Akainu rahat.
Nicki görünce uçtum yardırmıştır falan diye ama bu kadar mı ya:SOyumu nereye kullandığımı söylememe gerek yok sanırım.
Ferit çok açık bir anket değil mi sencede. WB'i baz alsak birisi yaşlılığında denk dövüşüyor adam ile. Diğeri gençliğinde ki saygı ile anıyor WB adamı. Bu kadar açık bir gerçekte neyini döktüreyim allah aşkına.Nicki görünce uçtum yardırmıştır falan diye ama bu kadar mı ya:S
Sengoku'nun başka amirali önermesinin sebebi kendinden güçlü olduklarını kabul etmek değildi. Akainu aslında psikopat ve Sengoku bunun farkında, bu yüzden onun Filo Amiral'i olmasını istemedi. Sengoku'ya kişilik olarak en yakın karakter Aokiji o yüzden onu önerdi.Sengoku'nun son durumundan başlayalım.Sengoku filo amiralliğini bırakıp yerine amiral Kuzan'ı önerdiğine göre artık amirallerin kendinden güçlü olduğunu kabul etmiş demektir.
Sengoku'nun üç amiral içinden bir amirali varisi seçmesi filo amirali olmanın güç ile alakalı olmadığını gösteriyor.Yerine teklif ettiği isim Aokiji,Akaiunu'ya kaybediyor.Bu savaş ise filo amirali olan biri amirallerden daha güçlüdür mantığını çürütüyor bu sebeple Mf'deki Sengoku amirallerden net biçimde güçsüzdü,zirve hali ise bence amiral seviyesidir.
Sengoku'nun en güçlü halini bilmediğimiz kendi düşüncelerimiz ile bir yorum getirdiğimiz gibi,Akaiunu'nun da zirve halini henüz görmediğimizin farkındayızdır herhalde.Akaiunu,Marineford'da döktürdü,kendi çaldı kendi oynadı resmen.Mf'deki Akainu dahi Sengoku'nun zirve halini alır.Akaiunu zirve halinde imparatorlar kadar fiziksel gücü,hakisi olmasa bile impler kadar caydırıcı bir güç olacaktır meyvesinin de yardımıyla.
Akaiunu biraz zorlanarak alır.
Şimdi nerden başlasam bilemedim bir kere akainu kimki Garpı öldürecek hele o anki öfkesiyle parçalardı akainuyu.Garp gitsin önce şerefini temizlesin büyük laf etmişsin zira bu adam one piece dünyasındaki en şerefli adamdır ama ace in ölümüne verdiği tepkiden daha şiddetli bir tepki verseydi böyle düşünmezdim bir kere ace garpın gerçek torunu değil gerçek torunu olsa bile Bu garp denen adam daha ace doğmadan evvel ace gibi insanların bozduğu düzeni korumak için korsanlarla çarpışıyordu tabiki bu adamın adalet anlayışı Ace in hayatıdan daha değerli olucak olmasaydı şerefinden şüphe ederdikAkainu'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.
Garp'ın şerefsiz olduğu gerçeği değişmiyor arkadaşım. Ona bakarsan Roger'a söz vermişti, sözünü tutabildi mi? Tutamadı. Geçeceksin o yüzden adalet anlayışını filan. Roger'a söz verdi ve tutamadı.Şimdi nerden başlasam bilemedim bir kere akainu kimki Garpı öldürecek hele o anki öfkesiyle parçalardı akainuyu.Garp gitsin önce şerefini temizlesin büyük laf etmişsin zira bu adam one piece dünyasındaki en şerefli adamdır ama ace in ölümüne verdiği tepkiden daha şiddetli bir tepki verseydi böyle düşünmezdim bir kere ace garpın gerçek torunu değil gerçek torunu olsa bile Bu garp denen adam daha ace doğmadan evvel ace gibi insanların bozduğu düzeni korumak için korsanlarla çarpışıyordu tabiki bu adamın adalet anlayışı Ace in hayatıdan daha değerli olucak olmasaydı şerefinden şüphe ederdik
Tam tersi olmasın. :/Akainu
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http://data:image/jpeg;base64,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
Sengoku
Gol D. Roger KK oldu, WB gibi bi' adam bunla denk olarak çizildi, Garp'ın Roger'la birbirlerini neredeyse öldürecek kadar savaştıkları geçti.Tam tersi olmasın. :/
Akainu Oda tarafından ayrı tutuldu. En güçlü denizciydi Marineford'da, şuan da en güçlü denizci.
Yeni nesil>Eski nesil zaten.
Karakterler yaptıkları gördüklerimiz ışığında her şey Akainu üstün diye gösteriyor.
Akainu gibi hayvanla anca Garp'ın gençliği baş edebilir.O da D. faktörü.