Okay, so this isn't the easiest table in the world to read. So what exactly do these numbers mean? Computer simulations tell us that if you were to play 10,000 jai-alai games, with all eight posts having equal talent, and no advantage to the server or the post receiving the serve (more on that later) this is approximately how often the 28 possible quiniela combinations would happen.

If you took the 10,000 games and divided it by 28 combinations, each one would come in about 357 times. But the Spectacular Seven System of Scoring (in which points double after the first round of play - how many times has TIG heard those words???) gives a huge advantage to the low numbers, for obvious reasons. They will ALWAYS get either the same, or one more, chance to score points than the high numbers.

More info to come later when TIG has more time!!! Hey, he's a busy man!

1-2      654	1-3      617	1-4      557	1-5      472	1-6      406	1-7      349	1-8      350
	2-3      617	2-4      557	2-5      472	2-6      406	2-7      349	2-8      350
		3-4      380	3-5      360	3-6      351	3-7      337	3-8      375
			4-5      220	4-6      246	4-7      289	4-8      332
				5-6      134	5-7      193	5-8      262
					6-7      109	6-8      167
						7-8        92