Dressrosa Güçleri vs. Karma Takım

Eric Cartman · 3 Ocak 2016

Merhaba arkadaşlar.Bir vs konusu ile daha karşınızdayım.

Çok uzatmadan tarafları açıklayayım.Ama önce bunun bi takım vssi oloduğunu belirteyim.İlk takım Dressrosa güçleri.Herhalde böyle diyince kafanızda karakterler canlanmıştır.Ama yine de kim olduklarını söyleyeyim.

Amiral Issho:

Pirate Hunter Zoro:

Straw Hat Luffy:

Ölüm Cerrahı:

Gök şeytanı:

Number Two:

Dressrosa Güçleri takımı böyle

Gelelim birde kendi oluşturduğum karma takıma.

Aokiji:

Sadece yami yami kullanıcısı olan Teach:

Bartholomew Kuma:

Vista

:

Marco. :

Gyojin Jinbei :

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

Evet bu kadar.6'ya 6 bi karşılaşma. Sanji'yi alamamın sebebi hem kendisinin dressrosada yeterince yer almamamsı hemde karmalara 7. bi kişi bulamamamdandır

ÖNEMLİ NOT:Şu takım güçlü olmuş bu takım güçsüz olmuş muhabbetlerine lütfen girmeyelim.Sizde hak verirsiniz ki bu gibi konularda herkesi tatmin ve mutlu etmek imkansızdır.Şuradan bu karakteri çıkart yerine bunu koy daha dengeli olur gibi önerilerden de kaçınınız lütfen

Ryuma · 3 Ocak 2016

Zoro hangi taraftaysa o kazanır :/

Alpamis · 3 Ocak 2016

Luffy'nin tarafı daha güçlü bence.

@gyjbsch

Senle bir olacağımız gün geldi çattı. Gel hacıı.

kadir †. · 3 Ocak 2016

Aokji,Teach,Kuma,Marco karşıdakileri telef eder.

Eserovic · 3 Ocak 2016

Kararsiz kaldım baya, saglam anket olmus.

Gannicus · 3 Ocak 2016

Anket sağlam olmuş öncelikle tebrik ederim.Şimdi bizim tayfanın vsleri gibi olacaksa yani en güçlü en güçlüyle kapışacaksa şöyle olur;
1-Fujitora vs Aokiji==>Aokiji win
2-Sabo vs Marco==>Marco win
3-Luffy vs Teach==>Teach win
4-Dofilamingo vs Kuma==>Dofilamingo win
5-Law vs Vista==>Law win
6-Zoro vs Jinbei==>Zoro win

Ayakta kalanlara bakarsak da zorlanarak da olsa Karma takım alır.

Cavitq11 · 3 Ocak 2016

Aokiji vs Fujitora(Amiraller vssi).Beraber biter,illa biri kazanacaksa Kuzan olur,en uzun vs bu olur,diğerleri sonuçlanır,bu vs bitene kadar.

Dof Vs Kuma(Üst düzey Şiçibukai Vssi)
Çok yakın karakterler,uzun bir vs sonucunda,Dof alır gibi.

Jinbei vs Law(Orta düzey Şiçibukai vssi)
Law zorlanarakta olsa kazanır,çok uzun sürmez.

Luffy vs Teach(Luffy Teachi kimseye bırakmaz)
Zor bir vs öncelikle.Luffyde extra bir motivasyon olacaktır,iman power+g4 ile çok zorda olsa indirebilir lakin Yami teachte çok güçlü bir karakter,Ace i yenmiş birisi,kararsızım.

Marco vs Sabo(2.adamlar vssi)
Bu vsde berabere biter,Marcoda belirli bir düzeyin üstündeki adamları k.o edecek saldırı gücü yok.Saboda daha meyvede yeni,Marco gibi savunmada aşmış birini,indiremez.

Vista vs Zoro(Kılıç ustaları vssi)
Zoro her türlü Vistayı zorlar bence,kılıç ustalığında epeyi ilerledi fakat Vista çok zorda olsa kazanacaktır.Zoronun Vistaya çok az yolu kaldı ama.

Dark King · 3 Ocak 2016

Issho vs Kuzan: Logia ve hız avantajıyla Kuzan aır gibi.
Luffy vs Kuma: Luffy zor da olsa alır Kuma'yı.
Sabo vs Teach: Ace'in durumuna düşmez Sabo. Yami Teach'i öttürür burgess gibi.
Dof vs Marco: İki tarafın da birbirine zarar vermesi çok zor ama en sonunda marco ayakta kalır.
Law vs Jinbe: Law rahat alır Jinbe'yi.
Zoro vs Vista: Mantıken bakınca şu anda Zoro'nun yonko 5. adamını almasını beklerim ama vista o kadar da çöp değil, yenilmez yani zoro'ya.

Teke tek olarak baktığımızda 3-3 beraberlik oluyor yani denk bir vs olmuş gibi. Ama takım olarak bakarsak, law ve dof, luffy ve sabo, issho ve zoro güzel ikili takım olabilirler. Diğer tarafta da Kuzan ve jinbe,marco ve vista güzel bir ikili olurdu. Kuma ve teach takım savaşına yatkın değiller gibi. Yani teke tek vs'lerde berabere bitecekken, takımlı dövüşlerde issho'nun takım alır gibi. Bilemedim yani çok kararsız kaldım. :bilmem:

kör topal · 3 Ocak 2016

Gannicus dedi ki:
Anket sağlam olmuş öncelikle tebrik ederim.Şimdi bizim tayfanın vsleri gibi olacaksa yani en güçlü en güçlüyle kapışacaksa şöyle olur;
1-Fujitora vs Aokiji==>Aokiji win
2-Sabo vs Marco==>Marco win
3-Luffy vs Teach==>Teach win
4-Dofilamingo vs Kuma==>Dofilamingo win
5-Law vs Vista==>Law win
6-Zoro vs Jinbei==>Zoro win

Ayakta kalanlara bakarsak da zorlanarak da olsa Karma takım alır.

Aynen böyle olur sonra Marco Aokiji ve Teach vs Doflamingo Law Zoro olur ve Aokiji üstünlüğü ile alırlar.

Akainu Sakazuki · 3 Ocak 2016

Teach ve Aokiji. Güç dengesi pek olmamış. Karma takım mahveder.

Ara

Dressrosa Güçleri vs. Karma Takım

Dressrosa Güçleri VS Karma Takım

Dressrosa Güçleri Alır.

Karma Takım Alır

Berabere kalırlar.

Kararsızım.

Eric Cartman

Ryuma

Alpamis

kadir †.

Eserovic

Gannicus

Cavitq11

Dark King

kör topal

Akainu Sakazuki

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