ATAY: “HALK BİZE MESAJ VERDİ…”

GENEL

Haftanın üç gününü Aydın’da geçiren AK Parti Aydın Milletvekili Mehmet Sadık Atay sorularımızı cevapladı.

Haftanın üç gününü Aydın’da geçiren AK Parti Aydın Milletvekili Mehmet Sadık Atay, <a href="http://www.aydingundem.net/">www.aydingundem.net</a> haber sitesi editörü Yalçın Yıldırım ve Haber Koordinatörü Hasan Kadife’nin sorularını cevaplandırıp, son siyasi gelişmeleri değerlendirdi. TBMM Başkanlığı seçiminde AK Parti olarak sadece kendi adaylarını desteklediklerini ifade eden Atay, 4 turu da fire vermeden tamamladıklarını söyledi. TBMM başkanlığı için diğer parti grupları ile pazarlık içine girmediklerini kaydeden Atay, CHP-MHP-HDP’nin birlikte hareket edemeyişi nedeniyle AK Parti adayının meclis başkanı seçildiğini belirterek “Anlaşılıyor ki CHP-MHP-HDP bir anlaşma yolunu tercih etmemiş gibi bir netice çıkıyor. Bizim orada gördüğümüz MHP’nin, CHP ve HDP ile herhangi bir noktada masaya oturmadığı izlenimi bizde oluştu. MHP’nin bu konudaki tavrı netti. Fire vermedi” dedi. <img alt="" src="data:image/jpeg;base64,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" /> Atay, “AK Parti hangi parti ile koalisyon kuracak? Meclis başkanı seçimi neyi ifade ediyor?” şeklindeki sorumuzu şöyle cevapladı: HALKIN TALEBİ AK PARTİ-MHP KOALİSYONU “Meclis başkanlığı seçiminde CHP ile HDP arasında bir anlaşma gözüküyordu. Benim gördüğüm MHP Genel Başkanı Sayın Bahçeli’nin Meclis Başkanı seçildiği gün ve ertesi günkü açıklamalarında, ‘biz vatanımız, milletimiz için gereken fedakârlığı yapmaya her zaman hazırız şeklinde bir ifadesi olmuştu. Bu güzel ve doğru bir ifade. Çünkü seçim bitti ve bu seçimden sonra da bir koalisyon ortaklığı belirlenecek; bu CHP ile de MHP ile de olabilir. Olmazsa, buradan bir netice çıkmazsa da seçime gidilecek. İlk önce biz vatanımız için hayırlı olan neyse bunun gerçekleşmesini temenni ediyoruz. Tablo CHP ile mi yoksa MHP ile mi koalisyona gider bunu zaman gösterecek. Biz AK Parti olarak memleketimize en iyi hizmet ettirecek olan en hayırlı koalisyonun olmasına dua ediyoruz. Kamu oyunda MHP ile yapılacak olan koalisyon noktasında vatandaşımızdan, halkımız dediğimiz tabandan gelen talepler var. Öncelikli olarak böyle bir talep geliyor. Biz de bu talebi genel başkanımız ve başbakanımıza milletvekilleri ile yapmış olduğu toplantıda dile getirdik. Tabi ki bu sonuçta bir talep. İşin nihayetinde karşılıklı görüşmelerin neticesinde tablo ortaya çıkacak. Biz hayırlısını temenni ediyoruz..” Ülkenin 12 yıldır tek parti iktidarı ile yönetildiğini hatırlatarak açıklamasını sürdüren milletvekili Atay, oluşacak koalisyonun tek partili iktidar döneminde olduğu gibi başarılı olamayacağını ancak ülkenin menfaati açısından uzun ömürlü olmasından yana olduklarını ifade ederek, “Kurulan hükümet ülkeye hizmet etmeyip, geriye götürecek bir irade ortaya koyarsa tabi ki bizler milletini, vatanını seven kişiler olarak millet ve memleket menfaatleri noktasında erken seçim gündeme gelirse elbetteki destekleriz” dedi. Atay, “Sizin düşünceniz nedir?” şeklindeki sorumuzu da şöyle cevapladı: YÜZDE 40 HALK İRADESİNİ YOK SAYAMAYIZ HALKIN VERDİĞİ MESAJ DOĞRU OKUNMALI “Benim düşüncem şu: Halkımız bize yüzde 41 ile iyi bir seçim neticesi vermiştir. İyi bir netice derken, biz CHP gibi yüzde 25’lerde, MHP gibi yüzde 16’larda gezen bir parti değiliz. Yüzde 40’ın üzerinde oy iyi bir oydur Türkiye’de fakat bizim yüzde 10 barajı ve buna dayalı olarak meclisin dağılımı noktasında 3 puanla 70 tane milletvekili HDP’ye kaymış durumda. Böyle bir yapı var Türkiye’de. Yoksa biz yüzde 40 halkın iradesini de yok sayamayız. Halkımız bize özetle şunu demiştir. ‘Ben yüzde 40 sana destek veriyorum, yüzde 25 CHP’ye, yüzde 16 MHP’ye, yüzde 13 de HDP’ye destek veriyorum. Ben Mecliste bunu görmek istiyorum’ demiştir ve Mecliste de bu yapı oluşmuştur. Bu yapının da kendi bünyesinde en iyi iktidarla bu ülkeyi koalisyon hükümeti ile yönetmesi gerekir. Halk bunu söylüyor. AK Parti sonuna kadar bu şartları savunur mücadelesini verir, halkın mesajını iyi okur ve yerine getirmeye çalışır. Ancak, muhalefet partileri sırf muhalefet yapmak adına tavır sergilerse, halkın mesajını doğru algılamazsa erken seçim kaçınılmaz olur.” Milletvekili Atay, “12 yıldır iktidara alışmış AK Parti’nin koalisyon hükümeti ile karşı karşıya kalmasının parti içinde yankıları nasıl oldu?” şeklindeki sorumuza şöyle cevap verdi: HALK BİZE MESAJ VERDİ “Biz özeleştirilerimizi kendi içimizde yapıyoruz. 11 ay önce Cumhurbaşkanlığı seçiminde yüzde 52 oy alan AK Parti’nin yüzde 41’e düşmesinde halkımızın verdiği bir mesaj var. Burada şu yanlış anlaşılmasın; genel seçim, yerel seçim, referandum bunların hepsinin sayısal dağılımı farklıdır. Bunu bir parti oyu, partinin üst yönetimi ya da partinin yereldeki teşkilatları ile ilgili bir meseleye sıkıştırırsanız bu bizi hem yanlış bir noktaya götürür hem de işin çirkin noktasına götürür ve gerçekçi olmayan yorumlara neden olur. Yerel seçimlerin doğası farklıdır, genel seçimlerin doğası farklıdır, referandum ve cumhurbaşkanı seçiminin doğası bambaşkadır. Biz şu an bir genel seçim yaşadık ve yüzde 41 oy aldık. Kendi özeleştirilerimizi de kendi bünyemizde yaptık, yapıyoruz. Fakat şunu net ifade edeyim; TBMM’deki başkanlık seçiminde AK Parti’nin tavrı birlik ve beraberlik içinde olduğunun göstergesidir. Kendi içimizde konuşup tartışıyoruz ama sahada asla emanete veya bize verilen desteğe ve teşkilatlarımızın gayretlerini hiçe sayacak bir tavır ve tutum içinde değiliz. Bunun tesisinde de Sayın Genel Başkanımız ve Başbakanımız Sayın Ahmet Davutoğlu’nun duruşu, meselelere yaklaşımı, bizlere olan tavsiyeleri vardır..” Milletvekili Atay, “Koalisyon CHP ile olmadı, MHP ile de olmadı, HDP ile AK Parti koalisyonu kurar mı?” şeklindeki sorumuza şu cevabı verdi: HDP İLE KOALİSYON GİRİŞİMİ YOK… “Ben şahsen seçim neticesini kabul ediyorum, halkımızın verdiği mesajı da kabul ediyorum ama AK Parti’nin HDP ile koalisyonu noktasında şu an bir girişim söz konusu değil. Büyüklerimiz görüşürler, MHP veya CHP ile koalisyon gerçekleşmez ise, büyüklerimiz HDP ile de görüşürler bunun kararını verir. Bunun haricinde düz bu soruyu sorarsanız benim şahsi fikrim (partimi ve parti gurubumu bağlamaz) CHP ya da MHP dışında bir koalisyon ihtimali görmüyorum.” BAŞARISIZLIK YOK Milletvekili Atay; “Son genel seçimle AK Parti’nin Aydın’da üç olan milletvekili sayısı ikiye düştü. Burada bir başarısızlık söz konusu mu? Düşüşü neye bağlıyorsunuz?” şeklindeki soruyu net cevapladı: “Başarısızlık yok.. Türkiye’de de kaybettik..” dedi ve ekledi.. “Sayılar afedersiniz eşek gibidir. Nereye çekerseniz oraya gider. Türkiye’de biz yüzde 34’lük parti iken 327 milletvekilimiz vardı. Aydın’da yüzde 18 oyumuz vardı dört milletvekilimiz vardı. Şimdi yüzde 30 buçuk oyumuz var iki milletvekilimiz var. Buradaki başarıyı halkımızın karşılığı olan yüzde olarak mı alacaksınız yoksa milletvekili sayısı olarak mı alacaksınız? Bunu tartışmamız ve netleştirmemiz lazım. Onun için milletvekili sayısı sadece başarının tarifi için yeterli değildir. Aydın’da partimizin halktaki karşılığı yüzde 30, Türkiye’de yüzde 41’dir. Bunu koltuk sayısına vurursanız o zaman matematik ilmini yok saymamız lazım.” ELEŞTİRİLERE CEVAP VERDİ AK Parti Aydın Milletvekili Mehmet Sadık Atay, seçim sonrası kendisine yönelik yapılan “Başarısızlık” eleştirilerine “Biz burada başarı destanından bahsetmiyoruz” sözleriyle cevap verdi. “Biz sebepleri tüketmek adına, başarıyı elde etmek adına sonuna kadar mücadelemizi verdik” diyen Atay, eleştirilere sert sözlerle tepki gösterdi, şöyle dedi: “Bu eleştirileri yapanlar her kimlerse, eleştirilerin dozunu bilmiyorum ama kastettiğiniz anlamda söylüyorum; ‘Sadık Atay çalışmamıştır, AK Parti İl Yönetimi çalışmamıştır’ diyemez. Bunu ispata davet ederim. Sizler de tanıksınız, biz Ocak ayında il başkanlığını bıraktığımız günden itibaren sanki bir milletvekili adayı imişiz gibi çalışmalarımıza başladık. Fakat bizim burada bilhassa, bilhassa bakın bunun altını çizerek söylüyorum. Kişisel problemleri olanlar, psikolojik problemleri olanlar, toplum içerisinde gerçekten bir baltaya sap olamamış, tedaviye ihtiyacı olan bazı zihni bozuk yapılar var. Bu kişiler ancak ve ancak sosyal medyada varlıklarını paylaşımlarıyla (hepsi için söylemiyorum, onlar anlar kendilerini) veya yaptıkları yorumlarıyla zaten kendilerini deşifre ediyorlar. Ben neye bakarım. Kardeşim, biz bir parti miyiz, partiyiz. Vatanımızı, milletimizi, devletimizi, bayrağımızı seviyor muyuz, seviyoruz. Hatırlayın aday adayı iken ilk yaptığım röportajlarda üstüne basarak söylüyorum, dedim ki; ben Aydın’da bırakın yedi milletvekilini benden daha iyi milletvekili olacak 777 milletvekili adayı var, bunu biliyorum ama insanlar siyasete yaklaşmıyor, siyasette var olmak istemiyor. Ben bu işte varım diye ortaya çıktım. Herkes çıkabilir. O zaman Aydın’da Abdurrahman bey ve benden başka bu işi yapacak insan yok mu? Elbette var ancak bu işin nasip kısmıdır. Vurgulamak istediğim şudur: Burada Aydın’ın diğer siyasi partilerle beraber yedi tane milletvekili vardır. Koskoca Türkiye’de de 550 tane milletvekili vardır. Ama insanların dedikodu üretip bu problemli, tedaviye muhtaç olan kişilerin sosyal medyada yorumlar ve paylaşımlarla gevezelik edeceğine ben şuna bakarım. 7 Nisan AK Parti’nin tüm Türkiye’de adayları belli oldu mu? Oldu. 7 Nisan ile 7 Haziran arasında gevezelik yapanların sahadaki çalışmalarını belgelemelerini isterim. Kaç ilçeye gitti, kaç tane kapıyı çaldı, kaç ev ziyareti yaptı, kaç üyeye ulaştı bunları belgelemesini isterim. Benim çalışmalarımın hepsi belgeli. Eğer partiliysen, ben AK Partiliyim diyorsan o zaman o süreçte senide terlerken görecektik. Biz meseleye böyle bakıyoruz. Şimdi seçim bitmiştir. Çalışandan da çalışmayandan da, hakaret edenden de eleştirenden de Allah razı olsun. Biz işimize bakarız. Herkes kendine yakışanı yapar. 7 Nisan ile 7 Haziran arasında sahada varlık göstermeyenlerin konuşmaya hakkı yoktur.”

İlginizi Çekebilir

ATAY: “HALK BİZE MESAJ VERDİ…”

Çerçioğlu ailesine en yakın isme geçici ihraç...

TARİŞ’in gündeminde üretici yok, arsalar var

Aydın BŞB’de organize sahtekârlık!

Çerçioğlu’nun TÜRGEV bağışı ulusal medyanın d...

Didim’in Paramount Oteli