A Quote by Galileo Galilei

We must say that there are as many squares as there are numbers. — © Galileo Galilei
We must say that there are as many squares as there are numbers.
It's funny, but many people don't understand why I draw so many games nowadays. They think my style must have changed but this is not the case at all. The answer to this drawing disease is that my favorite squares are e6, f7, g7 and h7 and everyone now knows this. They protect these squares not once but four times!
You must on no account attempt to use the squares given in the Book of the Sacred Magic of Abramelin the Mage until you have succeeded in the Operation. More, unless you mean to perform it, and are prepared to go to any length to do so, you are a fool to have the book in your possession at all. Those squares are liable to get loose and do things on their own initiative; and you won't like it.
The transfinite numbers are in a certain sense themselves new irrationalities and in fact in my opinion the best method of defining the finite irrational numbers is wholly disimilar to, and I might even say in priciple the same as, my method described above of introducing trasfinite numbers. One can say unconditionally: the transfinite numbers stand or fall with the finite irrational numbers; they are like each other in their innermost being; for the former like the latter are definite delimited forms or modifications of the actual infinite.
It is quite true that many scientists, many physicists, maintain that the physical constants, the half dozen or so numbers that physicists have to simply assume in order to derive the rest of their understanding ... have to be assumed. You can't provide a rationale for why those numbers are there. Physicists have calculated that if any of these numbers was a little bit different, the universe as we know it wouldn't exist.
To get squares you have to give up squares.
As we do not see squares in nature, I thought that it is man-made. But I have corrected myself. Because squares exist in salt crystals, our daily salt.
The first three championships that I won, I won them. I had big numbers and I won them. And last year, the guys won it for me. They won it for the big guy. Numbers are overrated. There's a lot of guys in this league who can say they've got great numbers. But they can't say they've got four rings in the last six years.
Many go through life afraid of numbers and upset by numbers. They would rather amble along through life miscounting, miscalculating and, in general, mismanaging their worldly affairs than make friends with numbers.
There were many words that you could not stand to hear and finally only the names of places had dignity. Certain numbers were the same way and certain dates and these with the names of the places were all you could say and have them mean anything. Abstract words such as glory, honor, courage, or hallow were obscene beside the concrete names of villages, the numbers of roads, the names of rivers, the numbers of regiments and the dates.
As an artist, I feel that we must try many things - but above all we must dare to fail...Say what you are. Not what you would like to be. Not what you have to be. Just say what you are. And what you are is good enough.
An artist who wants to transpose a composition onto a larger canvas must conceive it over again in order to preserve its expression; he must alter its character and not just fill in the squares into which he has divided his canvas.
There have been numerous times when my career was supposed to be over because of mathematics, you know, age and numbers,' he says. 'How many times can you go platinum? How many times can you rap about the same subject? How many times can you say, 'Oakland?'
And New York is the most beautiful city in the world? It is not far from it. No urban night is like the night there... Squares after squares of flame, set up and cut into the aether. Here is our poetry, for we have pulled down the stars to our will.
A certain kind of methodologically-minded philosopher of science is quick to read off metaphysical conclusions from features of scientific practice. Chemists don't derive their laws from fundamental physics, so reductive physicalism must be false. Biologists refer to natural numbers in some of their explanations, so numbers must exist. I think that this kind of thing makes for bad philosophy.
When you built television sets, you have all this test equipment. And you'd have all these lines and squares on the screen to test it. So it occurred to me that it might be fun for people to control the lines and squares on the screen.
This city has many public squares, in which are situated the markets and other places for buying and selling.
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