click to alternate between the seven unique backdrops of bases feel free to look at this and even use the values (credit for finding the values would be nice though!) base -n + ni uses digits 0 to 0 to 2n^2 - 1 btw base 1-i uses 0 and 1 and is allowed to use the minus sign balanced bases use negative digits based on the shift key. -1 is ! because you press shift and 1 to get it. @ is -2 because you press shift and 2, and so on. -1: ! -2: @ -3: # -4: $ -5: % -6: ^ -7: & -8: * -9: ( digits below -9 are named with brackets like positives above 35 are. multi-del (delayed) bases may use multiple hanging digits at the start (it's hard to explain how many hanging digits are used, but it's always the smallest amount necessary) with these extra delays, negative digits become useful. in negative delayed bases specifically, you can't make a digit for n in any way (even using hanging digits) where n is the number of delays in the base. it is unknown how fractional delays affect this. negative multi-delayed bases seem to only require at most one hanging digit. function bases (cubes, sylvester, etc.) have their longest representation as their only valid one.
make sure to fact check a value before using it if possible! also tell me if i made a mistake please https://chridd.nfshost.com/numerals/ is a remarkably useful site for calculations (i used it and https://chridd.nfshost.com/convert/original a lot in the making of this list) and introduced me to the idea of recursive bases and negative functional bases (like negafibonacci) @7ty8lx is the one who made 78ileb, the main inspiration for this list credit to @Lucca0802 for explaining some square root bases to me (and also for (sqrt(13)-1)/2)
