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Wouldn't this overall make so the result is STILL a system in which a finite multiplier is Low 2-C but an infinite one is 2-A? You're not changing anything but the description, technically speaking!Ryukama said:I'm definitely no expert with math and I am really uncertain about this "2x Low 2-C is 2-C". However I do agree that our current standards are a bit wonky and poorly explained.
As well as its weird standing in which it seems like there is no real line between Low 2-C and 2-C. Multiple it by any finite number and it remains Low 2-C. Increase it infinitely and becomes 2-A. There's no way to get from Low 2-C to 2-C according to our system, even when other verses explicitly disagree with this idea.
I'd suggest Low 2-C is just an unquantifiable yet finite number lower than 2-C, and get rid of the weird 5-D space stuff like Saikou said.