Sakazuki vs. Sengoku (Zirve)

kadir t. dedi ki:

Genişletmek için tıkla ...

Bu paylaşımları nereden buluyorsun.:S Bir de Akainu varsa onuda atta öyle seçim yapayım.

gyjbsch dedi ki:

Bu paylaşımları nereden buluyorsun.:S Bir de Akainu varsa onuda atta öyle seçim yapayım.

Genişletmek için tıkla ...

kadir t. dedi ki:

Genişletmek için tıkla ...

Hala bilemedim ama fotolardan yola çıkınca Sengoku bir adım öne geçti. Peki keçi Sengoku'ya yardım edecek mi?
Keçi dengeleri değiştirir.

Akainu
http://data:image/jpeg;base64,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 http://data:image/jpeg;base64,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
Sengoku

sengokuyu daha çok savaşırken görürsek flashback olursa bence sengoku daha üst seviyede.garptan biraz daha güçsüz ama güçlü birisi bence.
ama bu savaşın sonu berabere biter diyorum. gerçi sengokuya büyük handikap verdim

İyi bi' karşılaşma olur.

Eğer Sengoku keçiyi kullanıcaksa eğer zaten konu çok saçma olur, çünkü hepimiz biliyoruz ki böyle bi' durumda tartışmasız Akainu alır.

Ama oyum keçi olmasa da burun farkıyla Sengoku'ya gidiyor, yeni çağ eskisinden güçsüz olcak. Kimse tek başına Yonkou indirecek seviyeye gelemicek, herşey ittifakla ve oyunlarla dönücek.

konu güncel kalması için up

Kararsızım ama yanlışlıkla Sengoku'ya attım.

Akainu'nun onu öldürmesinden korktuğu için Garp'ı tutan Sengoku değil miydi? Bazı arkadaşlar bunu troll sanacak ama, katiyen değil. Yaşayan en güçlü en tehlikeli denizci Akainu'dur. Gerisi palavra. Garp gitsin önce şerefini temizlesin torunu öldükten sonra "öldürücem bunu" demek kolay. Sengoku'da bunun kankası ve en yakın arkadaşı değil mi? Öyle. Gitsinler ikisi birlikte Shiki'ye girsinler, Akainu Shiki'yi tek başına yenecek güçte bi adam.

Yubashiri-sama dedi ki:

Akainu'nun onu öldürmesinden korktuğu için Garp'ı tutan Sengoku değil miydi? Bazı arkadaşlar bunu troll sanacak ama, katiyen değil. Yaşayan en güçlü en tehlikeli denizci Akainu'dur. Gerisi palavra. Garp gitsin önce şerefini temizlesin torunu öldükten sonra "öldürücem bunu" demek kolay. Sengoku'da bunun kankası ve en yakın arkadaşı değil mi? Öyle. Gitsinler ikisi birlikte Shiki'ye girsinler, Akainu Shiki'yi tek başına yenecek güçte bi adam.

Genişletmek için tıkla ...

Oda paşa Shiki'yi Luffy'e yedirttiyse Buggy bile alır Shiki'yi
Bu arada,en tehlikeli denizci kısmına katılıyorum.Adamın meyvesi olağanüstü birşey adam,Whitebeard'ın ölümünde en az %50 payı olan bir adam