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Le Monde puzzle [#879]

September 21, 2014

Here is the last week puzzle posted in Le Monde: Given an alphabet with 26 symbols, is it possible to create 27 different three-symbol words such that all symbols within a word are different all triplets of symbols are different there is no pair of words with a single common symbol Since there are 28x27x26/3×2=2925 […]

Le Monde [short] guide to Vienna

September 16, 2014

An interesting (?) coincidence: Le Monde weekend edition has its tourist page dedicated to Vienna! As usual, it is a list of places recommended by a local, Le Vienne de Robert Stadler, which includes Café Korb Postparkasse MAK (Museum für angewandte Kunst) Haus Wittgenstein Loos American Bar Maybe a wee bit limited a scope (albeit […]

Le Monde puzzle [#875]

July 12, 2014

I learned something in R today thanks to Le Monde mathematical puzzle: A two-player game consists in A picking a number n between 1 and 10 and B and A successively choosing and applying one of three transforms to the current value of n n=n+1, n=3n, n=4n, starting with B, until n is larger than […]

Le Monde puzzle [#872]

June 28, 2014

An “mildly interesting” Le Monde mathematical puzzle that eventually had me running R code on a cluster: Within the set {1,…,56}, take 12 values at random, x1,…,x12. Is it always possible to pick two pairs from those 12 balls such that their sums are equal? Indeed, while exhaustive search cannot reach the size of the […]

Le Monde sans puzzle

June 17, 2014

This week, Le Monde mathematical puzzle: is purely geometric, hence inappropriate for an R resolution. In the Science & Médecine leaflet, there is however an interesting central page about random generators, from the multiple usages of those in daily life to the consequences of poor generators on cryptography and data safety. The article is compiling […]

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