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84-78 ·2nd in AL Central ·W1

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Chicago White Sox Magic Number

Postseason Status

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The Chicago White Sox have clinched a postseason berth at 84-78. The AL Central race continues below.

AL Central Race

Team	W	L	PCT	GB	L10	STRK
y - Cleveland Guardians	85	77	.525	-	8-2	L1
w - Chicago White Sox	84	78	.519	1.0	7-3	W1
Minnesota Twins	77	85	.475	8.0	6-4	W1
Detroit Tigers	76	86	.469	9.0	4-6	L1
Kansas City Royals	69	93	.426	16.0	2-8	W1

American League Wild Card Race

Team	W	L	PCT	WCGB	L10	STRK
w - New York Yankees	93	68	.578	+9.5	5-5	W1
w - Boston Red Sox	87	75	.537	+3.0	5-5	L1
w - Chicago White Sox	84	78	.519	-	7-3	W1
Texas Rangers	80	82	.494	4.0	4-6	L1
Baltimore Orioles	79	82	.491	4.5	6-4	L1
Toronto Blue Jays	79	83	.488	5.0	4-6	W1

What Is a Magic Number?

A magic number is how close a division leader is to making the race mathematically over: 163 minus the leader's wins minus the second-place team's losses. Every leader win takes one off; so does every pursuer loss — which is why September scoreboard-watching counts both. When it hits zero, the division is clinched, no math left. Teams that trail don't have a magic number; they have the mirror image, an elimination number, counting down to the day the leader's lead becomes unbeatable.

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Frequently Asked Questions

What is the Chicago White Sox magic number?

The Chicago White Sox trail in the AL Central, so their live magic number is the Wild Card one: 0 — any combination of Chicago White Sox wins and Texas Rangers losses totaling 0 clinches a playoff spot.

What is the Chicago White Sox magic number to clinch a playoff spot?

Chicago White Sox currently hold a Wild Card spot. Their magic number to clinch one is 0 — any combination of Chicago White Sox wins and Texas Rangers losses totalling 0 secures it. This is separate from the division magic number.

How is a magic number calculated?

For a 162-game MLB season: 163 minus the division leader's wins minus the second-place team's losses. Each leader win or pursuer loss reduces it by one; at zero, the division is clinched.

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