Taking the Cryptid Mod EVEN FURTHER BEYOND

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[@invalid_user_handle]

To put it into a little bit of perspective as to how large the numbers are in this video. There's such a thing called 'hyperoperations'. If you consider that Multiplication is repeated Addition, and Exponentiation is repeated Multiplication, what do you think the next order of that would be? Well, that would be repeated Exponentiation, which is called Tetration. And then repeated Tetration is called Pentation, then Hexation, so on and so forth. Now as for how large these numbers can get? Well, consider the following: 2^4 is just 16, right? Well, what would 2^^4 be? This is equal to 2^(2^(2^2)), which simplifies to 2^16, which is 65536. Pretty simple, right? Well, what about 2^^^4? That'll be 2^^(2^^(2^^2)), which simplifies to 2^^65536, which is... uh... 2^(2^(2^(2^ ... repeated 65533 more times. Physically, this number is already very difficult to calculate, but since we're working with 2 we can approximate the result to be around 4.2 * 10^65,533. Pretty huge, sure, but not impossible to handle. Now, for a second, let's see more extreme examples of repeated exponentiation, like at 2:12:11. It shows eeee128 as the mult (it's likely being partially cut off here but we'll just go with what we can see). Just how large is this number? It would be represented as 10^(10^(10^(10^128))). If we simplify that down a level, we get 10^(10^(10^1e128))). Simplify that one level more, and we get... uh... 10^(10^1e10,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000), as in 10 exponentiated by 10 being exponentiated to a number with 1 Duoquadragintillion zeroes after it (and no I am not making that name up). There's no concept in the universe that has a sheer numerical scale that compares to this number. It is physically impossible to fully enumerate, let alone calculate it. And we still have one more level of exponentiation to go from there. Now, we will get to the next phase of orders here, at 2:54:18. From this point onward, I will be using Knuth's Up-Arrow notation to make the representation of these numbers easier to handle. Each ↑ will represent one order of hyperoperation, starting with just one for Exponentiation, two for Tetration, three for Pentation, so on and so forth. The final score he got on this round was e128.631#7093#87. This number is many, _many_ magnitudes greater than the previous one we saw, simply becuase of the tetrations involved, as those # symbols are meant to indicate how many times the left number is exponentiated to 10 by. You might show this as 10↑(10↑↑7093)↑(10↑↑87)↑(10↑128.631), but admittedly this is still quite difficult to parse naturally. Regardless, let's move on to the final tier... At 3:15:59, Roffle manages to unlock Godsmos, which I think is the definitively most powerful Joker in Jen's Almanac. It multiplies the mult by {66}666, 66 times for each card played. Just what is {66}666, anyway? Well, represented in Up-Arrows, that should be... (mult)↑⁶⁶666. "Wait, why does that arrow have an exponent now", you might ask? Well, I suppose I should explain one more thing, in order to simplify a long chain of arrows, you can instead represent the number of arrows as a superscript next to that arrow. So, if just three arrows is enough to push a number into uncalculability... what would an operation over 63 levels higher than that do? Well, it'd do a whole damn lot, that's for sure. To consider just how large this is, even in comparison to the other numbers we have here, is a fool's errand. The scales at play here are incomprehensible, it'd be like trying to explain 13th-dimensional physics to a dung beetle. And what's worse, is that it does that for every card scored _and_ in hand, and it also got the Blaze edition, which means it'll repeat that 5 more times, mathematically presentable as (mult)↑⁶⁶(666*66*(number of scored/hand cards)*6). It's no wonder the game ended up freezing at the end if it was trying to do all of _that._ Should probably at least cover one of the numbers involved at 3:16:47, at least. That mult he has on the Flush Five, e466317.198#297##64 is equal to 10↑(10↑↑(64↑↑(10↑↑297)))↑(10↑466317.198). Note the stacked tetrations involved here, as two ##'s indicate the previous number is the thing being tetrated... Quite large, although I think even I'm misinterpreting it here, as that doesn't seem like it'd nearly match it being operated on with ↑⁶⁶666. Why doesn't this mod just use Knuth's notation, anyway? It'd make this a lot easier to process... Oh, and fun fact: The system for huge numbers that Cryptid/Jen's Almanac uses, OmegaNum, supports numbers up to 10↑¹⁰⁰⁰10. I'll leave it to you to consider how collossal that one's supposed to be!

[@Ninja-The-Red-Shinobi]

Balatro isn't a poker game... it's just a calculator daring us to make the largest possible number

[@RMGamer31O]

Thank you for the explanations! I was getting kind of confused when there started being ^^2 and num#num##num. the former I had a guess at, but not the latter. I also just assumed {66} was just (66), and now the ludicrous numbers make a bit more sense. Much appreciated!

[@zpsvo9847]

i think the last part will be way longer considering retriggers brainstorms blueprints canvas and chads i wonder what a visualisation of that number will look like edit: would that beat ante 39 as its nan?

[@jerecakes1]

its a treat reading this all the way through before, and after watching the entirety of the vod lol cheers for the wonderful comment!

[@jonamastery7693]

@@zpsvo9847 ante 39 is roughly e309, the reason it shows as nan is beacause a computer can only calculate up to e308. the way cryptid shows how much he is getting to a point far further than e308 is because it calculates it very inaccurately.

[@maximusdudimus4241]

The way the second game ended was absolutely unreal.

[@The_Dennator]

purple spac joker is so crazy since it gives a power of 1.1 every time it hits... absolutely insane

[@maimaiuwu9963]

I screamed when Survivor from Rain World showed up as a joker, my favorite game ever

[@WD_Gaster66]

All the Rain World jokers are adorable as fuck, and obviously Rivulet would be the best one.

[@ocksie]

i know roffle won't read this (probably) but the easiest way to brick the dollar armount is to use number blocks with scalae and double scale, as well as a few multiplies with a rigged copy/paste. you can copy the scalae and number blocks a few times and they will start to exponentially scale until you hit $naneinf after a few rounds. i would have rolled for as many epics as possible (usually with commit but it did break here) in order to get a nostalgic googol card, duplicate the crustulum then, assuming commit did work, roll for scalae . then with naneinf money the game is basically just done for

[@JaykTheJackal]

Will say that today's update to Jen's Almanac seems to crash due to the wee.fs shader. I'll probably put in a ticket at some point, but just a fair warning if this isn't addressed by the next time you update it.

[@Green24152]

Pretty sure that Wily Joker's price did an underflow.

[@alephchung4742]

0:18 two mods installed: Cryptid and Talisman

[@jonamastery7693]

these are certainly numbers

[@Legofan2676]

14:56 Rock and Stone!

[@WrongSphere]

Does this video keep being taken down for anyone else? I really want to finish it but I can't find it some days

[@zoeturnbull2762]

Is glitched a part of the cryptid mod? I've been playing the cryptid mod recently and haven't found any glitched cards? Thanks

[@Lucy-Hall]

Yeah that's in cryptid, in fact there's a whole deck of glitched cards

[@TheFlamingSlayer]

Some appear naturally glitched, but using the code card malware makes all cards in your hand glitched

[@Ninja-The-Red-Shinobi]

Not even 20 minutes in... and it's busted. Love to see it

[@noahdunbar8584]

are the program packs part of Cryptid? I've had Cryptid installed but have yet to come across a program anything.

[@nachyo_taco2399]

Try updating it, they are part of the mod, if that doesn’t work check the config file.

[@justincav2]

i just got here :/

[@josephrogers3666]

Card does analog do? 16:24

[@jonamastery7693]

makes 2 copies of a random joker, destroys all other jokers, basically a better version of ankh

[@josephrogers3666]

@@jonamastery7693 oh thanks

[@iawesome8615]

Roffle goes to the Balatro Mall this run

[@stiner2829]

@1:50:06 The way that hand went up...holy hell

[@TaysenTheunbeatable]

Insane

[@priscilasouzaX2]

Link mod please download ??

[@AnimeFridays]

I wish you would take the automaton and the program packs more

[@1VelZ5]

He has the whole stream of code deck

[@revlayle]

{66}666 wat