here is my theory:
using the graph that i talked about, the y-axis measuring normal time and the x-axis measuring quantum time (alternate realities), we maybe can arrange these alternate realities so that as x increases, the entropy in that quantum reality increases faster. thus anyline connecting two points of equal entropy would have to have a negative or undefined slope.
this could be used to predict the furutre. assume we can somehow see all quantum realitis everywhere in time that have already happened (not the future) so say we want to be at the center of this, so our quantum rereality is the line x=0, and we are currently at time 3 (y=3). say we looked back and saw that the time of (6,-2), (4,0), and (2,2) all have the same entropy, and thus virtually the same events. the line y=-x+4 connects these points, and that line crosses x=0 (our quantum universe) at y=4. so we can asssume that (0,4) is the same as all the other points. since (0,4) is in the future of our quantum universe, if we know what happens at the other points and thus know what happens at (0,4), we would know the future!!!!!!!!!!!!!!!!!!!!!!!!!!
now take this graph and make it into a peice of metal in three dimensions. entropy increases as the plane goes downward. like a ball can only roll downhill, our univres reality can only go in the direction of greater entropy
each x=something is a quantum universe. maybe these become more numerous as time goes on, because of greater quantum choices. so each vertical line (x=something) goes downhill as y increases. these lines are all right next to each other, and line go downhill more quickly as x increases.
so the ball of our reality rolls downhill, on our quantum universe timeline, toward the direction of greater entropy. could this ball of reality switch quantum universes somehow, and jump to one where entropy is greater? is this a quantum leap?