In this month’s installment of Wrong, But Useful, Colin and Dave are joined by mathematical editor and proofreader @samhartburn.

We apologise for the sound quality. We’ve done the best we can.

  • Sam enjoys @robeastaway’s Maths On The Go with her primary-school children.
  • Dave plugs Colin’s books. It takes us some time to recover from the shock.
  • Number of the podcast: $10^{6400} - 10^{6352} - 1$, a prime number consisting of 6,399 nines and an eight. Colin mentions the idea of Trinity Hall primes, although not by name.
  • Sam asked for ideas about what makes a good textbook - Dave has some.
  • The 2018 Mathical prizes for mathematical children’s books have been announced:
  • Dave has a point about fireworks. Colin gibbers about rainbows.
  • Issue 07 of Chalkdust is due out today! Sam has an article in it. Colin and Sam have advance copies, and Dave feels left out.
  • Colin has a “$\pi$” day rant. Nobody writes a date as 3.14. We write it as 14/3, which is about 4.67, Feigenbaum’s constant.
  • Sam’s article is about the Menger sponge-cake she baked for Big MathsJam last year.
  • Sam also wrote songs for the MathsJam Jam (Ever Tried To Divide By Something You Shouldn’t’ve and Argand). Colin wrote The Signs They Need A-Changin’ about terrible British road signs for football stadiums (although @roice713 points out you can have such shapes in hyperbolic space.)
  • Colin is off to G4G next month but needs to crack a code first. Fineliner writing
  • Dave liked Colin’s line: “Complex numbers are all fun and games until someone loses an $i$”.
  • Dave has incorrectly ranked mathematical writing implements. Colin’s correct favourite is a Kuru Toga mechanical pencil in a Leuchtturm1917 notebook. He’s also a fan of Staedler fineliner pens.
  • Puzzle feedback: gold stars for @dragon_dodo (Dominika Vasilkova), @chrishazell72 (Chris Hazell) and @alephthought (Chris Hellings) who got the correct answer of 105,263,157,894,736,842.
  • Puzzle: There are eight winning lines in a 3x3 noughts-and-crosses grid, and 49 in a 3x3x3 grid. How many in a 3x3x3x3 grid? Can you generalise?