Wrong, But Useful: Episode 34
/podcasts/wbu34.mp3
In this month’s podcast, @reflectivemaths and I discuss:
 Colin’s book being available to buy
 Number of the podcast: Catalan’s constant, which is about 0.915 965 (defined as $\frac{1}{1}  \frac{1}{9} + \frac{1}{25}  \frac{1}{49} + … + \frac{1}{(2n+1)^2}  \frac{1}{(2n+3)^2} + …$). Not known whether it’s rational. Used in combinatorics and is $\int_0^\infty \arctan(e^{t}) \dt $
 Chalkdust magazine Issue 3 is out, and the crossnumber is good. Colin and @christianp have crosschecked their answers using Elaborate Codes. Dave attempts to mock Colin for enjoying maths, and is fighting a losing battle.
 Dave has been reading about Tupper’s SelfReferential Formula, $ \frac{1}{2} < \left \lfloor \left( \left \lfloor \frac{y}{17} \right \rfloor 2 ^{17 \lfloor x \rfloor  \lfloor y \rfloor \pmod { 17 }} \right) \pmod { 2 } \right \rfloor $
 Dave came across Iva Sallay’s Find The Factors game. It’s good!
 Colin refers to Twynam’s law, and gets Dave to admit that we should be suspicious about Statistics.

@notonlyahatrack points us at the Romanian football team’s venture into more interesting shirt numbers:
Order of operations 'in real life'! @icecolbeveridge @reflectivemaths @WrongButUseful https://t.co/Vd3gbwx52T
— WiΙΙ Dανiеs (@notonlyahatrack) March 27, 2016  @peterrowlett points us at @stecks’s article about @rachelrileyRR’s EE advert. (For clarity, as my speech isn’t as clear as it might be: the article is by Katie alone, not by Katie and Peter.)
 Dave’s students largely missed an answer in “solve $3x^2 = 147$”. Colin thinks it’s a bit of a gotcha.
 Relatively Prime Series 3 didn’t reach its Kickstarter goal, and will not happen.
 @peterrowlett asks us to reveal the secret that Colin writes books. Colin erroneously states that Cracking Mathematics is out soon; it has been delayed until August, for no reason under Colin’s control.
 Gold star for @chrishazell72, who identified that the church in Dave’s last puzzle required 81 cards.
 This month’s puzzle: given an equilateral triangle, what is the probability that a point inside the triangle lies closer to the centre than to any point on the edge?
 We congratulate ourselves on doing a good show and then Dave Hansens up the ending.
* Edited 20160401 to clarify authorship of the Aperiodical article. * Edited 20161118 to correct a typo.