June PowerChess Tournament
PowerChess Monthly Tournament – All Ages
📅 Saturday, June 21st, 2025
📍 Miller Conference Center, SLCC Miller Campus
9750 S 300 W, Sandy, UT 84070
Sections & Times
K–3 and K–6 Sections: 9:00 AM – 11:30 AM
Open Section: 9:00 AM – 1:45 PM
Tournament Format
Open Section: USCF Rated | Game/25 with 5-second delay
K–3 & K–6 Sections: USCF Rated | Game/15, no delay
Section Descriptions
K–3 Section
For beginners in Kindergarten through 3rd grade. Perfect for young players new to tournaments. No prior experience needed.K–6 Section
For beginner and intermediate players in 4th–6th grade. Advanced K–3 players may “play up” for more challenge. No experience required.Open Section
For older scholastic and adult players. Experienced K–6 players with a USCF rating may join for a higher level of play. No prior experience required for older participants.
Sections may be combined to ensure maximum play.
Prizes awarded to the top player in each section.
Registration
Early Bird: $30 – available until 11:59 PM on June 6th
Regular: $40 – from June 7th until 7:30 AM on June 21st
Onsite Registration: After 7:30 AM (includes a first-round bye to allow for timely start)
Round Schedules
K–3 & K–6 Sections
Round 1: 9:00 AM
Round 2: 9:30 AM
Round 3: 10:05 AM
Round 4: 10:35 AM
Open Section
Round 1: 9:00 AM
Round 2: 10:05 AM
Round 3: 11:10 AM
Round 4: 12:15 PM
PowerChess Monthly Tournament Rules:
1️⃣ USCF Official Rules (Open and Scholastic Sections)
The tournament will follow the United States Chess Federation (USCF) Official Rules.
Each player is responsible for knowing and following the rules outlined in the official rulebook.
2️⃣ ✍️Notation Requirement (Open Section)
Players must notate their games in the Open section.
Exceptions may be requested under Rule 15.A.1 from a Tournament Director. Players granted exceptions will have their time control reduced by 5%.
3️⃣ ✍️No Notation Required for K-3 & K-6 Sections
Players in the K-3 and K-6 sections are NOT required to notate their games.
4️⃣ Tiebreak System (Rule 34.E Variation)
The tiebreak order will be:
Solkoff
Modified Median
Cumulative
Cumulative of Opposition