AYDIN CHP’DE ÖN SEÇİM ANALİZİ (1)

<p> <span data-mce-style="font-size: medium;" style="font-size: medium;">Cumhuriyet Halk Partisi&rsquo;nin 29 Mart Pazar g&uuml;n&uuml; Aydın&rsquo;da yaptığı &ouml;n se&ccedil;imin bir tek galibi vardır.. <strong>&Ouml;zlem &Ccedil;er&ccedil;ioğlu&hellip; </strong>&Ouml;n se&ccedil;imin galibi <strong>&Ouml;zlem &Ccedil;er&ccedil;ioğlu</strong>&rsquo;dur ancak aynı zamanda bu &ouml;n se&ccedil;im &Ccedil;er&ccedil;ioğlu&rsquo;nun Aydın&rsquo;da bitişidir.</span></p> <p> <span data-mce-style="font-size: medium;" style="font-size: medium;">Aydın&rsquo;daki &ouml;n se&ccedil;imde Aydın B&uuml;y&uuml;kşehir Belediye Başkanı &Ouml;zlem &Ccedil;er&ccedil;ioğlu <strong>&ldquo;Hepsi birbirinden değerli&rdquo; </strong>dediği aday adaylarına <strong>&ldquo;Eşit mesafedeyim&rdquo;</strong> demesine rağmen s&ouml;z&uuml;n&uuml; tutmamış 169 tabir edilen listeyi dayatarak listede yer almalarını sağlamıştır. Bir başka bakış a&ccedil;ısıyla Aydın&rsquo;da ki &ouml;n se&ccedil;im, <strong>&ldquo;Baykalcılar&rdquo;</strong> ve <strong>&ldquo;Kılı&ccedil;daroğlu&rdquo;</strong> yanlıları arasında ge&ccedil;miştir.</span></p> <p> <img alt="" 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" /></p> <p> <span data-mce-style="font-size: medium;" style="font-size: medium;">&Ouml;n se&ccedil;imin sonucu <strong>&ldquo;Baykalcıların&rdquo;</strong> galibiyeti ile ger&ccedil;ekleşmiş gibi g&ouml;r&uuml;nse de se&ccedil;imin kaybedeni Aydın B&uuml;y&uuml;kşehir Belediye Başkanı <strong>&Ouml;zlem &Ccedil;er&ccedil;ioğlu</strong> olmuştur.</span></p> <p> <span data-mce-style="font-size: medium;" style="font-size: medium;">Bu gelişme Aydın CHP&rsquo;de 7 Haziran Genel Se&ccedil;imi&rsquo;nin ardından CHP i&ccedil;inde yeni bir hesaplaşma d&ouml;nemini de başlatacaktır. Sandıktan <strong>Metin L&uuml;tfi Baydar, H&uuml;seyin Yıldız, Mehmet Fatih Atay, Tayfun Talipoğlu, Ferda &Ccedil;ağlar Erkut, Ali Ulvi Akoğlu</strong> şeklinde bir sıralamanın &ccedil;ıkmasının da tek kelime ile bir tek ifadesi vardır. Artık şu saatten itibaren CHP <strong>&ldquo;&Ouml;rg&uuml;t&rdquo;</strong> değil <strong>&ldquo;Patron&rdquo;</strong> partisidir. CHP de &Ouml;&Ccedil;P (&Ouml;zlem &Ccedil;er&ccedil;ioğlu Partisi) olmuştur.</span></p> <p> <span data-mce-style="font-size: medium;" style="font-size: medium;">B&ouml;yle yazdım diye kızanlar olacaktır. Ancak tablo budur. O nedenle CHP ile &Ouml;&Ccedil;P arasında karşılıklı kılı&ccedil;ların &ccedil;ekileceği an yakındır.</span></p> <p> <span data-mce-style="font-size: medium;" style="font-size: medium;">&Ouml;n se&ccedil;im sonucunda Aydın&rsquo;ın doğu b&ouml;lgesi milletvekili adayını &ccedil;ıkaramamıştır. <strong>S&uuml;leyman B&uuml;lb&uuml;l</strong> ve <strong>Ferda &Ccedil;ağlar Erkut</strong> gibi iki g&uuml;&ccedil;l&uuml; adayının liste sıralamasında sona kaydırılması 7 Haziran se&ccedil;iminin en b&uuml;y&uuml;k handikapı olacaktır. &Ouml;te yandan <strong>H&uuml;seyin Yıldız</strong>&rsquo;ın da <strong>Metin L&uuml;tfi Baydar&rsquo;</strong>ın ardından ikinci olması <strong>H&uuml;seyin Yıldız</strong>&rsquo;ın bile se&ccedil;ilmesini riske sokmuştur.</span></p> <p> <span data-mce-style="font-size: medium;" style="font-size: medium;">Baştan beri <strong>&ldquo;&Ouml;&Ccedil;P&rdquo;</strong>nin Genel Başkanı <strong>&Ouml;zlem &Ccedil;er&ccedil;ioğlu</strong>&rsquo;nun listede se&ccedil;ilecek sırada istemediği &uuml;&ccedil; isim vardı. Bunlar <strong>Mehmet Fatih Atay, Ferda &Ccedil;ağlar Erkut</strong> ve <strong>H&uuml;seyin Yıldız</strong>&rsquo;dı. Ancak <strong>H&uuml;seyin Yıldız</strong>&rsquo;a, Kuşadası, Didim, Nazilli, Efeler, S&ouml;ke ve Bozdoğan il&ccedil;eleri sahip &ccedil;ıkarak 169 hesabını ve dengesini bozmuştur.</span></p> <p> <span data-mce-style="font-size: medium;" style="font-size: medium;">İşte il&ccedil;elerdeki bu sonu&ccedil; <strong>&ldquo;Patron&rdquo;</strong> ve <strong>&ldquo;&Ouml;rg&uuml;t&rdquo;</strong> arasında iplerin de kopuşudur. &Ccedil;er&ccedil;ioğlu her ne kadar istemese de <strong>H&uuml;seyin Yıldız,</strong> Metin L&uuml;tfi Baydar&rsquo;ın ardından 90 oy farkla &ouml;n se&ccedil;imin ikincisi olmuştur. Peki, <strong>&ldquo;Patron&rdquo;</strong> H&uuml;seyin Yıldız&rsquo;ın milletvekili olmasını istemiyorsa genel se&ccedil;imlerde &ouml;n se&ccedil;imdeki gibi yoğun bir &ccedil;alışma i&ccedil;inde olacak mıdır?</span></p> <p> <span data-mce-style="font-size: medium;" style="font-size: medium;">Yukarıda dediğimiz gibi <strong>&ldquo;Baykalcılar&rdquo;</strong> ile <strong>&ldquo;Kılı&ccedil;daroğlu&rdquo;</strong> taraftarları arasında ge&ccedil;en &ouml;n se&ccedil;im sonucu her ne kadar <strong>&ldquo;Baykalcılar&rdquo;</strong>ın galibiyeti gibi g&ouml;r&uuml;nse de kontenjan adayı <strong>B&uuml;lent Tezcan</strong>&rsquo;ın da Aydın&rsquo;dan aday olması ve <strong>H&uuml;seyin Yıldız</strong>&rsquo;ın da se&ccedil;ilmesi durumunda denge bozulacaktır.</span></p> <p> <span data-mce-style="font-size: medium;" style="font-size: medium;">&Ouml;n se&ccedil;imde <strong>Tayfun Talipoğlu</strong>&rsquo;nun hi&ccedil; bir emek harcamadan &ouml;rg&uuml;t&uuml;n i&ccedil;inde yıllarca m&uuml;cadele veren <strong>S&uuml;leyman B&uuml;lb&uuml;l, Ferda &Ccedil;ağlar Erkut</strong> gibi isimlerin &ouml;n&uuml;ne ge&ccedil;ebiliyorsa Aydın CHP &ouml;rg&uuml;t&uuml; kendisini sorgulamalı ve &uuml;ye yapısını yeniden şekillendirmelidir.</span></p> <p> <span data-mce-style="font-size: medium;" style="font-size: medium;">Yazacaklarımız bitmedi&hellip;</span></p>