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  • Another Free Ball query

    Is this a Free Ball situation please?

    Free Ball.pdf

  • #2
    yes, free ball - no single red can be hit on both extreme edges

    each red is considered individually as if it is the only red on the table
    if any can be hit on both extreme edges, no free ball

    love the artwork
    Up the TSF! :snooker:

    Comment


    • #3
      I think I have mentioned the following topic to you but as a reminder, go to this link for great info on if you have a free ball, and the following link "and what you can can not do
      https://www.thesnookerforum.co.uk/bo...f-you-have-one
      Up the TSF! :snooker:

      Comment


      • #4
        Thank you as always DeanH, you can always be relied upon to come up with the answer.

        This scenario cropped up in a game I played in last week. I said it was a free ball but my opponent wasn't sure, that put doubt in my mind so I didn't take the free ball, I asked him to play again, he did and opened up an opportunity for me.

        Comment


        • #5
          there we go, there is always that option
          Up the TSF! :snooker:

          Comment


          • #6
            Hmm i had a situation like this a few months ago and people that should know ('trained referee') told me that when a group of reds are clustered together they are seen as one, and as you can hit the extreme left and right of the cluster on that example it wouldn't be a free ball...confusing

            Comment


            • #7
              Originally Posted by Delphi View Post
              Hmm i had a situation like this a few months ago and people that should know ('trained referee') told me that when a group of reds are clustered together they are seen as one, and as you can hit the extreme left and right of the cluster on that example it wouldn't be a free ball...confusing
              But.....the black is in front. The black is the snookering ball as it’s closest to the cue ball in a direct line.

              Comment


              • #8
                Originally Posted by Delphi View Post
                Hmm i had a situation like this a few months ago and people that should know ('trained referee') told me that when a group of reds are clustered together they are seen as one, and as you can hit the extreme left and right of the cluster on that example it wouldn't be a free ball...confusing
                oh dear
                each Red is considered as if they were the only Red on the table, never combined
                this is not a new "rule" it has been in the books for many many years (pre1970s at least)
                Up the TSF! :snooker:

                Comment


                • #9
                  Originally Posted by Nifty50 View Post

                  But.....the black is in front. The black is the snookering ball as it’s closest to the cue ball in a direct line.
                  Delphi is describing that the Red to the left of the Black you can hit the extreme edge on the left (only), AND the Red to the right of the Black you can hit the extreme edge on the right (only), SO as a GROUP you can hit BOTH extreme edges of the GROUP of Reds so no free ball.

                  THIS IS WRONG

                  each Red is considered individually
                  Up the TSF! :snooker:

                  Comment


                  • #10
                    Originally Posted by DeanH View Post

                    Delphi is describing that the Red to the left of the Black you can hit the extreme edge on the left (only), AND the Red to the right of the Black you can hit the extreme edge on the right (only), SO as a GROUP you can hit BOTH extreme edges of the GROUP of Reds so no free ball.

                    THIS IS WRONG

                    each Red is considered individually
                    Yep understand. No free ball.

                    Comment


                    • #11
                      Originally Posted by Nifty50 View Post

                      Yep understand. No free ball.
                      ?
                      In the original scenario,and in the repeated scenario by Delphi, it is a Free ball as each Red is snookered
                      Up the TSF! :snooker:

                      Comment


                      • #12
                        Originally Posted by DeanH View Post

                        ?
                        In the original scenario,and in the repeated scenario by Delphi, it is a Free ball as each Red is snookered
                        Sorry to confuse things. Meant FREE BALL. Typed my answer too quickly lol.

                        Comment


                        • #13
                          Originally Posted by Nifty50 View Post

                          Sorry to confuse things. Meant FREE BALL. Typed my answer too quickly lol.

                          phew
                          Up the TSF! :snooker:

                          Comment


                          • #14
                            Originally Posted by Nifty50 View Post

                            Yep understand. No free ball.
                            Correction. Meant to type FREE BALL.

                            Comment


                            • #15
                              Originally Posted by DeanH View Post

                              Delphi is describing that the Red to the left of the Black you can hit the extreme edge on the left (only), AND the Red to the right of the Black you can hit the extreme edge on the right (only), SO as a GROUP you can hit BOTH extreme edges of the GROUP of Reds so no free ball.

                              THIS IS WRONG

                              each Red is considered individually
                              I actually had this scenario twice, one on a official interclub tournament where i said it's a free ball and the players of the opposite club said no, same argument, about the group seen as one.
                              If only Jan Verhaas was here to clear it up

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