A>B>C Logic always works, but has expections

KingHashirama

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People say A>B>C logic doesn't work in Naruto...... however that is BS. A>B>C always works, but with exceptions.

As far "strength" go.. A>B>C logic is what determines who has more strength.

In fights however its usually A>B>C unless you have exceptions where someone is the exact opposite of someone and etc.

For example people saying :

Itachi > Shisui, doesn't mean Hiruzen > Shisui...... actually it does mean that.


But I'm tired of the non-sense of "A>B>C doesn't work in NARUTO"..... when in realty that is how "Strong" or "weak" characters are determined.
 

DrProof

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Not really. No.
 

Space Cowboy

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Always works, but has exceptions? Styles can determine fights
 

KingHashirama

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Not really. No.

without the exceptions. Yes really.

Toibrama > Izuna

Hashirama > Tobirama

meaning

Hashirama > Izuna.

Always works, but has exceptions? Styles can determine fights
hmm now that i look at it , my statement is pretty contradicting huh. But like I said for fights it was exceptions. But as far as "Stronger" or "weaker" goes.. A>B>C works.
 

Reflection

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It's only applicable in certain situations as you've stated, but not in all. I agree with this thread. A>B>C logic doesn't work? Says who? U_U
 

Kαmi

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It depends on the scenario really, it applies in some cases but the way most users try and use A>B>C logic does not work and usually does not apply well for the given scenario.
 

Space Cowboy

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without the exceptions. Yes really.

Toibrama > Izuna

Hashirama > Tobirama

meaning

Hashirama > Izuna.


hmm now that i look at it , my statement is pretty contradicting huh. But like I said for fights it was exceptions. But as far as "Stronger" or "weaker" goes.. A>B>C works.
In a overall representation, yes. But in individual match-ups, its pretty irrelevant
 

Germanicus

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A better way to say it might be 'A>B>C logic has the ability to work, but is not completely definitive of all situations'.

But I agree with the basic principle.
 

ghettoninja27

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well, A>B>C does not work... there is a whole system of weaknesses and balance that you need to take into account. for instance lets say a person's weaknes is that there slow, but they have really strong ninjutsu. well then, a fast ninja such as the raikagas and minato would give this person a real though time, where as a medium speed ninja would is able to defeat the fast one's may be easily be beaten by the strong slow one since speed difference is not as much of an issue. this is just one example you can also take in many other factors such as the person's strongest element and the nature of their techniques.
 

Ōkami

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It's like MMA math.
 

Kages

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Gai> Kisame> Bee> Guy.

It doesn't work most of the time but it does sometimes. For example,

Nagato> Sakura

Sakura> Ino

Nagato> Ino
 

AlphaScythian

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A>B>C works. Its just ppl are retarded and dont know how to use it. U cant apply ABC to characters, no characters are the same, and with same capabilities. U have to apply A>B>C to each and every stat, to every jutsu and mechanic, and it kinda take huge analysis to rule stuff out of all examples etc and many plot holes are found manga doesnt say sh*t about
 

KingHashirama

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In a overall representation, yes. But in individual match-ups, its pretty irrelevant
Outcome is dependent on the scenario.
A better way to say it might be 'A>B>C logic has the ability to work, but is not completely definitive of all situations'.

But I agree with the basic principle.
Basically.

well, A>B>C does not work... there is a whole system of weaknesses and balance that you need to take into account. for instance lets say a person's weaknes is that there slow, but they have really strong ninjutsu. well then, a fast ninja such as the raikagas and minato would give this person a real though time, where as a medium speed ninja would is able to defeat the fast one's may be easily be beaten by the strong slow one since speed difference is not as much of an issue. this is just one example you can also take in many other factors such as the person's strongest element and the nature of their techniques.

In a fight of course it doesn't work to determine the winner. Because that solely dependent on the scenario. However, Strength wise...... A>B>C cannot be questioned



Gai> Kisame> Bee> Guy.

It doesn't work most of the time but it does sometimes. For example,

Nagato> Sakura

Sakura> Ino

Nagato> Ino

Problem is

BEE> Kisame

Killer B was not beaten as i recall. And Guy took on a weaker version of Kisame =]
 

Naruto9001

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For the people saying Gai>Kisame>Bee. Might I remind you that Kisame was injured and nearly out of chakra after his fight with Bee which is why Gai won. Kisame only beat Bee because Bee didn't go full Hachibi in that battle.


A>B>C logic works most of the time but not in every fight.
 

ghettoninja27

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A>B>C works. Its just ppl are retarded and dont know how to use it. U cant apply ABC to characters, no characters are the same, and with same capabilities. U have to apply A>B>C to each and every stat, to every jutsu and mechanic, and it kinda take huge analysis to rule stuff out of all examples etc and many plot holes are found manga doesnt say sh*t about
If you are looking up individual stats that totally negates the use for using A>B>C logic in the first place.
 

Deadai

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1: If A>B>C logic has exceptions then no it does not always work. 2: A>B>C logic never works 3:if scissors beats paper, and paper beats rock, then scissors beats rock right?
 
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Bogard

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Gai > Kisame > Bee

or Bee>Gai>Kisame

Some A>B>C mash ups can mimic the element wheel....
No i'm talking about matches we've seen in the manga. Gai bested Kisame when Kisame bested Bee


Problem is

BEE> Kisame

Killer B was not beaten as i recall. And Guy took on a weaker version of Kisame =]
Samehada betrayed Kisame. It is what kept Killer-Bee alive until back-up came to definitely save Bee, and kisame even had a infiltration-mission to accomplish anyway. Concerning Gai vs Kisame, i hardly see where Samehada could have change a thing since it couldn't absorb any of Gai's attack which are taijutsu made
 
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