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Question about immeasurable above baseline

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1. If a character with immeasurable use ability to increase his speed and faster than before by 1,000 times. Does this count as faster than immeasurable by 1,000 times/immeasurable above baseline by 1,000?

2. If a character in higher plane is slower than lower plane, number of higher plane is infinite
A is in the lowest plane and B is in the highest plane so A should be faster than B by infinite times (immeasurable above baseline by infinite) or just above baseline immeasurable?

3. Scaling between characters with immeasurable speed via feat is the only way for above baseline immeasurable?
 
1. If a character with immeasurable use ability to increase his speed and faster than before by 1,000 times. Does this count as faster than immeasurable by 1,000 times/immeasurable above baseline by 1,000?
Yeah.
2. If a character in higher plane is slower than lower plane, number of higher plane is infinite
A is in the lowest plane and B is in the highest plane so A should be faster than B by infinite times (immeasurable above baseline by infinite) or just above baseline immeasurable?
No. The relationship between levels of reality is not treated in this way.
3. Scaling between characters with immeasurable speed via feat is the only way for above baseline immeasurable?
Yeah.
 
2nd question is just an additional rule for the speed scaling between characters in the different planes
Yeah I was saying it will be just above the Baseline because it upscales from the speed of the other one. This is assuming that the higher's character has Immeasurable Speed and it should be noted that these higher planes are not 1-A or above because a non-1-A character cannot be faster than a 1-A character.
 
Yeah I was saying it will be just above the Baseline because it upscales from the speed of the other one.
(If this rule can be used,) Why it is just above baseline since A is infinitely faster than B
What is the difference from the first question?
 
(If this rule can be used,) Why it is just above baseline since A is infinitely faster than B
What is the difference from the first question?
Uh, you yourself said that A is infinitely faster than B. This is not true at all. Well, in relation to the first question, there is the difference of the multiplier, which here is not infinite. So, just above baseline.
 
Uh, you yourself said that A is infinitely faster than B. This is not true at all. Well, in relation to the first question, there is the difference of the multiplier, which here is not infinite. So, just above baseline.
Why it isn't true?

The number of plane is infinite so B in the highest plane should be slower than A in the first plane by infinite times?
 
Why it isn't true?

The number of plane is infinite so B in the highest plane should be slower than A in the first plane by infinite times?
OK. Taking your example, one character in a higher plane is slower than one in a lower plane and this for every plane? If so then uh I can see the infinite above Baseline Immeasurable Speed.
 
1. If a character with immeasurable use ability to increase his speed and faster than before by 1,000 times. Does this count as faster than immeasurable by 1,000 times/immeasurable above baseline by 1,000?
Yep
2. If a character in higher plane is slower than lower plane, number of higher plane is infinite
A is in the lowest plane and B is in the highest plane so A should be faster than B by infinite times (immeasurable above baseline by infinite) or just above baseline immeasurable?
Assuming by higher pIane you mean a higher reaIity IeveI, as in quaIitativeIy higher, no. Because any reaI distance is uItimateIy unconditionaIIy bigger than a quaIitativeIy inferior distance. So 1cm distance on a 1-A notion is unconditionaIIy bigger than any IeveI of space or time of a non 1-A construct.

And if by higher pIane you mean higher dimensions, than yeah, since speed is not dependent on dimensions, at Ieast in a quantitative manner.
3. Scaling between characters with immeasurable speed via feat is the only way for above baseline immeasurable?
Na. SeIf-improvement is appIicabIe too. For exampIe:
  • Character X has immeasurabIe speed before, but Iater on, he is stated to have become faster than his initiaI seIf; thats a vaIid immeasurabIe speed Iayer.
  • Character X uses some acceIeration abiIity, as you described in your first question, that is a vaIid case as weII.
 
1. If a character with immeasurable use ability to increase his speed and faster than before by 1,000 times. Does this count as faster than immeasurable by 1,000 times/immeasurable above baseline by 1,000?
No, generally multiplier isn't treated the same as above baseline and the main problem with this is that how it's treated in fiction is like this: Character A multiplies their speed (Immeasurable) by 5 times, just to blitz a character whose baseline Immeasurable. So, for scenarios like these I don't think it would be wise to rate them as above baseline, just rate them higher with multiplier or something.
2. If a character in higher plane is slower than lower plane, number of higher plane is infinite

A is in the lowest plane and B is in the highest plane so A should be faster than B by infinite times (immeasurable above baseline by infinite) or just above baseline immeasurable?
I believe that's unquantifiable, no? In a scenario like this, A shouldn't be faster than B by infinite times cause of a higher plane difference. And I can't think of a scenario where generally a fight goes like this. In which case, traversing infinite dimensions here would just mean infinite speed at most — For Immeasurable part, I don't get why they would get that since there's no indications they're unbound by the flow of linear time here.
3. Scaling between characters with immeasurable speed via feat is the only way for above baseline immeasurable?
Yeah, you could say that. But then, it'll just get rated as higher. At best it's far higher, nothing more above that.
 
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