Basketball 2014-15
QuikStatsIowa
Stats
Rk Athlete
GP
GS
FGM
FGA
FGPCT
3PM
3PA
3PPCT
eFGPCT
FTM
FTA
FTPCT
1
Thomas Orness, JR G, #30

Humboldt

14 14 56 119 47.1% 35 76 46.1% 61.8% 33 39 84.6%
2
Avery Fuhs, JR G, #24

Webster City

14 13 62 137 45.3% 26 73 35.6% 54.7% 25 38 65.8%
3
Landon Rash, JR G, #32

Algona

15 15 72 151 47.7% 22 55 40.0% 55.0% 30 44 68.2%
4
Parker Truesdell, JR G, #24

Clear Lake

14 0 34 87 39.1% 19 54 35.2% 50.0% 6 8 75.0%
5
Colin Flattery, JR G, #12

St. Edmond

14 3 37 79 46.8% 22 50 44.0% 60.8% 13 18 72.2%
6
Alec Fuhs, JR G, #12

Webster City

14 14 35 74 47.3% 21 49 42.9% 61.5% 21 29 72.4%
7
Landon Daniels, JR G, #14

Webster City

14 12 17 56 30.4% 11 42 26.2% 40.2% 2 4 50.0%
8
Robert Flattery, JR F, #10

St. Edmond

14 13 40 94 42.6% 19 40 47.5% 52.7% 5 6 83.3%
9
Dayton Gooder, JR #4

Hampton-Dumont-CAL

14 0 33 78 42.3% 15 33 45.5% 51.9% 3 7 42.9%
9
Harrison Mayer, JR G, #30

St. Edmond

14 14 44 90 48.9% 9 33 27.3% 53.9% 20 31 64.5%
11
Blake Elsbecker, JR G, #12

Algona

10 0 9 23 39.1% 5 14 35.7% 50.0% 6 8 75.0%
12
Coleton Barz, JR #22

Hampton-Dumont-CAL

14 0 39 78 50.0% 4 12 33.3% 52.6% 23 32 71.9%
13
Justin Wykoff, JR G, #14

Algona

9 0 3 9 33.3% 2 8 25.0% 44.4% 0 0 0.0%
14
Quinton Nielsen, JR F, #10

Algona

15 15 10 29 34.5% 2 7 28.6% 37.9% 4 7 57.1%
15
Noah Maxheimer, JR G, #24

Clarion-Goldfield-Dows

10 0 5 11 45.5% 2 3 66.7% 54.5% 3 4 75.0%
15
Lucas Kirchoff, JR F, #4

Clear Lake

5 0 1 5 20.0% 0 3 0.0% 20.0% 0 0 0.0%
17
Austin Kuhnle, JR G, #40

Iowa Falls-Alden

12 0 4 8 50.0% 0 2 0.0% 50.0% 3 4 75.0%
17
Brandon Ausenhus, JR F, #30

Webster City

2 0 0 2 0.0% 0 2 0.0% 0.0% 1 2 50.0%
19
Jagger Olson, JR F, #42

Iowa Falls-Alden

14 14 26 47 55.3% 0 1 0.0% 55.3% 13 30 43.3%
19
Tate O'Tool, JR C, #32

St. Edmond

14 14 15 35 42.9% 0 1 0.0% 42.9% 8 12 66.7%
19
Cole Reigelsberger, JR F, #32

Webster City

2 0 0 1 0.0% 0 1 0.0% 0.0% 0 0 0.0%
19
Alex Dickinson, JR F, #50

Webster City

1 0 0 1 0.0% 0 1 0.0% 0.0% 0 0 0.0%
19
Elliott Lozano, JR #10

Webster City

2 0 0 1 0.0% 0 1 0.0% 0.0% 0 0 0.0%
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