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

Kuzan · 19 May 2017

Nie Li dedi ki:
Neden Elbaf??
Bence Elbaf değil kaidonun bir adası vardı orda olur.
Gördüğümüz kadarı ile elbaf dev ağaç olan yer, kaidonun adası farklıydı.

İçimde öyle bir his var. Kaido'nun Wano ile birlikte Elbaf'a dalacağı yönünde. Elbaf gibi çok güçlü bir krallığı ele geçirmek istiyor olabilir, bilmiyorum artık tutar mı tutmaz mı. Luffy-Elbaf vs Kaido-Wano şeklinde bir savaş olabilir belki. Bu yüzden savaş Elbaf'ta olabilir.

Crocus · 19 May 2017

Devrim gibi bir şey göreceğiz bence.Tüm samuraylar Luffy'ye karşı taraf almazlar. Çünkü Caponlara göre samuraylık kutsal bir olgu. O yonkou iner,shogun devrilir. Belki şu arc Gemma 66'nın başına Sanjinin geçeceği gibi.(Büyük ihtimalle) Wano'nun başınada Zoro geçer ve o bölge hasır şapkaların olur. Luffyde Yonkou olur.Buda 1000. bölüme falan tekabül eder diye düşünüyorum.

Korsanlar ''Kralı'' · 19 May 2017

Real sailor dedi ki:
Bence wanoda kaido dusecek ve cok epik bir savas gorecegimize inaniyorum. Zoro bu arc bence, dresroba arctaki rebecca gibi olacak ( kastim kiz gibi olacak degil, luffy den buyuk bir iyilik isteyecek). Bence zoronun kaido ile bir bagi cikacak. Herkez shogun falan diyo ama bence direkt kaido ile bir bagi cikacak. Luffy geldigi zaman adaya luffyden kaidoyu yenmesini isticek. Bu arada mom a suikast i gerceklestiren bege luffynin kaidoyu indirecegini ogrenince law ittifaki falan oda ekibe katilacak. Straw hat fleet i bir daha gorecez. Bege ve law plan yaparken luffy i et yerken gorecez. Bu arada dunyanin calkalandigini ogrenirler dragonla ilgili bir kac bisi goruruz.( bence olmez oda luffy ile dragon u karsilastiracak bir yede gibime geliyo.) Luffy ve begenin odulleri artmis. Luffy su anda 900m degerinde bege ise 850m ve bence yeni bir yonkou gorecegiz yeni dunyadan gormedigimiz birisi olacak ama luffylere cok yardimi dokunacak sonralari.

Oduller ise wanodan sonra :

Luffy 1.4m
Bege 1.1m
Law 0.95m
Kid 0.9m
Drake 0.85
Apoo X
Killer X
Zoro 0.8m
Sanji bm sonrasi 0.4m wano sonrasi 0.77 m
Ussop 0.4m
Franky 0.3m

her şeye eyvAllah derimde o çapsız begenin o ödüle ulaşması, imkansızın tanımı yap deseler anca bu kadar olur.

Bege harbi olmamış iki laf eder aptal da bir plan gerisi boş.
teke gidecek kendisi o kadar da iddialıyım bu forumda novalarıda en çok öven ve destekleyen arkadaşlardan biri olarak diyorum bunları. :/

Jolly Roger · 19 May 2017

Ne olursa olsun sahne Zoro'nun. Umarım samuraylığın Bushido felsefesi iyi yansıtılır. Onur, şeref gibi kavramların sözlük anlamı gibidir samuraylık. Ayrıca diğer arclara göre daha ciddi ilerleyeceğini düşünüyorum. Komikli surat ifadelerini çok görür müyüz? Bilemiyorum.

Zoro, bu arc itibariyle Nirvana'ya yaklaşacaktır. Hayranların gözleri ışıl ışıl olacaktır. Vs anketlerinde oyları en az %38.5 artacaktır. İçimizdeki kılıç ustalarının bombardımanına maruz kalacağızdır. Vaziyet alındır, buralar karışacaktır.

Edit: Zoro'nun kapalı gözüne ufak bir dokunuş yapılacağını düşünmekteyim.

Orcunyus · 19 May 2017

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

Real sailor · 19 May 2017

Korsanlar ''Kralı'' dedi ki:
her şeye eyvAllah derimde o çapsız begenin o ödüle ulaşması, imkansızın tanımı yap deseler anca bu kadar olur.

Bege harbi olmamış iki laf eder aptal da bir plan gerisi boş.
teke gidecek kendisi o kadar da iddialıyım bu forumda novalarıda en çok öven ve destekleyen arkadaşlardan biri olarak diyorum bunları. :/

Baskan bende sevmiyorum begeyi ole cok bir numarasi yokmus gibi duruyo hatta en gucsuz super nova odur ama adam baska yerlerden kazaniyo. Law ile plan yapip dof u indirmek baska, bege ile plan yapip mom u indirmek baska. Law zaten guclu birisi, gucu doftan oyle cokta asagida degil luffy ise doftan guclu. Begede ise durum farkli adam strateji plan adami bence kaido ile savasta en kilit rollerden birini ustlenecek bege. ( biraz karisik oldu sanirim demek istedigim bege zeki bir adam bence lawdan bile daha zeki bir adam. Diger novalardan gucsuzdur ama zekasi ile bir fark yaratiyo adam.)

Edit: odullerde bence mantikli big mom ve kaido inerse begenin ve luffyin oduller yaklasik o kadar olur

Kendi İsteği · 19 May 2017

Kaizoku Gari no Zoro dedi ki:
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?

Sadece Fujitora'nın öyle olduğunu sanıyordum.

D. TEACH · 19 May 2017

Danaya girer gibi 30 kişi kaidoya dalacaklar .
Son savaşta luffy ve kaido 1 e 1 kapısır.
G5 ve uyanış ile yener ancak kaido defans olarak çok sağlam baya zorlanırlar belki bizimkilerin pilleri biter o derece .
Luffy 4 yonko dan biri olur BM ve Kaidodan müttefik kazanir bence sonraki hedefi marine olur akainu var onu alması lazim en sin Teach ile kapışır.

Wanderer of the Seas · 19 May 2017

D. TEACH dedi ki:
Danaya girer gibi 30 kişi kaidoya dalacaklar .
Son savaşta luffy ve kaido 1 e 1 kapısır.
G5 ve uyanış ile yener ancak kaido defans olarak çok sağlam baya zorlanırlar belki bizimkilerin pilleri biter o derece .
Luffy 4 yonko dan biri olur BM ve Kaidodan müttefik kazanir bence sonraki hedefi marine olur akainu var onu alması lazim en sin Teach ile kapışır.

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.

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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.

Crocus · 19 May 2017

Kaizoku Gari no Zoro dedi ki:
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.

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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.

Adam böyle bir senaryo gerçekleşmesin diye defalarca "hiç kimse ona zarar veremiyor,hatta kendisi bile" diye tekrar etmişti.Tutmaz bu teori.
Luffy uyanış,g5,h. haki bir şeyler uydurur bence o zamana kadar.

Ara

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

Kuzan

Crocus

Korsanlar ''Kralı''

Jolly Roger

Orcunyus

Real sailor

Kendi İsteği

D. TEACH

Wanderer of the Seas

Crocus

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