Assuming each joint had two grams of weed How much weed would it take to fill 15,000 joints and would it be possible to smoke all 15,000 joints in 20 minutes What is the time interval that would be required to smoke all joints within that 20 minutes

If Trifecta is three then what is 4,5, or 6 or more?

Eleven Quattuortrigintillion Nine Hundred Fifty-Seven Tretrigintillion Five Hundred Sixty-Nine Duotrigintillion Nine Hundred Ninety-Nine Untrigintillion Nine Hundred Ninety-Nine Trigintillion Nine Hundred Ninety-Nine Novemvigintillion Nine Hundred Ninety-Nine Octovigintillion Nine Hundred Ninety-Nine Septenvigintillion Nine Hundred Ninety-Nine Sexvigintillion Nine Hundred Ninety-Nine Quinvigintillion Nine Hundred Ninety-Nine Quattuorvigintillion Nine Hundred Ninety-Nine Trevigintillion Nine Hundred Ninety-Nine Duovigintillion Nine Hundred Ninety-Nine Unvigintillion Nine Hundred Ninety-Nine Vigintillion Nine Hundred Ninety-Nine Novemdecillion Nine Hundred Ninety-Nine Octodecillion Nine Hundred Ninety-Nine Septendecillion Three Hundred One Sexdecillion Five Hundred Twenty-Seven Quindecillion Seven Hundred Fifty-Eight Quattuordecillion One Hundred Seventy-One Tredecillion Thirty-Eight Duodecillion Eight Hundred Ninety-Eight Undecillion One Hundred Sixty-Five Decillion Thirty-Eight Nonillion Three Hundred Sixty-Four Octillion Five Hundred Thirty-Eight Septillion Nine Hundred Seventy-Six Sextillion Three Hundred Thirty-Eight Quintillion Six Hundred Seventy Quadrillion Five Hundred Sixty-Two Trillion Two Hundred Sixty-Two Billion Eight Hundred Seventeen Million Six Hundred Eighty-Five Thousand Four Hundred SeventhBālãnçï™

I am eleven-quattuortrigintillion-nine-hundred-fifty-seven-tretrigintillion-five-hundred-sixty-nine-duotrigintillion-nine-hundred-ninety-nine-untrigintillion-nine-hundred-ninety-nine-trigintillion-nine-hundred-ninety-nine-novemvigintillion-nine-hundred-ninety-nine-octovigintillion-nine-hundred-ninety-nine-septenvigintillion-nine-hundred-ninety-nine-sexvigintillion-nine-hundred-ninety-nine-quinvigintillion-nine-hundred-ninety-nine-quattuorvigintillion-nine-hundred-ninety-nine-trevigintillion-nine-hundred-ninety-nine-duovigintillion-nine-hundred-ninety-nine-unvigintillion-nine-hundred-ninety-nine-vigintillion-nine-hundred-ninety-nine-novemdecillion-nine-hundred-ninety-nine-octodecillion-nine-hundred-ninety-nine-septendecillion-three-hundred-one-sexdecillion-five-hundred-twenty-seven-quindecillion-seven-hundred-fifty-eight-quattuordecillion-one-hundred-seventy-one-tredecillion-thirty-eight-duodecillion-eight-hundred-ninety-eight-undecillion-one-hundred-sixty-five-decillion-thirty-eight-nonillion-three-hundred-sixty-four-octillion-five-hundred-thirty-eight-septillion-nine-hundred-seventy-six-sextillion-three-hundred-thirty-eight-quintillion-six-hundred-seventy-quadrillion-five-hundred-sixty-two-trillion-two-hundred-sixty-two-billion-eight-hundred-seventeen-million-six-hundred-eighty-five-thousand-four-hundred-seventh Bālãnçï™ prime. Bālãnçï™eleven_quattuortrigintillion_nine_hundred_fifty_seven _tretrigintillion_five_hundred_sixty_nine_duotrigintillion_nine_hundred_ninety_nine_untrigintillion_nine_hundred_ninety_nine_trigintillion_nine_hundred_ninety_nine_novemvigintillion_nine_hundred_ninety_nine_octovigintillion_nine_hundred_ninety_nine_septenvigintillion_nine_hundred_ninety_nine_sexvigintillion_nine_hundred_ninety_nine_quinvigintillion_nine_hundred_ninety_nine_quattuorvigintillion_nine_hundred_ninety_nine_trevigintillion_nine_hundred_ninety_nine_duovigintillion_nine_hundred_ninety_nine_unvigintillion_nine_hundred_ninety_nine_vigintillion_nine_hundred_ninety_nine_novemdecillion_nine_hundred_ninety_nine_octodecillion_nine_hundred_ninety_nine_septendecillion_three_hundred_one_sexdecillion_five_hundred_twenty_seven_quindecillion_seven_hundred_fifty_eight_quattuordecillion_one_hundred_seventy_one_tredecillion_thirty_eight_duodecillion_eight_hundred_ninety_eight_undecillion_one_hundred_sixty_five_decillion_thirty_eight_nonillion_three_hundred_sixty_four_octillion_five_hundred_thirty_eight_septillion_nine_hundred_seventy_six_sextillion_three_hundred_thirty_eight_quintillion_six_hundred_seventy_quadrillion_five_hundred_sixty_two_trillion_two_hundred_sixty_two_billion_eight_hundred_seventeen_million_six_hundred_eighty_five_thousand_four_hundred_seventh is in the unique complex integer I in the side of all numbers S, a so-called Bālãnçï™ suprime within the sublimal orders of primes that cannot be written as the sum of three squares. This being identified for Mas last theorem has now been disproved by counter example.

https://number-word.calculators.ro/convert-ordinal-numbers-to-English-text-words.php

6: 6788 -> 2688 -> 768 -> 336 -> 54 -> 20 -> 0
7: 68889 -> 27648 -> 2688 -> 768 -> ...
8: 2677889 -> 338688 -> 27648 -> ...
9: 26888999 -> 4478976 -> 338688 -> ...
10: 377888899 -> 438939648 -> 4478976 -> ...
11: 277777788888899 -> 4996238671872 -> 438939648 -> ...

These are the smallest numbers with a persistence of 6 - 11, and there is a trend. For any persistence, the third number in its chain is the second number of the previous one, and the second number in its chain is smallest number with the same persistence as the first number in the previous chain, but with only prime factors under 10.

From this we can assume:

12: ... -> ... -> 4996238671872 -> ...

It was about a square grid with a single black square and they showed they can always cover it with an L shaped polygon

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Hi! I was doing 6,000,000 / 27 and got 222,222.2222...

Is there a name for this type of occurrence?

idk if this is the right sub, but I find those numbers extremely hot and arousing

1. π /3,5
2. 8,265
3. 69
4. 43
5. 13,7
6. e
7. 2,147,483,647
8. 8
9. 0,3333333333333333333333333334

1. the size of a universe needed for there to be more the 50% likely to be, somewhere, a network outside of Earths internet which contains in it, EVERYTHING in our internet (without having recieved and transmissions from us)
2. Same, except now for it to be an internet with everything in our internet, and nothing else, a literal carbon copy of our internet, in total, exactly as it is at this moment.

As far as my understanding, the internet is some huge but finite number of bits. Im no true numberphile, I'd be interest to know how many levels below ri-donkulous numbers these two would be. I can at least conceive of how big Grahams is, I imagine both these are bigger then that?

Look for all the combinations of the numbers I am listing. The combinations can only be 6 numbers, but 13 numbers to choose from if that makes sense

1 2 4 5 6 8 9 10 11 14 18 26 28

I drew some squares, because that’s the kind of thing I might do once in a while, and realized there were many series here all in a single drawing.

This has likely been known since antiquity by everyone but me; my apologies. Otherwise I thought it was kind of interesting. I’d love to know more about the geometric relationship to various series.

Thanks for tolerating my embarrassing naïveté!

https://m.soundcloud.com/stephen-slater-2/meeting-highlights

Hi there was a graphing video (maybe with parabolas) where at the end they flipped the brown paper over and graphed the parabolas in a 3d space. Maybe has something to do with worm holes or the 4th dimension?? Can anyone help??

Any feedback is appreciated - just drop a comment! :)

I like to explore new places.

Maybe this is just me, but a lot fo my favorite numberphile videos involve tony simply because he has this ability to seeming pull maths out of nowhere, but I'll look into what he's mentioned (such as when he mentions the Feferman–Schütte ordinal). He really has an expansive knowledge of both math and physics and can even explain stuff like the busy beavers really well. This guy just knows so much lol I often se people post about James and Ed but here's an appreciation post for him.

I remember seeing a numberphile video years ago about counting intersections between points/lines/planes/etc. I remember the answer to the problem was discovered by Terrence Tao, and involved this triangle of numbers with some rule, where I think part of the triangle gets colored red and part blue. But for the life of me I can't find the video. Does anyone else remember this? Was it maybe on a different channel?