super foot^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^super foot =
omegafoot^^^^^^^^^^^^(omegafoot arrows)omegafoot =
ultrafoot^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^(ultrafoot arrows)^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ultrafoot =
bigultrafoot!!!!!!!!!!!(bigultrafoot factorials)bigultrafoot =
biggerultrafoot!!!!!!!!!!!!!!(biggerultrafoot factorials)biggerultrafoot =
superultrafoot!!!!!(superultrafoot^superultrafoot factorials) =
xerihillion!!!!!!!!(xerihillion^xeherihillin factorials) =
megoyotillion!!!!!!!!(megoyotillion^^^megoyotillion factorials) =
ultroyotillion!!!!!!!!!!!!(ultroyotillion^^^ultroyotillion factorials) =
zeroyotomillion!!!!!!(zeroyotomillion^^^^zeroyotomillion factorials) =
random's uselessly big number
RUBN!!!!!(RUBN^^^^(RUBN ARROWS) factorials)) =
random's needlessly big number
random's crazy number
P(SBGUFUDDP powersets((SBGUFUDDP))))))))))))) =
Mini sam's number
P(Mini sam's number(((Mini sam's number))))))) =
Sam's number + 1 =
Mini random's number
The largest finite number that can be described with no more than Mini random's number symbols without hitting infinity or "getting too big" =
Okay, time for a function, since we aren't going anywhere.
++ = Factorial then powerset (Factorial number, then powerset of factorial)
Back to the salad numbers.
Random's number (++) =
Salad 1 (++) =
Salad 2 (++) =
Salad 3 (++) =
Salad 4 (++) =
Salad 5$ =
BAN (not to be confused with the array notation)
BAN stands for BIG A** NUMBER which must always be spelled in capital letters, as it is very "big" Try to imagine that many bananas.
biggol (if there are other numbers with the name "biggol", then don't get confused.
this next one is described in words, but here we go.
imagine a biggolplexianth milky ways compressed into an atom. fill a biggolplex universes with those compressed atoms and uncompress them. the number of quarks in that is the next number here, however we will not get to that number yet, we are yet to go further. repeat this process a biggolplexianth times and this is where we get to our next number, remember the number of quarks in there is the number we are talking about.
this number is...
Repeat aformentioned process first brainhurtillion times and we get to...
It is unknown if second brainhurtillion is larger than utter oblivion since utter oblivion is not well defined.
A few numbers with small increments in size..
SBH = Second Brainhurtillion
SBH2439000 is ...
TBH is obviously third brainhurtillion.