While traveling downtown today, I came across a sign near a local church, with a quotation of Saint-Exupéry:

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### Recent blog posts

- Square principles April 19, 2014
- Partitioning the club guessing January 22, 2014
- Walk on countable ordinals: the characteristics December 1, 2013
- Polychromatic colorings November 26, 2013
- Universal binary sequences November 14, 2013
- Syndetic colorings with applications to S and L October 26, 2013
- Open coloring and the cardinal invariant $\mathfrak b$ October 8, 2013
- Gabriel Belachsan (14/5/1976 – 20/8/2013) August 20, 2013

### Keywords

P-Ideal Dichotomy L-space very good scale Prikry-type forcing approachability ideal Successor of Singular Cardinal Knaster free Boolean algebra stationary hitting Cardinal function Whitehead Problem Almost-disjoint famiy Uniformization Minimal Walks Sakurai's Bell inequality Martin's Axiom Singular Density Cardinal Invariants weak diamond Shelah's Strong Hypothesis Mandelbrot set Almost countably chromatic Chromatic number ccc b-scale Absoluteness projective Boolean algebra Poset Small forcing PFA(S)[S] Erdos-Hajnal graphs Weakly compact cardinal polarized partition relation incompactness Ostaszewski square Non-saturation Singular cardinals combinatorics square Axiom R Generalized Clubs Large Cardinals Erdos Cardinal middle diamond Forcing Axioms Constructible Universe S-Space stationary reflection Rainbow sets Aronszajn tree Souslin Tree Club Guessing Universal Sequences Kurepa Hypothesis Dushnik-Miller Rado's conjecture tensor product graph Partition Relations Singular Cofinality reflection principles PFA Square-Brackets Partition Relations Diamond Foundations Hedetniemi's conjecture diamond star OCA Hereditarily Lindelöf space Successor of Regular Cardinal sap Prevalent singular cardinals Antichain Forcing weak square Cohen real Rock n' Roll

I guess my spirit is pretty ruined then.

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