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This is a saved scenario calculator, not a live standings feed. Its Aces baseline is twenty four wins and ten losses. The three default Aces picks add three wins, giving twenty seven wins out of thirty seven games, or about seventy two point nine seven percent. Reversing one pick makes twenty six wins and eleven losses, about seventy point two seven percent. Reversing all three produces twenty four wins and thirteen losses, about sixty four point eight six percent. These bars use five pixels per percentage point. The corresponding lengths are about three hundred sixty four point eight six, three hundred fifty one point three five, and three hundred twenty four point three two. A pick changes the winner and loser records together. The sort compares winning percentage first, then the stored point differential. It does not use the stored head to head Aces field. For a hypothetical equal percentage tie, point differentials one hundred eighty and one hundred sixty five put the first team ahead. At two pixels per differential unit, the bars are three hundred sixty and three hundred thirty pixels. The bracket pairs seeds one and eight, two and seven, three and six, four and five. These are source rules for the fixture, not a verified current league tiebreak rule. The clinch status string is written as clinched top eight on every render. The displayed seed range is also fixed at one through four. The top four field says clinched whenever the current computed seed is at most four; otherwise it shows a formula based on ninth place wins plus its unchanged games left plus one, minus Aces wins, floored at zero. The game choices do not decrement games left. A hypothetical ninth place team with thirteen wins and six games left gives twenty minus Aces wins; twenty four Aces wins makes zero. The zero is an arithmetic output, not independent clinch proof.