This post has been heavily edited so as to make it more coherent. (This is one reason that we shouldn't try to post at three in the morning)How this came to be: I responded to the healthy format thread in open,
http://www.themanadrain.com/forums/viewtopic.php?p=299217#299217, which sparked other thoughts to arise. They are here.
healthy=ok
perfect=the most extreme degree of healthy
One's idea of the quality of the metagame is directly governed by his ideas of what meta would be unplayable and what meta would be perfect, because "healthy" lies somewhere between the two. The only analogy I can think of involves mathematics. Suppose the ideas of a healthy format were all points on the line of the function f(h)=+/-[(1-x^2)^(1/2)]. This is a circle with the vertex at (0,0) with a radius of 1. Now suppose that any idea of the perfect meta is on the graph of another function f(p)=+/-[(4-x^2)^(1/2)], which is a circle with the same vertex and a radius of 2. All of one's ideas of the meta are a linear function of the form y=mx+b. The line must have a y-intercept (b) of zero, because this is the absolute unplayable meta. the line intersects the two circle graphs at the points where ones ideas are with respect to that function i.e., ideas on what is healthy and what is perfect.
Here are my ideas and my explanation of them as far as what would make for a perfect format.
Milton’s Ideal Format Law1) There are infinite playable decks.It is generally accepted that innovation is the trademark of a healthy format or, if a format is not "stagnant", then it is healthy. Therefore, since health is simply a lesser degree of perfection, having infinite values of what is healthy is perfect.
2) Playable = Best.In a metagame where all decks are equally represented in terms of skill and number of players, all playable decks will be equally good. Therefore, if the playable decks are all better than the non-playable decks, then playable=best.
3) The definition of the format is infinitely intricate.Many people feel that the change from paper rock scissors to 5-axis is a sign of growth and "health." Therefore, it follows logically that as the scheme of definition grows more intricate, the format becomes healthier.
4) There are infinite players at every tournament.Tournament turnout is a sign of interest in the format. Also, none of the above can be true without this being true, because infinite viable decks being represented means having infinite players.
(Note: Milton is my last name, Willie Milton is my full name)
Props to everyone who read this and posted criticisms on this thread so I could revise it.
If anyone can fault my logic, post away.