AK Parti-MHP ittifakında yeni formül
Giriş Tarihi: 13.02.2019 11:54Güncelleme Tarihi: 13.02.2019 11:56
Ortak listede 'fermuar formülü' uygulanacak. Yani, ittifaka karar verilen belediye meclislerinde, Millet İttifakı'nı geçen Cumhur İttifakı'nın gücü dengeli ise bir AK Parti'den bir MHP'den adaylar liste sıralarına yazılacak. Eğer AK Parti'nin gücü MHP'den fazla ise ikinci sıra AK Parti'ye bırakılacak, MHP'li aday üçüncü sıraya kayacak.
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" />Ortak listede 'fermuar formülü' uygulanacak. Yani, ittifaka karar verilen belediye meclislerinde, Millet İttifakı'nı geçen Cumhur İttifakı'nın gücü dengeli ise bir AK Parti'den bir MHP'den adaylar liste sıralarına yazılacak. Eğer AK Parti'nin gücü MHP'den fazla ise ikinci sıra AK Parti'ye bırakılacak, MHP'li aday üçüncü sıraya kayacak.
AK Parti-MHP ittifakında yeni formül
AK Parti ile MHP arasında gerçekleştirilen seçim ittifakı görüşmesinde 'fermuar formülü'nün uygulanmasına karar verildiği belirtildi.
AK Parti ile MHP, 31 Mart yerel seçimlerine yönelik iş birliğinin kapsamını genişletiyor.
Buna göre, sadece AK Parti ile MHP'nin birinci ve ikinci parti olduğu yani ikisinden birinin seçimi kazanmasının 'garanti' olduğu yerlerde ayrı ayrı seçime girilecek.
Hürriyet gazetesinin haberine göre, iş birliği belediye başkanlıklarının yanı sıra ittifak yapılan bazı büyükşehirlerde, belediye mesli üyelikleri seçiminde de ortak liste yoluyla hayata geçirilecek.
Ortak listede 'fermuar formülü' uygulanacak. Yani, ittifaka karar verilen belediye meclislerinde, Millet İttifakı'nı geçen Cumhur İttifakı'nın gücü dengeli ise bir AK Parti'den bir MHP'den adaylar liste sıralarına yazılacak. Eğer AK Parti'nin gücü MHP'den fazla ise ikinci sıra AK Parti'ye bırakılacak, MHP'li aday üçüncü sıraya kayacak.
AK Parti ile MHP arasında gerçekleştirilen seçim ittifakı görüşmesinde 'fermuar formülü'nün uygulanmasına karar verildiği belirtildi.