Korsanfan.Com - One Piece Türkiye
Korsanfan.Com - One Piece Türkiye
Neler yeni

[Tartışma] Wano Arkı'nda Neler Olur? Kaido Nasıl Devrilir?

Bence G5'i göremeyeceğiz nedenini sorarsan gördüğüm bir teori ilgili supernovalar vs kaido'da supernovalar yenilecek.Sadece luffy ve kaido ayakta kalacak çünkü kimse Kaido'nun sert derisini delemeyecek.

Buna benzer bir olaya naruto'da oluyordu. İzleyen bilir Naruto 3.Raikage'e zarar veremiyordu çok dayanaklı olduğu için aynı Kaido gibi Naruto'da 3.Raikage'nin kuvvetini kendisine çevirmiş ve Raikage kendisini öldürmüştü.
http://data:image/jpeg;base64,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://data:image/jpeg;base64,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://data:image/jpeg;base64,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

Ve Luffy'de G4'ün yeni bir formu ile tank adam ve seken adam gibi sektiren adam yada ona benzer bir şey ile Kaido'nun kendi saldırısını geri püskürtüp Kaido kendisini yaralayacak veya öldürecek böylece Luffy kazanmış olacak.
G5 de dev gibi oluyor luffy BM ve Kaido da dev gibi bunlardan biri ile savaşta g5 açmazsa geriye kalan rakipler için g5 uçuk bir güç olabilir .Teoriye gelince odanin naruto gibi yapacağını sanmiyorum 2 dev kapışır luffy ve kaido kral olmak istiyorsa 3,4 kez yenilir ama sonunda yener kaidoyu.
 
Yeni amiraller denizci alımı ile gelmiş kişiler yani eski denizcilerden degil ve bence kadında değil. Ayrıca sen söyleyince fark ettim harbiden bir kişi eksik acaba o kadına ne oldu?
Tsuru'nun yetiştirdiği o kadın en güçlü 2 koamiralden biriymiş sanırım. Diğeri Garp'ın döneminden bir ihtiyar.

Belli olmaz bu ikisinden biri Ryokugyu çıkabilir. İsimleini hatırlayamadım. Ama kadın müthiş güzeldi. :D
Mangada daha çıkmadılar SBS'den gösterildi.
 
Tsuru'nun yetiştirdiği o kadın en güçlü 2 koamiralden biriymiş sanırım. Diğeri Garp'ın döneminden bir ihtiyar.

Belli olmaz bu ikisinden biri Ryokugyu çıkabilir. İsimleini hatırlayamadım. Ama kadın müthiş güzeldi. :D
Mangada daha çıkmadılar SBS'den gösterildi.
Yanlış bilmiyorsam Cilt 75 in sbs sinde soruyorlardı ama bu ikisi sadece aday gösteriliyordu amiral olamıyordu.
 
Shichibukai'ler de sanki yarabbim patır patır dökülmüşler gibi yazmışsınız. 1999'den 2015'e kadar kaç tane Shichibukai'nin devrildiğini gördünüz bizim tayfa sayesinde? Crocodile, Gekko Moria, Doflamingo. Başka? :)

Şimdi akıl var mantık var 2017'de Big Mom, 2018'de Kaido düşer mi :D
Hancock müttefik mivhak müttefik sayılır. Etti mi 5 şuan law müttefik jimbei müttefik etti mi 7 yeni shicbukai buggy luffynin tokatladığı biri etti 8 kuma eskiden müttefikti etti 9 yani 7 shicbukai olabilirken bir anda biz 2.5 senede 9 shicbukai ile ya savaştık yada müttefiklik veya benzeri bişey yaşadık. 7 sini mfde görmek bile mucizeydi sengokoya göre biz 9 uyla irtibat kurduk daha ne olsun.
 
Hancock müttefik mivhak müttefik sayılır. Etti mi 5 şuan law müttefik jimbei müttefik etti mi 7 yeni shicbukai buggy luffynin tokatladığı biri etti 8 kuma eskiden müttefikti etti 9 yani 7 shicbukai olabilirken bir anda biz 2.5 senede 9 shicbukai ile ya savaştık yada müttefiklik veya benzeri bişey yaşadık. 7 sini mfde görmek bile mucizeydi sengokoya göre biz 9 uyla irtibat kurduk daha ne olsun.
Yahu müttefik olmak ile dövüşüp onu yenmek başka şeyler.

Jinbei eski bir savaş lordu.
Law'ın derdi hiçbir zaman savaş lordu olmak olmadı. Amacı Doflamingo'yu devirmekti.
Hancock sadece kendi krallığının güvenliği için bunu yapıyor. Dünya yansa umrunda olmaz.
Mihawk ile müttefik değilsin. Zoro ile Mihawk arasında rekabet içeren bir usta-çırak ilişkisi yaşandı o kadar.
Kuma'yı bizimkiler yenmedi. Zaten yenemediler, Kuma karşısında yenilgiye uğradılar.
Buggy'i saymış olmana değinmiyorum bile.

İrtibat kurulur tabii ki yoksa hikâye nasıl ilerlesin? Peki önemil olan şu; kaç tanesiyle gerçekten dövüşüldü?

4 tanesiyle. Crocodile, Moria, Doflamingo ve Kuma. 3 tanesini yenerken 1 tanesine de yenildik. Bu kadar basit.
 
Basit bir hesapla 9-10 tane yonko komutanı seviyesinde ( Luffy Zoro Kid Law Drake Inu Neko Marco Jozu Vista ) adam olacak bence Kaidoya bunlardan en az 5 kişi dalar. Kaidonun 3 yikimcisi vardı Shogun da o güçte vardır.
Shogun vs Zoro
1. Yıkımcı vs Jozu
2. Yıkımcı vs Vista
Zaten Jack suyun altında kaldı.
Kaido vs Luffy Kid Law Marco Drake
Inu ve Neko Jack gelirse onunla aksi taktirde Shogunun adamlarıyla dövüşür.
Kimsenin ödülü 1m yi geçmez.
Apo'yu adamdan saymamışsın:D süpernova diye boşuma mı diyorlar:D
 
1- Kuma'yla ilgili kesinlikle bir şeyler görecek ya da öğreneceğiz.

2- Ryuuma hakkında bilgi edineceğiz.

3- Kuina, Wado Ichimonji ve lanetli kılıçlar hakkında bilgi edineceğiz. Ashura gibi şeytani formlar hakkında da...

4- Zoro'nun kardeşleri (bence 3 ya da 5 kardeşler), ailesi ve geçmişi hakkında bilgi edineceğiz.

5- Zoro kaplan ve ejderha uyumunu sağlayıp bu iki temayı ruhunda uyumlu hale getirecek ve çok güçlenecek. Ayrıca yeni bir kılıç alacak. Kral hakisi kullanabilir. Gözünü açabilir.

6- Momo'nun yaşı Bonney tarafından büyütülebilir ve Wano'nun başına geçebilir.

7- Wano'yla birlikte Monet tayfaya gelebilir.

8- Wano teknoloji anlamında çok gelişmiş bir ülke olduğundan Franky burada kendisine bir şeyler katabilir. Hatta Sunny'ye de belli eklentiler yapıp Wano'dan sonra aya çıkılabilirler.

9- Chopper monster point'e bir ekleme daha yapabilir.

10- Silahlanma hakisinin ileri düzey kullanımını görüp bu konuda biraz bilgi sahibi olacağız.

11- Özellikle Roger-Oden, ayrıca Wb-Ace gibi karakterler hakkında bir şeyler duyabiliriz.

12- Vegapunk'la ilgili mutlaka bir bilgi..

13- Tahmin edildiği gibi Wano bir adalar ülkesi ise 4-5 adadan oluşan ve bu adaları yöneten yine 4-5 kişi bekliyorum. Klişe olabilir ama her bir ada için bir element kullanıcısı olabilir.

14- Mihawk hakkında doğrudan ya da dolaylı olarak bilgi..

15- Ryokugyu diğer amirallerle birlikte Reverie ya da Wano'da gözükür.

16- Fujitora'nın hikayesini ve gerçek amacını öğrenebiliriz.

Şimdilik bu kadar.
 
Son düzenleme:

Bu Konuya Bakmış Kullanıcılar (Üye: 0, Ziyaretçi: 4)

Korsanfan.com Her Hakkı Saklıdır. 2008-2023.
Tasarım Korsanfan V.6.0
Yukarı Çık