Dr. Alvin Plantinga's Ontological Argument
Visualize in your mind a geometric shape: a square. What image comes to mind? If you are actually visualizing a square you will see a two-dimensional shape with four right angles (90 degree angles) and four sides of equal length. If you don't have four right angles but have sides of equal length, you don't have a square - you have a parallelogram. If you don't have sides that are equal in length but have four right angles, again you don't have a square - you have a rectangle. In fact, unless you have a two dimensional shape with the aforementioned properties, you simply don't have a square - you have something else - because the definition of a square requires four sides of equal length and four right angles. Now, consider the number three - not the written Roman numeral, but the actual idea of three things - and it doesn't matter the nature of the three things being counted (be they physical, non-physical, ideas, etc.). To go from two things to four things, t...