3A WaMaC · District 5
Tama South Tama 1992
11.0
Final rating
3A #38 of 63
4-5
Record
20.4 for · 17.7 against
+2.8
Margin / game
—
Playoffs
did not qualify
5.8
Season-only rating
prior removed
9
Games
0 playoff
Margin by week
Rating trend
5.6 → 11.0Schedule
Wk 1at3AWaverly-Shell Rock#1L 14-28
Sep 4 · +26.0fav no cov · over
Wk 2vs1ACedar Rapids LaSalle#34W 19-0
Sep 11 · -8.5fav cov · under
Wk 3at3AVan Horne Benton#21L 6-7
Sep 18 · +13.0fav no cov · under
Wk 4vs3AGrinnell#32L 7-27
Sep 25 · PKpush · over
Wk 5vs1ANew London-Danville#56W 41-0
Oct 2 · -23.5fav cov · over
Wk 6at3AOskaloosa#55W 34-14
Oct 9 · -14.5fav cov · over
Wk 7vs3APella#8L 22-27
Oct 16 · +21.5fav no cov · over
Wk 8at3AMarion#18L 14-50
Oct 23 · +4.0fav cov · over
Wk 9vs3AVinton-Shellsburg#53W 27-6
Oct 30 · -10.5fav cov · under
| Wk | Date | Opponent | Final rank | Line | Total | Result | ||
|---|---|---|---|---|---|---|---|---|
| 1 | Fri Sep 4 | at | 3AWaverly-Shell Rock | #1 / 63 3A | +26.0 | 37.0 | L 14-28 | fav no cov · over report |
| 2 | Fri Sep 11 | vs | 1ACedar Rapids LaSalle | #34 / 78 1A | -8.5 | 35.5 | W 19-0 | fav cov · under report |
| 3 | Fri Sep 18 | at | 3AVan Horne Benton | #21 / 63 3A | +13.0 | 34.0 | L 6-7 | fav no cov · under report |
| 4 | Fri Sep 25 | vs | 3AGrinnell | #32 / 63 3A | PK | 32.5 | L 7-27 | push · over report |
| 5 | Fri Oct 2 | vs | 1ANew London-Danville | #56 / 78 1A | -23.5 | 37.0 | W 41-0 | fav cov · over report |
| 6 | Fri Oct 9 | at | 3AOskaloosa | #55 / 63 3A | -14.5 | 34.5 | W 34-14 | fav cov · over report |
| 7 | Fri Oct 16 | vs | 3APella | #8 / 63 3A | +21.5 | 36.0 | L 22-27 | fav no cov · over report |
| 8 | Fri Oct 23 | at | 3AMarion | #18 / 63 3A | +4.0 | 36.0 | L 14-50 | fav cov · over report |
| 9 | Fri Oct 30 | vs | 3AVinton-Shellsburg | #53 / 63 3A | -10.5 | 34.0 | W 27-6 | fav cov · under report |
Lines are what the model would have published before each week, from the team's side. Opponent rank is that opponent's final power rank within its class that season. Scores come from newspaper archives and can be wrong.