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Throughout this paper, let (ABC) be a triangle and P be its interior point.
Let T be a triangle and X and Y be arbitrary subsets of ω.
For it is impossible for something to be a triangle, and yet not to be an isosceles and not to be a scalene triangle either.
Let (triangle ABC) be a triangle, and let r, R and s represent the inradius, the circumradius and the semiperimeter of (triangle ABC), respectively.
Let (triangle ABC) be a triangle, and let the lengths of sides opposite to angles A, B and C be denoted by a, b and c, respectively.
If it is a perfect triangle, it obviously has to have three sides, since a perfect triangle has to be a triangle, and nothing can be a triangle unless it has three sides.
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Phineas's head is a triangle and Ferb's is a rectangle.
Certitudo here means stability, consistency, and ontological self-identity: a triangle is a triangle and nothing else, white is white and nothing else.
That would be like acknowledging that something is a triangle and then wondering, nonetheless, whether it has three sides.
For when I think of a triangle in general, then I certainly do not think of something that is a triangle and is neither isosceles nor scalene, for that is impossible, but I simply think of a triangle, not thinking that it is an isosceles and not thinking that it is a scalene triangle.
The shapes used in the arrays and for the probe stimulus were a triangle and a square, which were either red or green.
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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