Need n squares that equal one square all together, none zero, none fractured.
For example, calling squares(2) should output [16 9] or [25 144] etc, because
16=4*4, 9=3*3, and 16+9=5*5, similarly 25=5*5, 144=12*12, and 25+144=13*13.
Project Euler: Problem 1, Multiples of 3 and 5
Project Euler: Problem 7, Nth prime
Person of interest?
Distance walked 1D
chance in percent for minimum K heads when a good coin is tossed N times?
How to add?
Acidity of vinegar and salts
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