OKUL MÜDÜRLERİNE İLK DERS VALİ’DEN

<p> <span data-mce-style="font-size: medium;" style="font-size: medium;">Adnan Menderes &Uuml;niversitesi Kongre Merkezinde ger&ccedil;ekleşen toplantıya Aydın Valisi Erol Ayyıldız, İl Milli Eğitim M&uuml;d&uuml;r&uuml; Pervin T&ouml;re, İl Milli Eğitim Şube M&uuml;d&uuml;rleri, İl&ccedil;e Milli Eğitim M&uuml;d&uuml;rleri, 212&rsquo;si yeni atanan olmak &uuml;zere toplam530 okul m&uuml;d&uuml;r&uuml; katıldı.</span></p> <p> <span data-mce-style="font-size: medium;" style="font-size: medium;">Vali Ayyıldız, okul m&uuml;d&uuml;rlerine hitap ederken Aydın&rsquo;ın eğitimde geldiği noktaya işaret ederek <strong>&ldquo;amacımız ilimizin eğitimdeki yerinin &uuml;lke sıralamasında birinciliğe taşımaktır&rdquo;</strong> dedi.</span></p> <p> <span data-mce-style="font-size: medium;" style="font-size: medium;">Okul M&uuml;d&uuml;rlerine <strong>&ldquo;Başarı olmak zorundasınız&rdquo;</strong> diye seslenen Aydın Valisi Erol Ayyıldız konuşmasını ş&ouml;yle s&uuml;rd&uuml;rd&uuml;:</span></p> <p> <span data-mce-style="font-size: medium;" style="font-size: medium;"><strong>&ldquo;Başarılı olabilmeniz i&ccedil;in Valiniz olarak ben ve t&uuml;m kamu kurum ve kuruluşları bu konuda emrinizdeyiz. &Ccedil;&uuml;nk&uuml; konumuz Aydın, Aydın&rsquo;ın geleceği olan yavrularımız, T&uuml;rkiye&rsquo;mizin geleceği olan yavrularımız. Gerisi teferruat. Bunun bilincinde ve şuurunda olduğunuza inanıyorum.&rdquo; </strong></span></p> <p> <span data-mce-style="font-size: medium;" style="font-size: medium;">Vali Ayyıldız, okul ile ilgili problemlerde Okul M&uuml;d&uuml;rlerinin mazereti kendilerinde aramadığı takdirde orada başarının olamayacağını kaydederken <strong>&ldquo;Eğer idarecisi bulunduğunuz eğitim kurumunun her şeyi olamıyorsanız şimdiden tavsiyem işin başındayken bırakın. &Ccedil;&uuml;nk&uuml; idareci işin her şeyinden sorumludur. Hizmet eden idarecidir. Okulla ilgili olumsuzluk varsa sorumlusu okul m&uuml;d&uuml;r&uuml;d&uuml;r. Aydın&rsquo;a hem yapmış olduğumuz yatırımlarla hem eğitim &ouml;ğretim kadromuzla hem de idarecilerimizle her şey elimizde var. Başka illere nasip olmayacak yatırımlara imza attık. O y&uuml;zden Aydın&rsquo;ın eğitimde bir numara olmaması i&ccedil;in hi&ccedil;bir neden yok. İdareciler olarak sorumlu olduğumuz kesimin &ccedil;obanlarıyız. Aydın&rsquo;da eğitim seviyesini birinci sıraya getirmek, T&uuml;rkiye&rsquo;de &ouml;rnek ilk olma noktasında rabbim herkese kolaylıklar ve başarılar nasip etsin&rdquo;</strong> dedi.</span></p> <p> <span data-mce-style="font-size: medium;" style="font-size: medium;"><img alt="" data-mce-="" src="data:image/jpeg;base64,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" />&nbsp;</span></p> <p> <span data-mce-style="font-size: medium;" style="font-size: medium;"><strong>Aydın İl Milli Eğitim M&uuml;d&uuml;r&uuml; Pervin T&ouml;re</strong> de, salondaki katılımcılarının y&uuml;zde 40&rsquo;ının kadın olduğuna dikkati &ccedil;ekti. T&ouml;re ş&ouml;yle konuştu: &ldquo;Ben g&ouml;reve geldiğimde &ccedil;ok az sayıda kadın idareci vardı. Şimdi neredeyse salonun yarısı kadın. Bu beni &ccedil;ok mutlu ediyor. 212 yeni okul m&uuml;d&uuml;r&uuml;m&uuml;z değerlendirmeden ge&ccedil;erek kurumlarına atandı. Yeni atanan m&uuml;d&uuml;rlere &ccedil;ok g&uuml;zel bir kaynak hazırladık; Eğitim Liderleri Rehberi. T&uuml;rkiye&rsquo;de sadece biz yaptık. Başucu kitabı şeklinde hazırlandı. Okul m&uuml;d&uuml;rlerinin her ay ne yapacağı, nasıl bir yol izleyeceği yazılı. Hangi toplantıları yapacak, nasıl bir karar alacak gibi adım adım planlı &ccedil;ok g&uuml;zel bir el kitabı hazırladık.&rdquo;</span></p> <p> <span data-mce-style="font-size: medium;" style="font-size: medium;"><strong>&ldquo;2023 yılı hedeflerine ancak eğitim sistemimizi buna uygun bir şekilde yapılandırabilirsek ulaşabiliriz&rdquo;</strong> diyen İl Milli Eğitim M&uuml;d&uuml;r&uuml; Pervin T&ouml;re konuşmasının devamında şunları s&ouml;yledi:</span></p> <p> <span data-mce-style="font-size: medium;" style="font-size: medium;">&ldquo;Gen&ccedil; nesilleri, analitik d&uuml;ş&uuml;nen, yabancı dile h&acirc;kim, yenilik&ccedil;i bireyler olarak bilim ve teknoloji alanına y&ouml;nlendirmek zorundayız. Bilgi birikimi yanında, kendini ifade edebilen, d&uuml;nyadaki gelişmeleri sadece takip eden değil, aynı zamanda okuyabilen, analiz edebilen gen&ccedil;lere ihtiyacımız var.</span></p> <p> <span data-mce-style="font-size: medium;" style="font-size: medium;">Gelecekte &uuml;lkemizi y&ouml;netecek, s&ouml;z sahibi olacak bireyler yetiştirmek i&ccedil;in &ouml;ğrenmeyi teşvik etmeli, &ouml;ğrendiği bilgileri analiz ve sentez yapma yeteneklerini geliştirmeli hatta yeni fikirler &uuml;retmelerine fırsat tanımalıyız. Yeni fikirler &uuml;retirken ve eğitim &ouml;ğretim s&uuml;recinde hata yapmalarına da izin vermeliyiz. Birlikte &ccedil;alışma k&uuml;lt&uuml;r&uuml; kazanmış, t&uuml;m insani değerleri i&ccedil;selleştirmiş nesiller yetiştirmeliyiz.&nbsp; </span></p> <p> <span data-mce-style="font-size: medium;" style="font-size: medium;">Yenilik&ccedil;i Eğitim Sistemi ile &ouml;ğrenciler, beyinlerinin dikkat, hafıza, hız, yaratıcılık ve esneklik yetilerinin eğitim sistemine eş zamanlı olarak katıldığı etkileşimli tamamlayıcılarıdır. Bireylerin gelişim s&uuml;recini değerlendirirken, bilimsel olarak ayrı ayrı ele alınması ve dolayısıyla &ouml;ğrenicinin hayatına katılması gereken t&uuml;m yeti ve yetersizliklerin sadece akademik performans ile değerlendirilmesi m&uuml;mk&uuml;n değildir. Eğitim anlayışımızdaki yenilik&ccedil;i (inovasyon) yaklaşımımızın amacı b&uuml;t&uuml;nsel gelişim olmalıdır.&rdquo;</span></p> <p> <strong><span data-mce-style="font-size: medium;" style="font-size: medium;">Pervin T&ouml;re okul m&uuml;d&uuml;rlerine &ouml;ğ&uuml;tler verirken ş&ouml;yle dedi:</span></strong></p> <p> <span data-mce-style="font-size: medium;" style="font-size: medium;">&ldquo;21. Y&uuml;zyılın d&uuml;nyasında başarılı olacak bireyleri yetiştirecek eğitimcilere sorumluluk d&uuml;şmektedir. Okumak paylaşmak, denemek ve yansıtmak bu yıl i&ccedil;in anahtar yaklaşımlarınız olabilir. T&uuml;m bu unsurların bir arada toplanması ile kurum k&uuml;lt&uuml;r&uuml;n&uuml;n temelleri etik liderin sayesinde atılmış olacaktır. Doğru olanı savunmak cesaret&nbsp; ister&hellip; Y&ouml;netici; bu cesareti g&ouml;sterebilme davranışını kurumsal k&uuml;lt&uuml;r&uuml;n bir par&ccedil;ası haline getirmelidir. Cesaret; inandığımız şeyleri yapmak değildir! Cesaret; doğru olanı, etik olanı yapabilmektir.&rdquo;</span></p> <p> <span data-mce-style="font-size: medium;" style="font-size: medium;">Toplantı, İl&ccedil;e Milli Eğitim M&uuml;d&uuml;rlerinin s&ouml;z almalarıyla son buldu.</span></p> <p> <span data-mce-style="font-size: medium;" style="font-size: medium;"><img alt="" data-mce-="" src="data:image/jpeg;base64,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" /></span></p>