Tic-Tac-Toe
Arrows allowed: 3
Object: Place 3 arrows in a row in any direction
Target: Blue boxes for bowhunter equipment. Yellow circle for target equipment, or as otherwise specified by tournament manager.
Score: 10 or 0
Number Crunch
Arrows allowed: 4
Object: Add and subtract numbers hit to accomplish the exact total which matches a number drawn from a box prior to shooting. All 4 arrows must be scored. Target miss loses.
Target: Boxes for bowhunter equipment. Circles for target equipment, or as otherwise specified by tournament manager.
Score: 10 or 0
Alphabest
Arrows allowed: 4 Object: Combine letters to spell the 4-letter word which was drawn from a box prior to shooting.
Target: Boxes for bowhunter equipment. Circles for target equipment, or as otherwise specified by tournament manager.
Score: 10 or 0
Jackpot
Arrows allowed: 3
Object: Place three arrows in matching
object boxes.
Target: Boxes around object item
Score: 10 or 0 |
Dice
Arrows allowed: 4
Object: Place 2 arrows in large dice to establish a point...then place two arrows in small dice to make the same point with any combination of 2 dice...without touching the 7 circle which is automatic lose. All 4 arrows must be scored.
Target miss loses.
Score: 10 or 0
Rescue Princess Darlene
Arrows allowed: 5
Object: Hit all five knights.
Target: Knight's body, armor or shield, NOT plume, arrows, quiver or bow
Score: 2 points per knight 10 points maximum
Billiards
Arrows allowed: 8
Object: Hit all solid balls 1-7 plus 8 ball, or Hit all striped balls 9-15 plus 8 ball.
Target: All balls may be hit in any order.
Score: 1 point per ball plus 3 points for 8 ball. 8 ball is scored ONLY if 7 object balls are also hit. Score 1, 2, 3, 4, 5, 6, 7 or 10
Poker
Arrows allowed: 5
Object: Make best possible Poker hand.
Target: Defined areas on each "card"
Score:
1 pair - 3 points
2 pair - 4 points
3 of a kind - 5 points
Straight - 6 points
Flush - 7 points
4 of a kind - 8 points
Straight flush - 9 points
Royal flush - 10 points
Duplicated cards can only be used once (i.e.: Two aces of spades are not possible). |
