Exact(20)
Vowel, consonant, "o," "r".
Note that for every r, F ∩ O r o = F r holds and the set F r ∪ O r o ¯ = S r F is closed.
From inequality (8), it follows that dist ( S r F, S r G ) < ∞ for every r ⩾ 0. Indeed, this is obvious if R ∗ < ∞ ; in the case when R ∗ = ∞, one has S r F = ( F ∩ O r ) ∪ O r o ¯, S r G = ( G ∩ O r ) ∪ O r o ¯ and hence, dist ( S r F, S r G ) ⩽ dist ( F ∩ O r, G ∩ O r ) < ∞.
Angle: ArcCos C O R i j (21).
The asymptotic complexity is therefore O(R 3) per iteration.
Let x ∈ S r ¯ F r ¯ ∩ O r o.
Similar(40)
holds, then R DF O > R AF O.
"H-O-R-S-E isn't bad.
B-O-R-I-N-G, yawn my children.
Play a game of H-O-R-S-E?
Is H-O-R-S-E a sport?
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com