Offense
Setter–Hitter Connections
Every hitter's efficiency by setter. Filter by minimum attempts to spot the strongest and weakest offensive pairings.
Strongest Connection
.472
Dsamou → Compas
220K · 36E · 390TA
Weakest Connection
.000
Smith → Weisner
17K · 17E · 80TA
Connection Matrix
Legend:<.100.100.180.250.320+
| Hitter | #3 Smith Setter · SO | #4 Dsamou Setter · FR | #8 Whiteley Setter · SO | Total |
|---|---|---|---|---|
#2 Bardin OH · SR | — no data | — no data | — no data | .000 0-0-0 |
#5 Harris OH · FR | — no data | — no data | — no data | .000 0-0-0 |
#6 Slusser OPP · SR | .261 48-18-115 | .286 172-38-469 | — no data | .281 220-56-584 |
#9 Weisner MB · SO | .000 17-17-80 | .403 162-37-310 | — no data | .321 179-54-390 |
#10 Johnson OH · FR | — no data | — no data | — no data | .000 0-0-0 |
#12 Ocampo OH · FR | — no data | — no data | — no data | .000 0-0-0 |
#14 Compas MB · JR | .097 28-19-93 | .472 220-36-390 | — no data | .400 248-55-483 |
#15 Songaila OH · SO | .251 70-28-167 | .288 260-67-671 | — no data | .280 330-95-838 |
#18 Withee OH · SR | .246 61-28-134 | .295 212-57-526 | — no data | .285 273-85-660 |
#19 Garcia OH · JR | .320 90-28-194 | .316 313-67-779 | — no data | .317 403-95-973 |
#20 Tilles MB · JR | — no data | — no data | — no data | .000 0-0-0 |
Efficiency Ranking
All setter-hitter pairs with 15+ attempts, ranked by hitting %.
| # | Setter → Hitter | K | E | TA | Hit % | Grade |
|---|---|---|---|---|---|---|
| 1 | Dsamou → Compas | 220 | 36 | 390 | .472 | Elite |
| 2 | Dsamou → Weisner | 162 | 37 | 310 | .403 | Elite |
| 3 | Smith → Garcia | 90 | 28 | 194 | .320 | Solid |
| 4 | Dsamou → Garcia | 313 | 67 | 779 | .316 | Solid |
| 5 | Dsamou → Withee | 212 | 57 | 526 | .295 | Solid |
| 6 | Dsamou → Songaila | 260 | 67 | 671 | .288 | Solid |
| 7 | Dsamou → Slusser | 172 | 38 | 469 | .286 | Solid |
| 8 | Smith → Slusser | 48 | 18 | 115 | .261 | Solid |
| 9 | Smith → Songaila | 70 | 28 | 167 | .251 | Solid |
| 10 | Smith → Withee | 61 | 28 | 134 | .246 | Solid |
| 11 | Smith → Compas | 28 | 19 | 93 | .097 | Below |
| 12 | Smith → Weisner | 17 | 17 | 80 | .000 | Below |