SCOTCH 2021 – Cancelled

This past week after extensive research and speaking with the SCOTCH 2021 Executive Board we have decided unanimously to cancel the 33rd Annual SCOTCH Tournament that was scheduled for the weekend of March, 6th 2021. This was not an easy decision for the 2021 Executive Board but we felt strongly during this unprecedented time we would not be able to fulfill our obligation of what should be expected to operate a safe and successful tournament. We understand March 2021 is 8 months away but we have researched extensively how other sporting events, conventions and large scale gatherings are preparing. From

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SCOTCH Quick Links

We’ve set up a couple of easy to remember URLs for this weekend! scotchbowling.com/map will open up an interactive venue map in Google Maps so you can find your way around! The map is also embedded on our Schedule page. scotchbowling.com/program will open a digital copy of our 2020 program (there will be a paper one in your registration bag)

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SCOTCH Text Message List

We’ve added 115 of you to our SCOTCH text message list which will be used during the tournament for news and occasional contests. If you selected no to the text list during registration, or wish to be added under a different number, text SCOTCH2020 to 833-956-8598. If you were already added, you should get a message saying that you are already subscribed. Message and data rates may apply. Approximately 10-15 msgs during tournament.

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1/19 – Scotch 9-Pin No-Tap

SCOTCH 9 Pin No Tap Sunday, January 19th 2020 $30.00 Entry Payout 1:8 3 Games 9 Pin No TapHandicap is based on 100% of 225 Registration 9:00AM-9:45AMTournament 10AM-12:00PM TOURNAMENT AVERAGES Bowler shall use their USBC or IGBO highest book average from the winter 2018-2019 season (minimum 21 games) If no winter average of 2018-2019 is available the highest book average from the Winter 2017-2018 season will be used. (minimum 21 games) If a bowlers 2017-2018 book average (minimum 21 games) is 10 pins or more than the Winter 20018-2019 league average, the highest average will be used. If there are

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