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Dudu'dan Sert Açıklama

Milli Eğitim Bakanı Ömer Dinçer’in 4+4+4 Eğitim sistemi ile ilgili eleştiriler üzerine söylediği, “Bu sistemden rahatsız olanlar PKK yanlı

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" alt="" />

Dudu’dan Sert Açıklama

Milli Eğitim Bakanı Ömer Dinçer’in 4+4+4 Eğitim sistemi ile ilgili eleştiriler üzerine söylediği, “Bu sistemden rahatsız olanlar PKK yanlıları” sözlerine tepki gösteren CHP Hatay Milletvekili Av. Mevlüt Dudu, “Bu açıklama bir üste çıkma gayretidir” dedi.

Milli Eğitim Bakanı’nın sözlerini bir soru önergesi ile TBMM gündemine taşıyan CHP Hatay Milletvekili Av. Mevlüt Dudu konu ile ilgili yazılı bir açıklama yaptı. Yazılı açıklamasında Bakan’ın farklı düşünen herkesi PKK yandaşı gibi göstermek istediğinin altını çizen Av. Mevlüt Dudu açıklamasında şunlara yer verdi.

“Tüm Türkiye kamuoyunun gözleri önünde, baskı ve zorbalıkla komisyonlardan ve TBMM’den geçirilen 4+4+4 eğitim sistemi ilgili eleştiri ve uyarılara böyle bir yaklaşım gösterilmesi ve karşı tez sunan herkesin PKK yandaşı gibi gösterilmesi kabul edilebilir değildir.

“Eğitim ve öğretim gibi en kutsal kurumlardan birinin sorumluluğunu üstlenen bir kişinin böyle konuşmasının mantığı olsa olsa, AKP ve Başbakan Erdoğan tarafından koyulan “Dindar Nesil” hedefinin temel taşlarını döşemek ve apar topar, itiraz kabul etmeksizin hayata geçirmek çabasıdır.

“Sayın Bakan’ın bu çabası psikolojik olarak üste çıkma gayretidir. Yanlışları saklamak, gizlemek ve üste çıkma durumuna geçmek için konuyu bağlamından koparmak bilimsel olarak ispatlanmış bir gerçekliktir. Sayın Bakan da herkesi terör örgütü yandaşı ilan ederek bunu yapmaktadır.”

CHP Hatay Milletvekili Av. Mevlüt Dudu tarafından konu ile ilgili TBMM’ye verilen soru önergesinde şu bilgiler yer aldı.

TÜRKİYE BÜYÜK MİLLET MECLİSİ BAŞKANLIĞINA

Aşağıdaki sorularımın Milli Eğitim Bakanı Sayın Ömer Dinçer tarafından yazılı olarak cevaplandırılmasını arz ederim.

Av. Mevlüt DUDU

CHP Hatay Milletvekili

3 Eylül 2012 günü bir gazeteye verdiğiniz röportajda, bakanlığınız tarafından yeni uygulamaya konulacak 4+4+4 eğitim sistemine getirilen eleştirilerin PKK kaynaklı olduğunu belirterek, sizin düşünceleriniz dışında düşünen herkesi terör örgütü yandaşı gibi göstermek istiyorsunuz.

Tüm Türkiye kamuoyunun gözleri önünde, baskı ve zorbalıkla komisyonlardan ve TBMM’den geçirilen 4+4+4 eğitim sistemi ilgili eleştiri ve uyarılara böyle bir yaklaşım gösterilmesi ve karşı tez sunan herkesin tarafınızdan PKK yandaşı gibi gösterilmesi kabul edilebilir değildir.

Bu nedenle;

1- Eğitim ve Öğretim gibi en kutsal kurumlardan birinin sorumluluğunu üstlenen bir kişi olarak sizin gibi düşünmeyen herkesi terör örgütü yandaşı olarak görmek hangi mantığın sonucudur?

2- Bu anlayış, AKP ve Başbakan Erdoğan tarafından koyulan “Dindar Nesil” hedefinin temel taşlarını döşemek ve apar topar, itiraz kabul etmeksizin hayata geçirilme çabaları mıdır?

3- Partiniz mensubu bir milletvekili “Bu sistemle artık tüm okulların imam hatip olmasının yolunu açtık” sözleri ile gerçek duygularını açığa vurmuştu. Siz de bu sisteme muhalif olanları terör örgütü yandaşı olarak suçlarken, bu ne anlama geldiği anlaşılamayan suçlamayı gerçek düşüncelerinizi saklamak için mi kullandınız?

4- Yanlışları saklamak, gizlemek ve üste çıkma durumuna geçmek için konuyu bağlamından koparmak bilimsel olarak ispatlanmış bir gerçekliktir. Bu açıklamanız böyle bir üste çıkma gayretinden mi kaynaklanmaktadır?

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