• Red is positive charge, Blue is negative charge
• The charge of the 3 circles always adds to 0 (e.g. there is one thicker circle which is -2 times the value of a thinner one)
• So for one red circle and two blue circles, charges would be (2/3, -1/3, -1/3) and similarily for one blue circle (-2/3, 1/3, 1/3). This could just as equally be (2, -1, -1) etc.
• Circles expand until a point is reached where the intersection of lines exactly cancels (e.g. sum of charge = zero). In this case it is the intersection of all three circles.
• At this point the circles "collapse" and new circles are created at all intersetion points with value equal to the sum of the charges at the intersection points.
• In practise this means the center point with charge 0 creates no circle and the other intersection points (between two circles) give rise to 3 new circles.
• The rules give rise to a stable (2D) system of non-local expanding circles which, taken as a whole, could be considered a "local particle".
• The purpose of this is to show that an entirely non-local set of rules (e.g. the expanding circles) can give rise to an entirely local world at the macro level
• Note: Clicking will create a yellow circle to represent a photon, but this is not complete yet so please ignore