We have already pointed out that a profinite group G of an infinite rank m is free of rank m if (and only if) G is projective and every finite split embedding problem for G with a nontrivial kernel has m solutions (Proposition 9.4.7). Dropping the condition on G to be projective leads to the notion of a quasi-free profinite group (Section 10.6).

speed + -core → speedcore

CSN&Y didn't shy away from politics, but many artists who followed in their footsteps used the new soft rock synthesis to warble inoffensive pop to a nation tired of controversy. […] Subsequently, many artists rode the soft rock formula all the way to the bank—or at least their labels did.

The swallows circled around and I watched them and the night-hawks flying above the roofs and drank the Cinzano.