Logialar saldırılarına haki ekleyebiliyirlorsa evrendeki dengler allak bullak olur. Apoo gibi saldırı yapan adamlarda ekleyebilmeli o zaman. Ekleyemezler bence. Akainu'nun o yaraları Aokiji'nin bi anlık dikkatsizliğinden faydalandığı sırada karşı saldırısından almıştır. Hiç kılıç yafa kesici alet yarası değil o yara patlama yada buz yanığı gibi bir şey çünkü kesikler öyle çizilmiyor One Piece'te.
[Spoiler] Genel Tartışma
- Konbuyu başlatan Monkey D. Dragon
- Başlangıç tarihi
- Durum
Zaten sbsde iki amiral vssi sormuşlar Oda da demişki ne istersem onu yaparım. Şu amiral güçlü demiyor zaten.
Benim düşüncem magma> buz ve buna rağmen 10 gunde yendi.
Çünkü Kizaru karşıladı, mal gibi yemedi saldırıyı. Akainu ise oyuldu.
Meyve için demiştim. Haki ekleyip vurunca o bölge akışkanlığını kaybedeceği için mantıken meyveyi de yiyecektir. Yoksa Akoijideki yanık izlerinin hiç bir mantıklı açıklaması olmaz.
Hakiden döndük fiziksele çevir kazı yanmasın paşa.
Sanji Kaido'ya mouton shot atsa ne olur ansızın? Hic. Saldırı gücü ona yetecek kadar degil saldırının. Boo, Funka'a vurdu da ne oldu? Ama Sai be yaptı sonra yamulttu. Vista ile Kizaru'yu kıyaslayamazsın. Kizaru onun dengi.
Belki Kizaru'yu Aokiji'yi daha rahat yenebilir Luffy ama Akainu o meyveye sahipken olmaz o kadar kolay.
Akainu bir kere vurdu mu Luffy için işler kötü gider. Ama Akainu'ye 1 kere vurdun mu pek bir şey olmaz.
Kizarunun olayı bu fazlası değil. Kişilik olarak hantal herif, Dofun kişilik olarak sırıtması gibi. İşler ciddileşince bile değişen bir şey olacağını sanmıyorum.
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
JamesLogan
Bunu unutma 1-2 arc sonra yeniden konusuruz.Kizarunun olayı bu fazlası değil. Kişilik olarak hantal herif, Dofun kişilik olarak sırıtması gibi. İşler ciddileşince bile değişen bir şey olacağını sanmıyorum.
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