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To throw a perfect game a pitcher would have to get 27 batters out in a row.

How many times in MLB history has a pitcher had 26 strait outs only to allow the would be final batter to reach base?

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technically you wouldn't have to get 27 batters out in a row; a batter could reach base on an error (other than the pitcher's) and the pitcher could still get a perfect game – Thomas Shields May 8 '12 at 15:03
@ThomasShields Thanks for your comment. It is good to hear from you once again. I believe this may be true in regards to a pitcher throwing a no-hitter. However, it is my understanding that in order to throw an official perfect game the pitcher would have to pitch from inning 1 through at least inning 9 (facing a minimum of 27 batters) without allowing a batter to reach base. Baseball has always provided many unique situations, without doubt I may be missing or misunderstanding something. :–) – E1Suave May 8 '12 at 15:26
Ah, you may be right :) I'll have to check the official rules after I get out of calc class – Thomas Shields May 8 '12 at 15:59
The final batter wouldn't reach the base. If he reached the base, he would be followed by someone else, so he wouldn't be the final batter. – corsiKa May 8 '12 at 16:57
@corsiKa Not necessarily. I can think of two ways this could happen. First, the batter could get a hit but then get thrown out trying to reach the next base, ending the game with a win for the defense. Second, the batter could hit a walk-off homerun, ending the game with a win for the offense. It would be great if the OP could clarify their question with a proper definition of a near perfect game. – Tyson Williams Aug 4 '12 at 16:10
up vote 9 down vote accepted

According to Wikipedia, this has happened 10 times. The earliest in 1908 and the most recent with the blown call in 2010.

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