2020 NCAA Basketball Tournament Bracket Projection as of
2/3/2020 ![Image result for 2020 ncaa final four logo small](data:image/png;base64,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) 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Second Round |
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Third Round |
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Sweet 16 |
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Elite 8 |
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Final Four |
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Championship |
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Final Four |
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Elite 8 |
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Sweet 16 |
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Third Round |
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Second Round |
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March 19-20 |
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March 21-22 |
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March 26-27 |
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March 28-29 |
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April 4 |
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April 6 |
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April 4 |
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March 28-29 |
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March 26-27 |
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March 21-22 |
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March 19-20 |
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1 |
Kansas |
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BAYLOR |
1 |
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16 |
UC IRVINE |
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MONMOUTH/NC A&T |
16 |
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8 |
Wichita St. |
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Houston |
8 |
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9 |
USC |
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Arkansas |
9 |
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5 |
Iowa |
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Arizona |
5 |
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12 |
Oklahoma/Richmond |
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VCU/Virginia |
12 |
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4 |
Duke |
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MICHIGAN ST. |
4 |
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13 |
LIBERTY |
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EAST |
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SOUTH |
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VERMONT |
13 |
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6 |
Colorado |
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New York City,NY |
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Houston, TX |
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Penn St. |
6 |
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11 |
ETSU |
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Florida |
11 |
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3 |
Villanova |
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Butler |
3 |
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14 |
LITTLE ROCK |
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WRIGHT ST. |
14 |
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7 |
BYU |
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Rutgers |
7 |
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10 |
Mississippi St. |
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National Champion |
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Rhode Island |
10 |
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2 |
Maryland |
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LOUISVILLE |
2 |
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15 |
WILL & MARY |
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S. DAKOTA ST. |
15 |
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1 |
SAN DIEGO ST. |
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GONZAGA |
1 |
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16 |
E. WASHINGTON |
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TEX SOUTHERN/R. MORRIS |
16 |
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8 |
Texas Tech |
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Ohio St. |
8 |
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9 |
Michigan |
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Stanford |
9 |
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5 |
Auburn |
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LSU |
5 |
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12 |
SF AUSTIN |
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TULSA |
12 |
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4 |
Florida St. |
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Creighton |
4 |
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13 |
N MEXICO ST. |
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WEST |
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MIDWEST |
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LA TECH |
13 |
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6 |
Illinois |
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Los
Angelas, CA |
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Indianapolis, IN |
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Marquette |
6 |
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11 |
N. IOWA |
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YALE |
11 |
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3 |
OREGON |
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West Virginia |
3 |
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14 |
BOWLING GREEN |
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COLGATE |
14 |
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7 |
Kentucky |
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Wisconsin |
7 |
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10 |
Indiana |
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St. Mary's |
10 |
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2 |
SETON HALL |
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DAYTON |
2 |
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© 2012-2013 Vertex42 LLC |
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15 |
WINTHROP |
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MURRAY STATE |
15 |
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| ALL CAPS (BLUE)= AUTO BID |
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italic=last 4 in |
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Last 4 Byes |
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1st 4 Out |
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Indiana |
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1 |
Minnesota |
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Rhode Island |
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2 |
Georgetown |
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Mississippi St. |
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3 |
Xavier |
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Florida |
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4 |
Purdue |
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Last 4 IN |
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Next 4 Out |
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Oklahoma |
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5 |
Utah St. |
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VCU |
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6 |
Arizona St. |
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Richmond |
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7 |
Memphis |
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Last In |
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Virginia |
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8 |
Texas |
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