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2026 NCAA Men's Basketball Tournament

 1 Duke 1 Duke
98.5%
        NCAA 2026       1 Arizona
100%
Arizona  1
16 Siena 1 Duke
98.5%
1 Arizona
89.7%
LIU 16
 8 Ohio St. 9 TCU
48.5%
9 Utah State
85.3%
Villanova  8
 9 TCU   1 Duke
88.2%
1 Arizona
86.8%
  Utah State  9
 5 St Johns 5 St Johns
86.8%
12 High Point
13.2%
Wisconsin  5
12 Northern Iowa 5 St Johns
52.9%
    4 Arkansas
58.8%
High Point 12
 4 Kansas 4 Kansas
91.2%
4 Arkansas
80.9%
Arkansas  4
13 Cal Baptist   2 UCONN
17.7%
1 Arizona
77.9%
  Hawaii 13
 6 Louisville 6 Louisville
51.5%
  11 Texas
35.3%
BYU  6
11 South Florida 3 Michigan St.
72.1%
      11 Texas
11.8%
Texas 11
 3 Michigan St. 3 Michigan St.
94.1%
Current Games Played As of 3 Gonzaga
98.5%
Gonzaga  3
14 North Dakota St.   2 UCONN
51.5%
Oct 1, 2026 10:00:11 PM MDT 2 Purdue
61.8%
  Kennesaw St. 14
 7 UCLA 7 UCLA
54.4%
  7 Miami (FL)
47.1%
Miami (FL)  7
10 UCF 2 UCONN
92.7%
    Champion     2 Purdue
86.8%
Missouri 10
 2 UCONN 2 UCONN
98.5%
1 Michigan
13.2%
2 Purdue
97.1%
Purdue  2
15 Furman   2 UCONN
5.9%
  1 Michigan
20.6%
  Queens 15
 1 Florida 1 Florida
98.5%
Combined Final Score 1 Michigan
98.5%
Michigan  1
16 Prairie View A&M 9 Iowa
4.4%
  132
1.5%
  1 Michigan
94.1%
Howard 16
 8 Clemson 9 Iowa
60.3%
  9 Saint Louis
48.5%
Georgia  8
 9 Iowa   9 Iowa
1.5%
1 Michigan
85.3%
  Saint Louis  9
 5 Vanderbilt 5 Vanderbilt
77.9%
  5 Texas Tech
77.9%
Texas Tech  5
12 McNeese 4 Nebraska
27.9%
      4 Alabama
39.7%
Akron 12
 4 Nebraska 4 Nebraska
86.8%
4 Alabama
92.7%
Alabama  4
13 Troy   3 Illinois
11.8%
1 Michigan
57.4%
  Hofstra 13
 6 North Carolina 11 VCU
35.3%
6 Tennessee
72.1%
Tennessee  6
11 VCU 3 Illinois
79.4%
    6 Tennessee
23.5%
Miami (OH) 11
 3 Illinois 3 Illinois
98.5%
3 Virginia
95.6%
Virginia  3
14 Penn   3 Illinois
25%
6 Tennessee
4.4%
  Wright St. 14
 7 Saint Marys 10 Texas A&M
47.1%
7 Kentucky
69.1%
Kentucky  7
10 Texas A&M 2 Houston
94.1%
    2 Iowa St.
83.8%
Santa Clara  10
 2 Houston 2 Houston
100%
2 Iowa St.
95.6%
Iowa St.  2
15 Idaho     Tennessee St. 15
Percentages = Percent of players in the pool with the same pick