Hi, I think in metric units, so almost everything is some form of a power of 10, like a kilogram is a 1000 grams, etc.
Sometimes I will think of an hour and half as 150 minutes before remembering that it is 90 minutes.
Does something similar happen to imperial units users? Because as far as I understand you don’t have obvious patterns that would cause you to make these mistakes, right?
Much as I think this would be pretty confusing, I love that Z.ZZ thing :-)
I’m trying to work this out though - so what we call 24 hours would now be 36 different blocks of time, 1-12 and A to Z, right? (EDIT - wrong! 0-9, not 1-12, duh…)
So a ‘36th’ of a day (or, actually, let’s give it a name… A “Frin”? That’ll do) would be equivalent to 24/36 of an hour = 2/3 of an hour = 40 minutes.
However would subdivisions of a Frin also be in base 36? If so, then the 36… Terps, let’s say… in a Frin, would each last slightly longer than a minute… 40/36 = 10/9 of a minute = 600/9 = 66.666666… of what we call seconds.
But of course the next subdivision would also be in base 36. So each Terp would have 36… Bops… So a Bop would last as long as a 36th of 66.666666… seconds= 66.66666/36 = 1.85185185… seconds per Bop.
36 Bops make a Terp, 36 Terps make a Frin, 36 Frins make a Day.
What a strange world that’d be!
Thanks for doing the math.
Not 1-12, but 0-9.
Edit: now that I’ve spelled it out, O/0 and 1/I/L (for uppercase/lowercase letters) may be problematic.