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Pinboard

@Pinboard

The light inside is broken, but I still work. The Cadillac of online bookmarking sites. Alleged nocoiner. http://pinboard.in  maciej@ceglowski.com +1 415 610 0231

Lonely street of broken dreams
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    1. Pinboard‏ @Pinboard 27 Sep 2019

      Remember, there are only two historical parallels. If it's not Nixon, it's Hitler.

      4 replies 4 retweets 52 likes
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      Pinboard‏ @Pinboard 27 Sep 2019

      Though they are confusingly called "parallels", they form an orthonormal basis for all political discussion for the rest of time. This is why Nixon founded the Orthogonian Society in college

      6:29 PM - 27 Sep 2019
      • 2 Retweets
      • 35 Likes
      • lori matsumoto Matt Ficke Dylan Lederle-Ensign Ash Ponders Ben Jef Poskanzer Daniel Weissman John D Pell David Adrian 💉💉🎉
      5 replies 2 retweets 35 likes
        1. Pinboard‏ @Pinboard 27 Sep 2019

          (Readers will note that this is an extension of Godwin's law to the simple plane. American journalism can't handle the complex version)

          3 replies 1 retweet 41 likes
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        1. Tom Lee‏ @tjl 27 Sep 2019
          Replying to @Pinboard

          Put Harry Potter on the z axis and you can accommodate all online rhetorical vectors

          0 replies 0 retweets 1 like
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        1. phooky‏ @phooky 27 Sep 2019
          Replying to @Pinboard

          modern political theory holds that every situation is a superposition of nixon and hitler until a sufficient number of investigatory committees have made their observations

          0 replies 0 retweets 1 like
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        2. Thomas H. Ptacek‏ @tqbf 27 Sep 2019
          Replying to @Pinboard

          You’re on a real linear algebra kick lately.

          3 replies 0 retweets 1 like
        3. MD‏ @mikeydoubled 27 Sep 2019
          Replying to @tqbf @Pinboard

          Did either of you gents see the Reddit post recently where a physicist had a linear algebra question and it ended up being a novel theorem which he then published with Terry Tao? For a bit of levity in the world:https://www.reddit.com/r/math/comments/ci665j/linear_algebra_question_from_a_physicist/ …

          2 replies 4 retweets 22 likes
        4. Show replies
        1. Nat Gaertner‏ @NatGaertner 27 Sep 2019
          Replying to @Pinboard

          If they form a basis, then every discussion can be expressed as a linear combination of Nixon and Hitler, each component of which is *parallel* to one or the other, so it actually makes perfect sense

          0 replies 0 retweets 0 likes
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