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    A microphone picked upJose Mourinhos nice compliments he was giving the 4th official today LOL !!!

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    You can't always choose the situations you find yourself in, but you control how you react to them. When all is said and done, this is what defines who you are.

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  3. proslijedio/la je Tweet
    31. sij

    "Familiarity is not easily distinguished from truth." -- Daniel Kahneman

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    31. sij

    You either die a Software Engineer, or you live long enough to see yourself become The Product Manager.

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    You can go to school and spend years trying to learn about great marketing. Or you can spend a few minutes watching Steve Jobs - all marketers should carefully listen:

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    28. sij

    +, Σ, and ∫ are just different evolutions of the same Pokémon

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    cubes within cubes within cubes within... (©:)

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    27. sij

    17 equations that changed the course of history

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    i think it's time to re-indoctrinate the youth

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    27. sij

    Information is quantified in terms of surprise. If everything in a message is expected, then it contains no information, no matter how long it is.

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    26. sij

    Watermelons being transported via canal system 🍉❤️

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    The great thing about Twitter is that you can read live thoughts from interesting people. The terrible thing is that any random troll can @ them their brain farts. Users can choose who to follow. They should also be also to disable replies from people they don't follow.

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  14. proslijedio/la je Tweet
    14. sij

    Proof Without Words 1/3 + (1/3)² + (1/3)³ + ... = 1/2

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    11. sij

    A visual proof why 1+3+5+...+(2n-1)=n² ⚪⚫⚪⚫⚪⚫ ⚫⚫⚪⚫⚪⚫ ⚪⚪⚪⚫⚪⚫ ⚫⚫⚫⚫⚪⚫ ⚪⚪⚪⚪⚪⚫ ⚫⚫⚫⚫⚫⚫

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    8. sij

    “No theorist in his right mind would have invented quantum mechanics unless forced to by data.” — Craig Hogan, Fermilab director

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    You Matter. Unless you multiply yourself by the speed of light squared. Then you Energy.

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    As I drifted off to sleep last night I had a sudden realization... π/4 =⚫️/⬛️

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    9. sij

    'Statistics is the art of stating in precise terms that which one does not know.' -- William Kruskal

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  20. proslijedio/la je Tweet
    7. sij

    Counting to π with darts 🎯 Imagine randomly* throwing darts at a square board with an inscribed circle. As the number of darts increases, the fraction of hits (in the circle) tends to the portion of the board covered by the circle, that is π/4 The error with 1,000 darts is ~3%

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