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Duke-Louisville goaltending clip
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Very close but it just started its downward flight.
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Close, but looks like its on the downward flight.
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From most angles, it looks like GT. However, from the view through the glass, I think it is pretty clear that it is still going up. And that is about as good of a view as you could wish for. It has several very close reference points at it was continuing to rise relative to all of them both before and after the block.
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#2: That angle has a distorted view so I'm not trusting anything I see from that camera shot. But I don't see why we have a thread for this. It was a judgment call by an official about 20ft away and 5ft below the ball. To me it's one of the hardest calls to make accurately. There is nothing anybody is going to post in this thread that will say what the official could have or should have done differently. |
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Peace |
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From the view of that camera, it would appear to be going down just before it really reached its peak as the camera was aimed downward. Any d\distortion it may have had would have would only make it appear to not be GT. It wouldn't make it appear to GT when it wan't.. |
"appear to be going down just before it really reached its peak" Um.... what? New definition of "peak?"
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I think it's a good block. I think what distorts the look is the fact that the ball goes up after the block, which is the exception and not the rule.
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Isaac Newton Is Turning Over In His Grave ...
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Agree with the judgement call (don't think it was a "no-brainer")...especially early in the game; set the boundaries of what IS and IS NOT acceptable.
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The camera was tilted downward. There is a small window of time where the ball will still be going up while it may, from the view of that camera, appear to have peaked or even going downward if viewed in isolation. But, that is strictly due to the tilt of the camera. Camera "level" is not necessarily "level". The perfect camera level would be one exactly even with the ball at the time it was hit and with no tilt. Not having that, you take what you have and account for the angles. |
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