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

- Genearlizations of Martin’s Axiom and the well-met condition January 11, 2015
- Many diamonds from just one January 6, 2015
- Happy new jewish year! September 24, 2014
- 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

### Keywords

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

I guess my spirit is pretty ruined then.

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