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NAQT SCT at Stanford (2/3/18)

Fri Dec 01, 2017 12:30 am

I am pleased to announce that the northern California site of the NAQT Sectional Championship Tournament will take place on February 3, 2018.

Location: This tournament will take place at Stanford University. Tournament games will take place in Old Union (Division I) and Huang (Division II). Check-in will be at 9:30 in Old Union 215.


Base fees: $125 for the first team from a school; $100 for second or subsequent teams


$10 discount per working buzzer system (must accommodate at least eight players)

$30 discount per experienced moderator

$20 discount (per team) for schools new to quizbowl (neither competed in nor hosted SCT in 2016 or 2017)

$20 discount (per team) for teams that travel 60 or more miles one-way (distance measured from your campus to Stanford by Google Maps)

Payment will be taken at check-in on February 3rd.

How to register: This tournament uses NAQT's online registration system. Register here.

Current field

Re: NAQT SCT at Stanford (2/3/18)

Wed Jan 10, 2018 2:14 pm

Please note that the location of the 2018 northern California SCT will now be at Stanford.

Re: NAQT SCT at Stanford (2/3/18)

Fri Feb 02, 2018 1:35 am

Details for Saturday have been emailed to the registered teams. Check-in is at 9:30 in Old Union 215.

Re: NAQT SCT at Stanford (2/3/18)

Sat Feb 03, 2018 6:37 pm

Stats as of mid-afternoon (these are updated through round 7 in Division I and through round 5 in Division II).

Re: NAQT SCT at Stanford (2/3/18)

Sat Feb 03, 2018 7:59 pm

Through double round-robin in Division I:

Berkeley A 10-0
Berkeley B 7-3
Stanford A 7-3
Sacramento State 2-6
Berkeley C 0-8

Re: NAQT SCT at Stanford (2/3/18)

Mon Feb 05, 2018 3:22 pm

Congratulations to Berkeley A, who went undefeated to win Division I, and Berkeley D, who defeated Stanford B in a one-game final to win Division II.

Complete team and individual statistics may be found here.

My thanks to Jennie Yang of Stanford for hosting, and to all the staff who made this tournament possible!
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