| Team Champion |
| School |
Game 1 |
Game 2 |
Game 3 |
Total |
| Freeport |
687 |
710 |
711 |
2108 |
|
| Individual Champions |
| Award |
Name |
Grade |
School |
Game 1 |
Game 2 |
Game 3 |
Total |
| 1 |
Dahle, Ben |
7 |
Loves Park Harlem |
226 |
212 |
248 |
686 |
| 2 |
Dhuse, Caston |
7 |
Ottawa Wallace |
191 |
183 |
279 |
653 |
| 3 |
Huffman, Dawson |
8 |
Ladd |
215 |
237 |
161 |
613 |
| 4 |
Thinnes, Andrew |
8 |
Freeport |
163 |
198 |
217 |
578 |
| 5 |
Thumm, Bentley |
7 |
Ottawa Wallace |
213 |
194 |
169 |
576 |
| 6 |
Blunt, Jaxon |
8 |
Freeport |
191 |
204 |
168 |
563 |
| 7 |
Beach, Lathan |
8 |
Freeport |
179 |
176 |
167 |
522 |
| 8 |
Plowman, Cody |
6 |
Freeport Carl Sandburg |
143 |
177 |
192 |
512 |
| 9 |
West, Zakk |
8 |
Oregon JHS |
139 |
201 |
169 |
509 |
| 10 |
Hunt, Owyn |
5 |
Freeport Carl Sandburg |
175 |
183 |
150 |
508 |
|
Sectional Tiebreakers
1. Ties in team competition will only be broken for 1st place and the last qualifying spot. The following tiebreaker procedure must be followed:
a. The team with the highest third game advances.
b. In the event a tie still exists, it will be broken by looking at which team has the highest second game score and, if needed, the highest first game score.
2. Ties in individual competition will only be broken for 1st place and the last qualifying spot. The following tiebreaker procedure must be followed:
a. The individual with the highest third game advances.
b. In the event a tie still exists, it will be broken by looking at which individual has the highest second game score and, if needed, the highest first game score.
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