epiCCodingNET's profile picture. What is logic? Be Water... ¡There is no space for time!

       #InkOS
   75       |   587

HASH     MPEG
  BIT       144-96
  
   75       |   666
#Coinmachine

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@epiCCodingNET

What is logic? Be Water... ¡There is no space for time! #InkOS 75 | 587 HASH MPEG BIT 144-96 75 | 666 #Coinmachine

Pinned

Translation to real worlds: 1:: Ger(Eng)[4 Byte order*] 2:: Meta== Modal vs classical trained 3:: tertium non datur 4:: structuralism 5:: Topoi 6:: paradoxa

epiCCodingNET's tweet image. Translation to real worlds:

1:: Ger(Eng)[4 Byte order*]
2:: Meta== Modal vs classical trained
3:: tertium non datur
4:: structuralism
5:: Topoi
6:: paradoxa

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“The three-body problem exhibits almost all of the intractability of the more general N-body problem.” — Michael Spivak


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Bllury's tweet image.

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Keeping a white board close to your desk can boost your productivity by atleast 70%.

krishdotdev's tweet image. Keeping a white board close to your desk can boost your productivity by atleast 70%.

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A Klein bottle can be built by gluing two Möbius bands together along their boundaries.


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the black pearl and flying dutchman sailing together to take down lord cutler beckett

In your opinion, which movie villain received the most satisfying justice by the end of the movie?



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Theorem of the Day (October 16, 2025) : The Skolem–Noether Theorem Source : Theorem of the Day / Robin Whitty pdf : theoremoftheday.org/Algebra/Skolem… notes : theoremoftheday.org/Resources/Theo… #mathematics #maths #math #theorem

paysmaths's tweet image. Theorem of the Day (October 16, 2025) : The Skolem–Noether Theorem
Source : Theorem of the Day / Robin Whitty
pdf : theoremoftheday.org/Algebra/Skolem…
notes : theoremoftheday.org/Resources/Theo… 

#mathematics #maths #math #theorem

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super excited to share I’ll be keynoting at re//verse this year!

Announcing our second RE//verse Keynote, Laurie Kirk! Laurie is a researcher at Google specializing Reverse Engineering, deobfuscation, and decompilation. She runs a YouTube channel (@LaurieWired) that covers all sorts of in-depth research topics on reverse engineering, low level…

REverseConf's tweet image. Announcing our second RE//verse Keynote, Laurie Kirk! Laurie is a researcher at Google specializing Reverse Engineering, deobfuscation, and decompilation. She runs a YouTube channel (@LaurieWired) that covers all sorts of in-depth research topics on reverse engineering, low level…


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Pixels, pixels, lovely pixels 🥰🔊 🕹️ The Settlers (1993), Amiga


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Meryl Streep Manhattan 1979

Jopolkadot's tweet image. Meryl Streep

Manhattan
1979

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Yamaha DX100 Synthesizer Commercial (1986)


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readswithravi's tweet image.

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I live in that solitude which is painful in youth, but delicious in the years of maturity. - Albert Einstein

PhilosophyOfPhy's tweet image. I live in that solitude which is painful in youth, but delicious in the years of maturity.

- Albert Einstein

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It's time to pay!

“Bury me with my money” Sunset Riders 1991 #Arcade #Konami #Retrogames



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Shigeru Miyamoto with an early version of Super Mario Bros 3 at Nintendo, Kyoto 1988

supersisi_'s tweet image. Shigeru Miyamoto with an early version of Super Mario Bros 3 at Nintendo, Kyoto 1988

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Christian Bale said Michael Caine was a “stabilizing presence” on the set of the Batman films. He said, “When Michael walked on set, everything felt grounded. Like Bruce, I trusted him completely.”

From 4K

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If you're a mathematician or a physicist, you will be highly interested in this publicly available book (on arXiv, 200+ pages) by Ichiro Yokota on exceptional Lie groups. Don'y waste any time and get to the 🔗👇👇👇👇

DiracGhost's tweet image. If you're a mathematician or a physicist, you will be highly interested in this publicly available book (on arXiv, 200+ pages) by Ichiro Yokota on exceptional Lie groups.

Don'y waste any time and get to the 🔗👇👇👇👇

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„Bei denen wird zensiert“, sagt Michael #Mittermeier zur Meinungsfreiheit in den #USA, Comedians würde es dabei zuerst treffen. „Humor wird immer nur dann zensiert, wenn eine Gesellschaft eigentlich schon ein bisschen gekippt ist.“ #maischberger


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Every field is an integral domain. Every finite integral domain is a field.


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