaSR2CoiDJYngADua9a8LeH7PwlbtfakwfUpEwVVgREpwdoHc+p6enqcj4aaDJNcPqJhkMjK0VqQO+CGbp+AIP94V61pngKNnSa+CBs52KS+PXrwD+dQ30R6eEp0aUVVrP0Rz2grqviTWWaOAR2ccbMZJc9f4QMDqT+mT7VbYx3SCVSwaMEMpyCp9GHY8V6db2kVpAsMEapGowABivOdbikstZ1CMQjHmmVJE5J3YbBHccnp6cZJFK1jtw2Mdeco20M2QvDyMgqe/r6E89v8APSrsWrwhCCVDKcMCeQf84rOnvCLbdNFPHE2EDhSGBORnBGQcY4YY6Z6VzmpNaTx/u7oTEYVjGwWUA4yeGGOn04HHasKtJT1N3SujotT1u3iiZiVwBk89Kx31A2UElw+Y7p1ZFVsfulI5b13dQB2565Fc6k2lWGZX1Ayzr82J5fMKdOijoeOo55PNZ95rMFyT5Kz3DZ4yu1fr7/Tj61EKCi7sy+Hd6i31yLtmVG2Qr9+Ru/8Aia6XwboslxpGryCEj7VaNBAoYZ2MDzycDdwATweuMCuWs7mK3Ekt/KkfmALGi2qyMMddoPC/73JB/HPTaXqsFkYRbQOkk8ivK8su+VgCCFZsdfUDjjgZ3E9CIs2zz2/06SwdAzCSNxlJV6N6/QjuPp1BBNTFeq6v8P8AWJrW4lWxWa0lP2i0a1b7gfJVCoG7jIz8pGDwfTzCa3kgkaOVCrr1BrSLueViqMacuam7xf4eTIMU3FSEU0g1RyjMUU4596KAIlXJrrvCnw+1zxW2+0txBZj711cZWPvwvdjxjjpxnGa9D+HfwkSNIdW8SwBnYB4bFx93uDIPX/Z7d+cgezRwxwW6RxIqRxqFREAAUDgAAdBQBg+HfDVn4a0+K0thuZVCeYVCnb9BwCcZPqTXSIoGPYVWI+erUfIpIqUnJ3Y/GRXFeLdPkS9+2oCxK8oF+8MDjPXIwT17mu1BrN1xYZLIh8l1OVVV3HHQ9O1JnRg6zpVlL5Hl9x5F1bedNBHd24zlxEDJCcgYKnJ9MkY6HOMVWVbO6iVlurIpsUIViZWAHYMGJx7ZrT1O2Nvdi5t5jHMcnGfvDAGGHp0/M1z93HpeqOY7knTL5jkywttSRuBnPRj2+YZ4qGfUL3o3RFe6dbPJv+1RyMRgLIu8fyz+tYlxbtllSawRT18u3YH9WNXbjwrqUB41JpoTyr7c/wAqprpU6th5R8p54qXchwk1oVE0u2gHnHfNJ/efkn/CooBJLdpcYwEbaAB0rXXTrmVvLiMkjeiLnA/KrdpYQ213Bb3PKeYrTbDllXPP44oMpU+Rc0tke06Yrw6XaQyLh44UR19CFAIrnvEfgLQfEjiW8t2im3c3FthJDxjBJBDdB1BI7YrqLfbcW6yKwdXGQ6t1HrkYqfYCOas+Xbu7ni2qfA2ctu0bV4pFZz+7u0KFVxx8y53H/gIrzDWdB1LQL1rPVLSS2nA3bXHDD1BHBHB5HHFfXCJ6VleJvD1j4l0aewvIYmZo2EMzpuaFyOGU9RyB0IzjB4qrknyQRzRWx4g0C98O6tNp1/FslQ5Vh92RezKe4P8AiDyCKKYH1yoqQcqaZ2pycmgCJxhqmhOaZIOM0kWetAFea4uLuRorT5I1OGlPr7VYigSKHy8lifvMxyWNSBAqhVAAAwABgChvlFSl1Y7nF6zockN5JLDF5quCQFPzD2wev1z/ACrhNStCJMSxsoxysq4x7Z6flXsc/JB9KVrW2uUHmwo59xUtPoelQzKpS31PFLK2nt9psrpliJ5iB3KefQ9OtWbyycwNMVVGUZLIeCPpXoes6LZST2VlbxW0byNJL5bLgyBdpZVOeCeAeD8uT25zb7SoLi3ms7fSZFiiCqbeV0G0k7tpKFxyCoy+0AAEE81LbR1vNFLVRsziNK07UtUEkVo0zRxECTa5AUnPXn6/lXR6X4NnikR7gKqk5wp611ui2bDypHjKeShiBcYkdmIZy3HrgD8T3rbKBuCtNK6uzzsRjKlR2exTtIfskeEGBjpnirmS0p+UhcAg+tGypFUcYq0jjbAkRxl24AGTWZb6ibwM6xhUBIBz1/CrWrsV0q5xnOw9KyrBlTT7WNcfMeaTeoWMnxv4VtvFWjm2kl8ia3kWSKfYG2k8MD3wQexHIHpiitvUJwtkygDcwDn0AJ4/r+VFFwsbG5VIG4c9AacGCuD2NRkfKUYblPGGHWmsdinIbGc+v5VYiwcHIpVIAwPxNQBjkdxjrQ0/loeKQFjgdTUch4qvHFJckO+Qnv3qd0WGPjNF7jISC1OX5RTROoJGDSecrHAU5+lIB8kUNwhjmjSRDwVdQQfwNLNp9nNaiB7aIxKpRU2DCgjGB6U1VZ1yMirMQdlAJ5HFOwFa2AEKKFClRgqDnB78/Wn8hqUQ+W7KoOMlue+Tk/qad5bUWENByakWm7MGnr06UAVdQi+0WskBON6kZrlrK72RwZPEas35KTXWSgmuJvVa21Z4vLZlkkCgBT0OCentUS7lI351hKxC6I2n97KScfNjCj6cn8qKURyyKJfJEk3+0SIx9PX649fpRQB1FFFFbEhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/Z) | ![ORCID](../images/orcidFav.png) DOÇENTKARAMANOĞLU MEHMETBEY ÜNİVERSİTESİ/KAMİL ÖZDAĞ FEN FAKÜLTESİ/KİMYA BÖLÜMÜ/ANALİTİK KİMYA ANABİLİM DALI/ Fen Bilimleri ve Matematik Temel Alanı Kimya Analitik Kimya ; Biyokimya ; Spektroskopi | arslanfatmanur[at]gmail.com | 329660F97495AEB9 |
264562 | ![FUAD BAKİOĞLU](data:image/jpg;base64,/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACnAIcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDqVU1MqVKkJqZYa7uY82xW8s4pQlW/K+tHlYo5gsQRpzV2FcYzUartrjPGfxFs/CrfYoYmuNRZN20MAsYPQsf73cDH19DlNmkE7nfG5ihiMkkipGvVnIUD86xb/wCIfhXSZmgvNYhSVeSio7nnp91TXzhrXjHWdbuGlnu5E3AjZExAweoySSR7EkVgMxY8nJrnudUY6H0xP8ZfB0S7kvbmX2S2bP64pV+MHg2TG7UZUz62z8fkDXzNTgwAwBz60irH1zpmvaXrlv5+mX8F0n8Xlvkr/vDqv4gVYcV8kaff3ml3sd3Z3E1vOh+WSJirD8a7pvjD4nVoWItCij5gYfv/AF54/DH4VSnbQylTu9D3YqKjZMc1xPgn4j23iaRdPvYlttSwdu1v3c2OTtzyD/s89Otd3we1bxkmYSi0QYptTMuBkUzHNaoiwzvRTiOeKKYWLywD0pwiAqztGOKQrXJzmvKVjHxTWXAqwelQTPtQtxgDnJwKrmYuU4nx743g8J2GyILNqU6nyYieFHTe3t6DufpXz3PcXGoXMlxcztJK5LvJI2SSTzWp4z1g654s1C9EolhMzJAyjgxqcKfxABrBzWcnc6acLID060lPVhgg8k009eOlSaCUUop2NwHsKAHRytGc4BHoaJpFkbKoE9geKbtbpg0qwyPnahOOeBS0ELGzoQydRXvfwy8ZN4g01rC+k3ajaKAWY8yp0DfUcA/UHvXgzQvHCHeNlDfdJGAaveH9buPD+tW2pWxy0TcqejqeGU+xH+NOLs7omUbo+qmXjFRlTRaXUV9aQ3MDFoZkEkbH+JSMg/iDU22uuL0ORxsV8UVIynNFWSalDNxUZIxSZriNbgxrgvij4j/sLwrLDGpae/D26HsikYZj36HA9z+fdt0rxX4168DNaaBEM7D9pmc888hVHpxkn1yKZUVdnkBOTSUUVJ0ig4Oa0dG0xtUvkh52k84rPRdzAetemfD3Q90hvWQhc4TP86xr1OSF1ubUafO79DY0v4baesCmSEyMRyXOavj4baeJAY4AuDxiuzt8oqgjjFXYm+bNea6snuzq9lHscha+ALOKJYfJQoOxrWTwZp1vbqPs8Y2jAwtdEpOeBSTO2wg0nJgoJM8/17wrZXtg9sybRj5SP4T6ivCbm3a1u5reT78TlG+oODX01f4CE+3NeBeMoYo9fuXQgF2LEAdzXVhKju4mGJilZo9d+DmsvqfhaSzmbdJYy+WpOc+WRlef++hj0Ar0crXi/wAB7iNbzWrYhvMkSGRcDjClwc+/zD/Ir24pXqU5dDgnHUqsuaKnZcCit1Ix5RMmjJp+2kArkKQw8A5NfO3xe1G3vvGZjtxEfs0IikZAM7wSSGPqMge2K+jGTd3r5G8QJcJ4j1NLs7rlbuUSn1fcc/rT6GsFqZlOCFiAASSe1Xr3SJ7KytrtmR4rgfKyHODjoff/AANekeCba2fw7bSvDGXBb5ioz1PeuepWUI3Wp0wpuUrM5Xw/4Ou76WOW4RoYM87uGP0FeyaLZRWdukMahVUYAFc9e6kLVtkMe58cYqiPEWt26ExWKuev+sCj+tefOcqr1OxWgrI9QiC4AzU8aDPFeQWnxUntpfJ1GwKuOCY3BFd14e8Vw68ha2DgDruXGKmVNx1ZUZqWx1cRBJGaWcDbxiuZ13xCmgxrNcZCMcA471xJ+Kt7d3xgsLOKROn7yUKT+ZFEYSktBSkkzvr8Agqe9eC+PrQ2niaQHGJEDg+oyR/SvS5tc1iZRM1vEqkY2bt+foRivPviQ7S65Zswwxs1JHvvet8LHlqGVd80Dc+CMwj8V3MWQDJbHA9cEV9Cdq+cfgzYyXPjmOdCQLeF5H9CpG3+bLX0ltGOa9GL1OCRXcUU9gKK6E9DNiHpSYp4FOC59K5xqIzHFeUfFfwbaTS2GtwQJE32pYb1kGAyueHbnHB4z1O4eleuBOKzvEOixa/oN7pcx2pcxFA+M7G6q2O+GAP4UnqrFr3WmeD+KktbTwqllHanz9oYbeiDOTkVb8BnPhuEHs7Dp71bvR/a/ha6u/JXz/skiSr02uudwB9mX/OaoeA5c6GgzyshBxXmu/srPdM9J2dRNdUbeo6dLKjGFtrn+LHSuQuvB89zDK893M9wSCjvyAO4/wA/lXqduAQMirJtopF5UY+lZQqShsaOmpaM8hfwbFJpcFvAP9NRizy/3s9seg4r0XwnZDSoorcABQMVeligg4RFDH0FOsh/pSjvmlOpKfxFQpxhoh/jHRF1zTFttoYgbgCcZP1rz218A2cd7HLc21yDHj922PLbHrgc/nzzXsE67VRvUU2JI5h2BpxqTjomKVOMtzgdF8Hw6ZcTSwB40kHMeTt/KuK8e6Xcaj4vtbK0jaW6kijiijXq2Wc/5PavcpkVQQBWFoGlGf4lzai0Kslvp2wOT9x2k4I75IDj6Vrh5v2t2Y4hJQ0Oh8H+FLLwto8Ftb28S3PlL9pmVRulcDkk+mScDsDXQE4p+MU11r1InnMhY0UjA0VqjNkoANPUCogakU4FYlpkgAHalIyKQGlzmgo8n1jRoPBd5qFzI+NMvpjOrOSRGzfeVj256Z9q53QRYLFJcacu2CeVnwCcA5xwOw4r0H4rIJ/BlxaElTOQA2OAFIkYn6KjHA5NePeBbo/2bLATwkpx9CB/ga5MRSSTkjoo1G/dfQ9FguMBeeau/atsZYkcVgrJgA1NNcrHBvdgFA5NcHKdikLLPK8zykjP8A7UzTdYlglB1AwGTOQYQVGPcHP86xf+EntCm/y52UkhD5LYbHocVZs/EGkylftUM0OSOZIz/hVuDS2KTlLVI7aTVJ7wRCxEX3hueXOAvfAHU1ZSUwznng8/SsG313TxCGhWd4wcZWJj/IVBJ4ktzqUVqyTp5i7keSFkVvYEioceo23HdHVzzAgHNafhuzRIri7wN8zBScckLnH6k/nXMGUkDnNdrokRj0m3DdSu78+f61vhVepc58RL3bF7aO1MZeKmApj16ZwMquMUU6Qc0VaZkxopwOaTpQDUhElBzTqiB607cAKRoY3ivQo/EWgz2LsqSEExSN0R9pXkA9CGYH2Jr518LNHb6pqdmMKVbKLuDcKSDyOD1HNfSHiDWE0PQr3U22/6NC0gDdCwHyj8TgfjXyPp989hqUV0oJKPkjPUdxUVIc0Gi6TtO56zBdrIvXnuKsBlnj8tsEdwa5lb+K4hF7ZuHQ/eXup9CO1XLPVkZlORXlO6dmdiZ0RhV4dgRWH901Whl1W1lxBZoyDpmXb/AEqazvY2IORWrDdQ9SRTVzSNRoS0l1K6GLu3ijTsBIWP8hVm9WMxbCAQB+VP+1R7chhWVqGoRRKSzqBjJJPQUrNhKp3NbRbWTUr5LYN8mNzt/dUf5x+NekxKsaBFGAOAPQVw3wz1Gw1bRbi9tCxk+0NFIWGPugEY9sNn8fau5DV6GHp8kbvc4qk+ZkmaY1OBprGugyZDIMiilairRmyFqbnmh3A71ga94u0Xw7CX1LUIYpAMiAHdK3phBz+PA96QtjoN+Kxtf8VaR4atVn1S9jtw+diEFnf/AHVGSfr0rxnxL8aNVvWeHQ4lsIOglcB5iP8A0Ff1PvXml7f3Wo3L3F5cS3E7nLSSuWY/iaRok2eheP8A4py+J7WTStOgaDTmYF3kx5kuDkZxkKMgHAJ6da81zzRRSKSsTW9zNbSB4XKn26H61oLrDbt2NrdwOlZNFRKnGW6LUmjo4/Es8ABj69wTxQPGOpI2Y9g+ozXPx43gHoa6Sw8NrdBXEowezJ/gaxlCjT3RcVKWxdsvFOs3cmz9ySeAFGT+Qrf1RJbTw3eXl7JmV4iqr6FuB+pq5o+ixWUaqMMR1+TaPyrG+It/5dlb2KNgyNuYD0H/ANf+Vc0Up1FZWRo48sbsp/Djx6ngm6vRdW0txa3QQsI2AZGXOCAeDkE+nb0r3Xw58RvDfiXbHZ36w3J/5d7rEch+nOG+gJNfKFKCRXpHLY+2RID0NBavlLQPiV4o8PbY4NQa5t1AAt7vMqAegycqPYEV6fonxy0u7CprNlLZSkgeZCfNj9yRww+g3UCaZ60zc4orF0nxLpOu25n0vUILpByQjfMo/wBpTyv4iiqRk3qeW+Pfi5E1tJpnhqZmeTiS/GV2j0j75/2u3bPWvGZZpJnZ5HZ3YlmZjkknufeo6KTdzWMUgooopFBRRRQAUUUUAFd34RvI7mFYC6iaP+Anlh6gd/euEq/aQ3UXl3dpIRIhyChwymoqUvaKw41OR3Z7TENkX0rybxhdm71+TJ4jUIB+v9a6tfHUC+HPNljxqAJiMI4BP972Xn8685nme4neaVt0khLMfUmsKFKUZNs1qTUloR0UUV1GIUUUUAS29zPaSiW3mkhkHG+NyrfmKKiooAKKKKACiiigAooooAKKKKACrFtdPbPlc1Xop7CaTVmPlkaaRpGxkntTKKKW47WFpKKKACiiigAooooAKKKKYBRRRQAtAFFFACsAGIU5APBxjIpveiigAooopAKDxSUUUAFKOlFFMBDRjjNFFABRRRSA/9k=) | ![ORCID](../images/orcidFav.png) DOÇENTKARAMANOĞLU MEHMETBEY ÜNİVERSİTESİ/EĞİTİM FAKÜLTESİ/EĞİTİM BİLİMLERİ BÖLÜMÜ/REHBERLİK VE PSİKOLOJİK DANIŞMANLIK ANABİLİM DALI/ Eğitim Bilimleri Temel Alanı Rehberlik ve Psikolojik Danışmanlık Rehberlik ve Psikolojik Danışmanlık | fuadbakioglu[at]kmu.edu.tr | EA9041043AA755AC |
41801 | ![FUAT BAŞÇİFTÇİ](data:image/jpg;base64,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) | ![ORCID](../images/orcidFav.png) DOÇENTKARAMANOĞLU MEHMETBEY ÜNİVERSİTESİ/TEKNİK BİLİMLER MESLEK YÜKSEKOKULU/MİMARLIK VE ŞEHİR PLANLAMA BÖLÜMÜ/HARİTA VE KADASTRO PR./ Mühendislik Temel Alanı Harita Mühendisliği Ölçme Tekniği | fuatbasciftci[at]kmu.edu.tr | BFB3AD760B586A75 |