bookmate game
en
Ryan North

How to Invent Everything

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  • Persillyalıntı yaptı4 gün önce
    if at this point you’re thinking you could easily improve this system by farming only half your fields each year while the other half recover, congratulations: you just invented crop rotation!
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  • Persillyalıntı yaptı25 gün önce
    locks in 0 degrees as the temperature of a weird slurry of ice, water, and salt that Mr. Fahrenheit threw together before calling it a day, and we will discuss it no further,
  • Persillyalıntı yaptı25 gün önce
    . All you need is this book and some water.
  • Persillyalıntı yaptı5 ay önce
    instead of each human having to do everything necessary to survive (or splitting it among a family group), now someone who’s particularly talented at farming can focus all their efforts on that.

    See, that would be true if fucking capitalism didnt exist. But it does so most of us are stuck with tasks we dont actually enjoy.

  • Persillyalıntı yaptı8 ay önce
    With an economy comes specialization: instead of each human having to do everything necessary to survive (or splitting it among a family group), now someone who’s particularly talented at farming can focus all their efforts on that. A hunter and gatherer
  • Persillyalıntı yaptı8 ay önce
    Farming also formalizes the idea of an economy in your civilization, since now farmers can regularly trade their food with others.
  • Persillyalıntı yaptı8 ay önce
    Farming also formalizes the idea of an economy in your civilization, since now farmers can regularly trade their food with others. With an economy comes specialization: instead of each human having to do everything necessary to survive (or splitting it among a family group), now someone who’s particularly talented at farming can focus all their efforts on that. A hunter and gatherer
  • Persillyalıntı yaptı9 ay önce
    by this logic, 1/0 should equal negative infinity.

    But a number can’t be equal to infinity and negative infinity at the same time.
  • Persillyalıntı yaptı9 ay önce
    mathematics is actually built on a foundation of things we can’t prove but assume are true. We call them “axioms,” and we think they’re safe assumptions, but at the end of the day, they remain beliefs we cannot prove. Axioms include ideas like “2 + 1 gives the same result as 1 + 2” and “if
    a equals b, and if b equals c, then a equals c.”
  • Persillyalıntı yaptı9 ay önce
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