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webdevMason's profile
Mason 🏃‍♂️✂️
Mason 🏃‍♂️✂️
Mason  🏃‍♂️ ✂️
@webdevMason

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Mason  🏃‍♂️ ✂️

@webdevMason

LA → Oakland
calendly.com/masonhartman
Joined July 2015

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    Mason  🏃‍♂️ ✂️‏ @webdevMason Mar 3
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    Humans 🤷‍♀️ don't 🤷‍♀️ grok 🤷‍♀️ exponential 🤷‍♀️ growth 🤷‍♀️ patterns

    12:28 PM - 3 Mar 2020
    • 26 Retweets
    • 288 Likes
    • ofyasy Christy Hanson pf ikrima Manas Joglekar Don Sutterfield Dedicating Ruckus Jens 🙏🏻 Thomas Spaas
    18 replies 26 retweets 288 likes
      1. New conversation
      2. bucket of kets‏ @bucketofkets Mar 3
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        Replying to @webdevMason

        bucket of kets Retweeted bucket of kets

        https://twitter.com/bucketofkets/status/1234265664501628928?s=21 …

        bucket of kets added,

        bucket of kets @bucketofkets
        O_O pic.twitter.com/Fm45Jo4xiS
        Show this thread
        1 reply 0 retweets 2 likes
      3. Malcolm  🌎cean‏ @Malcolm_Ocean Mar 3
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        Replying to @bucketofkets @webdevMason

        Yeah the main thing that's had me concerned for the last week or two is this yellow line doubling every 3-4 days—& increasingly fast. But at the time I started to be concerned most people were seeing a line that looked nearly flat because (A) shown linear & (B) dwarfed by Chinapic.twitter.com/xLB5uEY3ma

        1 reply 0 retweets 4 likes
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      1. Alan Hogan ➐‏ @AlanHogan Mar 3
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        Replying to @webdevMason

        My favorite is when someone compares two numbers and one is a lot bigger and they’re like “ITS EXPONENTIALLY BIG”

        0 replies 0 retweets 5 likes
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      1. Peter West‏ @flaarpy Mar 3
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        Replying to @webdevMason

        cc Ray Kurzweil

        0 replies 0 retweets 3 likes
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      2. JamesonLaw‏ @JamesonHalpern Mar 3
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        Replying to @DrSinanovic @webdevMason

        😕

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      3. End of conversation
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      2. If you meet 60+-year-olds, quarantine like one‏ @poiThePoi Mar 3
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        Replying to @PDugov @webdevMason

        In China that number was 2. It took 9 weeks to shut down China. 3 weeks to find it, 3 more weeks to fail to cover it up, and boom.

        0 replies 0 retweets 1 like
      3. End of conversation
      1. New conversation
      2. Violeta‏ @MamanLunettes Mar 3
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        Replying to @webdevMason

        Yup, and it's because the technical meaning is not taught in school! Like, kids learn properties of exponents, solving exp equations, etc but never that "growing exponentially" doesn't just mean growing fast, but that it technically means growing at a constant percentage rate.

        2 replies 0 retweets 2 likes
      3. Violeta‏ @MamanLunettes Mar 3
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        Replying to @MamanLunettes @webdevMason

        E.g. ,f(x)=2^x models growth at a constant rate of 100%, while f(x)=1.2^x, a rate of 20%, and f(x)=1.01^x, a rate of 1%. The latter is slow growth but still, technically, exponential. I have to teach this at university, although students learn exponential functions in high-school

        0 replies 0 retweets 1 like
      4. End of conversation

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