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Anti-Social & Lurker - Hideout spot

  • Thread starter Thread starter Axois
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Unless they are a finger...
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But where has that finger been?
 

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Hello Everyone Happy Thursday.
Happy Thursday LucidDream!
Even though I'm a bit late... :p
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Recovering and getting better everyday now! I wish I could spend more time here with my friends <3

During all this process, I've been playing a lot with my Switch... How about you?

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Hello friend!
One day I will have a Switch too... :)

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My days are spending learning how to code, wich is cool!

Good morning/afternoon/evening you lewdie how is it going?

Night here! Basically going to sleep soon :p
How about you?
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Good night all ❤️
Good Night Ciri!
Tomorrow will be more exciting! I hope :p
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Bye, Captain!
We will wait for your return, hopefully in a foresee future!

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As far as I'm concerned all thumbs are fingers but not all fingers are thumbs.

Unless @Evil Surgeon has been at it again...
Hahahaha.. hey, wait..

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I would say I'll try not to kill you.. but..

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Hmmm, this is very interesting. I suppose they didn't want to make up new characters. But something is still off. I'm talking about the 3-6-9 rule. Everything in the world is encapsulated in that.
I don't think I'm familiar with the rule you're talking about.
Even with hexadecimal. Sure, there's "new characters", but hexadecimal as a name bind base 16 to being within 0-9 still. In terms of speach and our understanding of it. It is base 16 because it is 6+10=16. Hexa (6) and decimal (10). I'm saying even if its base 16 and has different characters that aren't 0-9, it still is ruled and governed by the fact that it is hexadecimal (10+6=16 making it base 16).
Nothing's off, our current application and notation for hexadecimal (and the word itself) just date back less than a hundred years. It was standardized in a culture where base 10 was already ubiquitous on a subliminal level; it's taught to people who have been counting in tens for their entire life.

This isn't an inherent trait of math in other words, it's an artifact of the anthropological context in which we're using that math. If we came from a long line of civilizations that defaulted to calculating things in base 16 (cause, I dunno, 4 fingers instead of 5), we'd have 16 unique digits and kids in school would get headaches remembering that you had to leave 6 of them out to do computer stuff in base 10.
I have never heard of opposable fingers
Sure you have... we just call that one "thumb"
 
I don't think I'm familiar with the rule you're talking about.

Nothing's off, our current application and notation for hexadecimal (and the word itself) just date back less than a hundred years. It was standardized in a culture where base 10 was already ubiquitous on a subliminal level; it's taught to people who have been counting in tens for their entire life.

This isn't an inherent trait of math in other words, it's an artifact of the anthropological context in which we're using that math. If we came from a long line of civilizations that defaulted to calculating things in base 16 (cause, I dunno, 4 fingers instead of 5), we'd have 16 unique digits and kids in school would get headaches remembering that you had to leave 6 of them out to do computer stuff in base 10.

Sure you have... we just call that one "thumb"
I don't understand half of the things you guys are discussing...
In my ignorance, I will just call for @HarelM help...

Does this talk has any foundation? Or the lewdites are just talking random things and facts?
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I don't understand half of the things you guys are discussing...
In my ignorance, I will just call for @HarelM help...

Does this talk has any foundation? Or the lewdites are just talking random things and facts?
200.gif
You're brain can't hurt, though! You lost your mind years ago. This is just a case of phantom organ syndrome. ;)
 
You're brain can't hurt, though! You lost your mind years ago. This is just a case of phantom organ syndrome. ;)
That makes more sense.
@Evil Surgeon said something about it, in my last session with him.
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Does this talk has any foundation? Or the lewdites are just talking random things and facts?
Base 10 is so ingrained custom that we call 0 to 9 just digits, but not other symbols. Someone could've came up with custom symbols for going past 9 in base 16 but probably thought a-f is easier for people to remember.

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Base 10 is so ingrained custom that we call 0 to 9 just digits, but not other symbols. Someone could've came up with custom symbols for going past 9 in base 16 but probably thought a-f is easier for people to remember.

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Like the Romans? With their III and V numbers?
Or I'm getting crazy? Was I crazy already?
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You really shouldn't have agreed to see the specialist @Evil Surgeon recommended...

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I think this responds everything
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Like the Romans? With their III and V numbers?
Or I'm getting crazy? Was I crazy already?
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I think this responds everything
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You might want to give it some BeanO, though...
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There are other numeral systems- e.g. Roman numerals where you have less symbols and represent larger values with positioning- but you're just not likely to run across any of them in regular use.
It's interesting that people are arguing about numerical symbols on an instrument where EVERYTHING boils down to ones and zeros It's a binary language, composed of sequences of 0s and 1s, representing instructions for the hardware. Every other programming language needs to be translated into machine code for the computer to execute.

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I don't think I'm familiar with the rule you're talking about.

Nothing's off, our current application and notation for hexadecimal (and the word itself) just date back less than a hundred years. It was standardized in a culture where base 10 was already ubiquitous on a subliminal level; it's taught to people who have been counting in tens for their entire life.

This isn't an inherent trait of math in other words, it's an artifact of the anthropological context in which we're using that math. If we came from a long line of civilizations that defaulted to calculating things in base 16 (cause, I dunno, 4 fingers instead of 5), we'd have 16 unique digits and kids in school would get headaches remembering that you had to leave 6 of them out to do computer stuff in base 10.

Sure you have... we just call that one "thumb"
Yess, my point exactly. If " If we came from a long line of civilizations that defaulted to calculating things in base 16 (cause, I dunno, 4 fingers instead of 5), we'd have 16 unique digits" but we don't. I'm saying I think that's a manufacturing of this reality and I think to a certain extent everything else is based on that manufacturing.

In essence, it's interesting how there is nothing and , to my knowledge, there could never be anything oustide of 0-9 for us in terms of digits.

For example and to answer your question about the rule of 3. It's based on Nikola tesla's idea of the math vortex. Even using hexadecimal system, which I did slight research on since I had no knowledge on it, which is used to represent bits (binary digits " 0 and 1= 2 therefore binary) the cap you can reach is once again "9999". Even if ur in base 16, the limit at which the digits end even if being represented by a hexadecimal system is still... You guessed it "9".

The math vortex explains that any given number you take between 1 and 9 except for 369 you can take and double it or half it infinitely and the sum of that number will always be 1,2,4,5,7,8 and never be 369. I.E: 7x2=14... 1+4=5 ----- 14x2=28... 2+8=10.... 1+0=1 ------ However, with 369 the values will always and only be 369.

Basically, it somewhat explaines that 369 are sorta special or stand alone numbers. I'm not too sure because I'm still trying to understand it but 9 is definetly a cap on it no matter what. I mean even with your numerical system the binary cap will be 9999

And, for the roman numerals they have 7 base digits. Like your hexadecimal system. Which would refute everything I have said so far. However, as your hexadecimal system (and I took this from wikipedia so it's somehwat legitimate but not) "The largest number that can be represented in this manner is 3,999 (MMMCMXCIX), but this is sufficient for the values for which Roman numerals are commonly used today, such as year numbers"....
Notice anything interesting about the digits.

M M M C M X C I X
1 2 3 4 5 6 7 8 9


That being a bit besides the point, no matter what number you'd ever want to make with roman numerals, it could never surpass (MMMCMXCIX) 9 consecutive characters. It doesn't exist.
 

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It's interesting that people are arguing about numerical symbols on an instrument where EVERYTHING boils down to ones and zeros It's a binary language, composed of sequences of 0s and 1s, representing instructions for the hardware. Every other programming language needs to be translated into machine code for the computer to execute.

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Agree!
Specially when everything around us, is basically machines and computers.
The future is 0s and 1s.
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You might want to give it some BeanO, though...
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I want a fucking bed!
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That's it guys! I'm talking a bunch of bullsh*ts, so it's time to sleep.
A bunch of Lewdites living in the Friday already, but I need to rest first.

Hope you guys were able to have as much fun as I did today!

Love You All ~

Slumdad is coming...
Good Morning Slumdad! Until later!
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