Chatting Area! Have fun!

I was randomly chatting in Youtube when I encountered @Luke !

Very random Coincidence, and such a small world we live in.

Heres an image (I covered the Username and Image for Privacy)

Screenshot 2025-09-27 233933

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I hurt my knee at football :pensive_face:

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the goat is back

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I really appreciate this and I don’t know why

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oof man

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Indeed it is :blush:

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oooooooooooh noooooooooooooo!!! im doing rugby for the first time not yet but i think ill suck. im literally skin and bones

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With your fingers normally you can display binary. Your first finger is 1 or 0, then so on. 1,3,7,15,31,63,127,255,511,1023 on 2 hands. This is with counting each finger as a whole and not half.

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I love that someone else knows this, BotWarrior!

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ah yes. ā€œPEAKā€MIN 4

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I thought that went up to 1024 so I may be off by 1 in some of the later stuff I typed, thanks for the heads up

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Heard about that incident…

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Same here…


32080852_170x100

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I figured it out verrry early in life. I can count to 31 on one hand as easily as counting to 5 on one hand. I just can’t get my hands to work for 1023.

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Oh yeah @Existent_Chicken taught me that last year

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Oh hey haven’t seen you in a while

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wow thats cute

:melting_face:

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This was my first thought when seeing this, as it’s the most on/off bit efficient way to store numbers. Then I was thinking about that finger segment way of counting and how I could do binary and that at the same time, or at least find away to do more than one ā€œbitā€ with one finger. What I came up with was sorta one on/off being your finger being flat with your hand or pointed up, and the another on/off being the finger curled.


This can also be done with the thumb fairly easily. Using this with the binary method, that’s (2^20) - 1 or a maximum of 1,048,575 highest count! With the binary method, every time we add another on/off (a ā€œbitā€) it doubles the maximum possible number, so you could think about curling your wrists at some point and maybe that adds two more bits, doubling that number twice! Really, the binary method is just overpowered in this challenge, which is why it’s used in computers!

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my turn

  • Never seen you
  • Your somewhat popular
  • A guy on the lazy eye studios team
  • I’ve seen you once or twice
0 voters
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wheres the @RazerTG option

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