Warner Monarchs

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DateTimeOpponentLocationScoresW/L*Seed Pts.Opp. W-L
Aug 276:30 PM CT Aberdeen Christian Warner25-18, 25-7, 25-12W4714-8
Sep 016:30 PM CT Webster Area Warner25-18, 25-18, 25-13W4910-6
Sep 036:30 PM CT Leola/Frederick Area Warner25-3, 25-9, 25-10W414-18
Sep 086:30 PM CT Miller Warner25-15, 25-19, 25-15W467-13
Sep 106:00 PM CT Northwestern Mellette25-21, 25-18, 25-12L3923-1
Sep 125:15 Faulkton Area Warner25-20, 25-14, 25-11W5015-5
Sep 146:30 PM Wolsey-Wessington Warner25-11, 25-7, 25-8W479-8
Sep 156:30 PM Ipswich Ipswich16-25, 25-20, 11-25, 19-25W5019-5
Sep 226:00 PM CT Groton Area Groton6-25, 6-25, 8-25W466-14
Sep 296:30 PM CT Aberdeen Roncalli Warner22-25, 21-25, 25-14, 25-15, 15-4W5217-5
Oct 016:30 PM CT Herreid/Selby Area Warner25-8, 25-18, 25-12W4710-8
Oct 066:30 PM Hitchcock-Tulare Warner25-16, 25-20, 25-14W5015-4
Oct 104:00 PM CT Parker Chester16-25, 25-22, 16-25, 18-25W4916-7
Oct 136:30 PM CT Redfield Warner25-14, 25-12, 25-19W4911-9
Oct 156:30 PM CT Faulkton Area Faulkton20-25, 17-25, 25-21, 19-25W5015-5
Oct 176:30 PM CT North Central Bowdle15-25, 13-25, 9-25W4410-11
Oct 235:00 PM CT Mobridge-Pollock Mobridge14-25, 26-28, 5-25W4916-6
Oct 241:00 PM Hitchcock-Tulare Tulare25-22, 19-25, 25-21, 17-25, 10-15W5015-4
Oct 266:00 PM CT Aberdeen Roncalli Aberdeen14-25, 25-22, 22-25, 25-16, 13-15W5217-5
Oct 276:30 PM CT Langford Area Langford17-25, 17-25, 13-25W448-15
^ Match not included in school's win-loss record when calculating seed points average

Home Match    Away Match    Tournament Match

Seed Points Average
  47.550  

* Seed points awarded based on opponent's win percentage (opponent's wins divided by opponent's number of matches played):
Opp. Win Pct.
.750 and above
.500 - .749
.250 - .499
.249 and below
Pts. for Win
50
47
44
41
Pts. for Loss
39
36
33
30
  • Matches against non-varsity opponents do not count towards seed points
  • Two (2) points added for each match played against an opponent from one (1) classification higher
  • Three (3) points added for each match played against an opponent from two (2) classifications higher