A Quote by Euclid

That, if a straight line falling on two straight lines makes the interior angles on the same side less than two right angles, the two straight lines, if produced indefinitely, meet on that side on which the angles are less than two right angles.
Pool, it became clear to me, is all about angles. First, there are simple angles, as you must hit the cue ball to either side when you are not straight on.
Alisson is undoubtedly one of the best goalkeepers in the world and he deserves to be put on that pedestal. Him and Manuel Neuer are probably the best two when it comes to angles - those two are the very best in the world at getting their angles right, they don't have to dive because they aren't out of position.
Right angles don't attract me. Nor straight, hard and inflexible lines created by man.
I like using LEGO bricks as a medium because I enjoy seeing people’s reaction to artwork created from something with which they are familiar. …My goal is to elevate this simple plaything to a place it has never been before. I also appreciate the cleanliness of the LEGO® brick. The right angles. The distinct lines. But, from a distance, those right angles and distinct lines offer new perspectives, changing to curves.
Rightness expresses of actions, what straightness does of lines; and there can no more be two kinds of right action than there can be two kinds of straight lines.
I should almost therefore put forward the proposal that the third hypothsis (angle sum of a triangle less than two right angles) holds on the surface of an imaginary sphere.
All architecture, classical or not, must have some sense of order, and order is much harder to achieve without the straight lines and right angles that have dominated the building art from time immemorial.
People talk about skating, puck handling and shooting, but the whole sport is angles and caroms, forgetting the straight direction the puck is going, calculating where it will be directed, factoring in all the interruptions. Basically, my whole game is angles.
Though we cannot SEE angles, we can INFER them, and this with great precision. Our sense of touch, stimulated by necessity, and developed by long training, enables us to distinguish angles far more accurately than your sense of sight, when unaided by a rule or measure of angles.
The official name of the project is 'Jewish Museum' but I have named it 'Between the Lines' because for me it is about two lines of thinking, organization and relationship. One is a straight line, but broken into many fragments, the other is a tortuous line, but continuing indefinitely.
There are many crooked lines and one straight line. Which is the line of truth? Why the straight line? Truth is always the shortest distance between two points.
It follows at once from the last proposition that the centre of gravity of any triangle is at the intersection of the lines drawn from any two angles to the middle points of the opposite sides respectively.
Those of us raised in modern cities tend to notice horizontal and vertical lines more quickly than lines at other orientations. In contrast, people raised in nomadic tribes do a better job noticing lines skewed at intermediate angles, since Mother Nature tends to work with a wider array of lines than most architects.
The two black lines on the armband means that they're the deceased's family. One line means they are either friends or acquaintances. One line of the arm, one line on the heart. The bastards who stood by my side with two lines, they'll be the hardest farewells I'll have to make in my life, and they're the luckiest fortune I've met in my lifetime.
Today we live in a chaos of straight lines, in a jungle of straight lines. If you do not believe this, take the trouble to count the straight lines which surround you. Then you will understand, for you will never finish counting.
What, then, is light according to the electromagnetic theory? It consists of alternate and opposite rapidly recurring transverse magnetic disturbances, accompanied with electric displacements, the direction of the electric displacement being at the right angles to the magnetic disturbance, and both at right angles to the direction of the ray.
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