Olympia Fall Hat League (2014)

Event Type
Hat League
Event Start
Event End


This is the eigth annual fall hat league in Olympia. This league will be somewhat more competitive than the spring league in Olympia.



Online registration is now open!



WHO -Anyone 16 or older who wants play Ultimate! This is a "competitive league"
and is recommended that players have an understanding of the flow of the game and a moderate fitness level. 

*If are a new or very inexperienced player please e-mail the league coordinator before signing up.

WHAT- Ultimate Frisbee. Games to 19. We will play by the 11th Edition rules.

WHERE- The Regional Athletic Complex (RAC) in Lacey. 8345 Steilacoom Road SE (corner of Steilacoom and Marvin Road SE). We will set up 2 Ultimate fields under the lights on the field-turf soccer pitch near the north end of the facility.

WHEN- Each Monday starting September 22 through November 17 from 7:00-9:00 PM. (Games WILL START right at 7:00 so strive to arrive as soon as you can)
This is a 9 week season. 1 preseason game, 6 Regular season games with a 2 week playoff.

HOW MUCH- League Registration is $38.05 (includes sales tax).

HOW DO I SIGN UP? You can register through DiscNW.Org under Olympia Fall Hat League - https://www.discnw.org/events/OlympiaFallHat/

If you have any questions, comments, concerns please e-mail olympia.hat@discnw.org or contact Kyler Stewart, Stewart.kyler@gmail.com


The 11th Edition of the Rules of Ultimate will be used for this league.

The DiscNW Hat Event Policy applies to this league.  All players must be at least 18 years old to participate.

Please always follow the directions of the League Coordinators regarding field layout, park rules, and DiscNW policies.

Please start and end your game on time!!

Games are to 19. 

There is no soft cap.  The hardcap will be on at 8:15 each night.  When the cap goes on finish the current point according to 11th Edition Rules.  If one team is winning by two or more then the game is over.  If not add one to the highest score and play to that point total.