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Theoretical discussion: Infinite LP?


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The idea of infinity only exists in numbers. Our universe is the sum of the energy in it, it is not a boundless, limitless force.

 

Infinity - infinity = 0

 

DMoC + LSoA does not make sense.

 

Exodia cards with the infinity symbol on them are fake.

 

Divine serpent is not an English card, why is it relevant to the English card game?

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As of today' date=' there are no printed monsters with infinite ATK. There are however five that exist, but probably will never exist. Hence the name, theoretical discussion.

 

If you would have a monster with infinite ATK out, let's say Divine Serpent, and you then Tribute it with Altar for Tribute, gaining infinite Life Points. What would happen?

[/quote']

 

this is why exodia is the best.

 

 

xD

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As of today' date=' there are no printed monsters with infinite ATK. There are however five that exist, but probably will never exist. Hence the name, theoretical discussion.

 

If you would have a monster with infinite ATK out, let's say Divine Serpent, and you then Tribute it with Altar for Tribute, gaining infinite Life Points. What would happen?

[/quote']

 

this is why exodia is the best.

 

 

xD

 

The sexiest. Far from the best.

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Infinity minus infinity is undefined, as infinity itself is not a real number. However, if you have two limits whose values approach infinity, it may be possible to determine the final result.

 

For example, suppose there is a monster (let's call it Wilford Brimley) whose ATK is equal to 2000 divided by the number of monsters in its owner's graveyard. Wilford Brimley is summoned on the first turn and tributed for LP while the graveyard is empty. Wilford Brimley's ATK would equal the limit of 2000/x as x approaches 0+, which is equal to infinity (the + after the 0 indicates that it is being approached from the positive side). Its owner would then have infinite Life Points, or, to be more precise, the limit of 8000 + 2000/x as x approaches 0+.

 

Now, suppose the opponent uses Monster Reborn on their turn to revive the tributed Wilford Brimley, and then uses Wilford Brimley to attack its owner. The owner loses the limit of 2000/x Life Points as x approaches 0. Brimley's owner now has 8000 + 2000/x - 2000/x LP, which simplifies to 8000 LP. Even though both numbers are infinite, when written as a rational expression with limit notation they can be validly subtracted.

 

However, this will not work in all cases. If Wilford Brimley attacked someone who had just used the Flint Lock combo for infinite points, no expression that can be simplified exists, so it would be impossible to determine the outcome.

 

EDIT: Also, the combo that God GAK posted doesn't work. Dreadmaster's ATK is treated as 0 for the purposes of its effect.

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ok what about obelisk the tormentor

(i kno it isnt a real card but it has an effect)

 

you tribute 2 monsters it gets infinite attack in this case it isnt ive done a set effect a number of times it start with unlimited atack

 

thus its sorta like it attacks but it just keeps attacking

 

so you play draining sheild and get unlimited lp

 

thus if obelisk attacks it would just cancel out

 

id say in this case you end up with the lp you had b4 obelisks initial attack

 

but if obelisk gets destroyed

 

no attack could harm you

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The monsters with infinite atk. will be or are banned. Plus' date=' if they aren't banned you would have inf. lifepoints making you unbeatable for the rest of the duel.

[/quote']

 

 

correction, monsters with infinity ATK does not exists on the TCG...

 

WRONG. There are monsters that, though their base ATK is not infinite, can achieve attack power that is essentially infinite. And I don't just mean very high, I mean infinite.

 

And no, Tyranno Infinity is not one of them.

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it refers to monsters that ALREADY have infinite ATK...

 

It doesn't really matter whether the ATK is initially infinite or becomes infinite via an effect. There still do exist infinite ATK monsters that could theoretically attack infinite LP players.

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Infinity minus infinity is undefined' date=' as infinity itself is not a real number. However, if you have two limits whose values approach infinity, it may be possible to determine the final result.

 

For example, suppose there is a monster (let's call it Wilford Brimley) whose ATK is equal to 2000 divided by the number of monsters in its owner's graveyard. Wilford Brimley is summoned on the first turn and tributed for LP while the graveyard is empty. Wilford Brimley's ATK would equal the limit of 2000/x as x approaches 0+, which is equal to infinity (the + after the 0 indicates that it is being approached from the positive side). Its owner would then have infinite Life Points, or, to be more precise, the limit of 8000 + 2000/x as x approaches 0+.

 

Now, suppose the opponent uses Monster Reborn on their turn to revive the tributed Wilford Brimley, and then uses Wilford Brimley to attack its owner. The owner loses the limit of 2000/x Life Points as x approaches 0. Brimley's owner now has 8000 + 2000/x - 2000/x LP, which simplifies to 8000 LP. Even though both numbers are infinite, when written as a rational expression with limit notation they can be validly subtracted.

 

However, this will not work in all cases. If Wilford Brimley attacked someone who had just used the Flint Lock combo for infinite points, no expression that can be simplified exists, so it would be impossible to determine the outcome.

 

EDIT: Also, the combo that God GAK posted doesn't work. Dreadmaster's ATK is treated as 0 for the purposes of its effect.

[/quote']

 

no infinite - infinite = 0 becuase they might be the same.

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According to the M:tG rules on infinate combos, you must define a number for infinity. For instance, if I play a combo that gives me infinate life, I can't just say I have infinate life, I'm required to pick a specific number. That number can be whatever I choose, since my options are infinate. I could pick 1,000,000,000,000,000,000,000,000 as the number I choose to stop at, but I must stop at some number. I would assume rules for infinity would apply in the same way for Yu-gi-oh.

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