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Goal Tending
I dont have a case book so i thouhgt i ask you guys. Watching a jv game and A1 made an attempt missed completly and B1 goes up for the rebound hitting the net. The refs called this goaltending im jsut curious as to if this is or not.
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If no part of the ball is on the rim or the imaginary cylinder above the rim which has the ring as its base then this is nothing and even if it was it would never be goal-tending. If the ball was on the rim or in the imaginary cylinder and B1 hits the net, the call would be basket interference. |
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the rim. When Player B1 touched the net the ball was in the cornor of the rim and back board. |
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Listen to Bob Jenkins. He has it right. Quote:
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ok Thank you very much.
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Rule 4-6-2...Touches the ball or any part of the basket (including the net) while the ball is on or within either basket. I read this to say that if the ball is in the cylinder not the imaginary cylinder, but the cylinder of the basket (RIM) and the net is touched then that would be BI. (This might be what BOB is saying anyway) In the OP's play the ball is on the ring when the net is touched, BI. |
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Your right! I was wrong! Thanks for being so quick to point that out.:rolleyes: |
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The statement now reads <i>"If the ball was on the rim <b>or in the cylinder</b> and B1 hits the net, the call would be basket interference."</i> You're still completely wrong. It is not BI to hit the net while the ball is in the cylinder. Rule 4-6-2 tells you what the cylinder is. Rule 4-6-1 tells you that you can only call BI if the net is touched while the ball is on or within the basket. Rule 1-10-1 tells you <b>exactly</b> what the basket is. You really don't understand the rule, do you? |
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cylinder (plural cylinders) (geometry) A surface created by projecting a closed two-dimensional curve along an axis intersecting the plane of the curve. When the two-dimensional curve is a circle, the cylinder is called a circular cylinder. When the axis is perpendicular to the plane of the curve, the cylinder is called a right cylinder. In non-mathematical usage, both 'right and circular are usually implied. (geometry) A solid figure bounded by a cylinder and two parallel planes intersecting the cylinder. After looking up the word cylinder I realize You & Bob are absolutely correct in the fact that ,"basket" & "cylinder," means two different things. Ring, cylinder, I thought they were the same. Now I know! Really not sure how many times you want to be proven right but that chalks up two more for JR. Like I said before I was writing faster then I was comprehending. My mistake! |
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I thought a ball inside of the ring could also be considered inside of the cylinder, which by definition would be wrong as Bob & JR stated earlier. Regardless if I was calling the rim the cylinder or the rim it wouldn't change how I will look @ the play. However this discussion will/has changed the way I will define BI. ;) |
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Not neccessarily. I can believe he knows when it needs to be call but not how to put it into the proper words. |
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