This is for the 2011/2012 season.
Click here
for the current season.
Showing how all these past rankings match the wins and losses that occurred
since the rankings came out.
10/721 (for example) means 72.1% of the winners since this ranking came out are ranked higher by this ranking than the games' losers, and this ranking had the 10th highest such percentage for the week.
See explanation.
Click here for wins predicted on all the teams.
Data is from Kenneth Massey's College Basketball Ranking Comparison
Overall System - CurWeek Week18 Week17 Week16 Week15 Week14 Week13 Week12 Week11 Week10 Week9 Week8 Week7 Week6 Week5 Week4 Week3 Week2 Week1 Week0
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1/549 KRA - 18/547 4/550 2/550 7/549 19/548 12/547 3/548
2/549 WIL - 17/547 6/550 9/549 3/550 14/548 2/549 6/547 8/546 8/547 10/547 15/547 2/549 18/542
3/549 COL - 4/549 8/550 19/548 4/550 1/551 3/548 29/545 12/545
4/549 Consensus - 19/547 9/549 11/549 6/550 11/549 7/548 35/544 27/544 46/543 21/546 14/547 17/545 17/542 12/542 11/541 12/537 7/540 9/538 9/540
5/549 SE - 16/547 7/550 7/549 10/549 13/548 27/546 5/547 15/545 5/547 36/545 32/545 35/541 29/540 27/539 25/536 18/530 13/532 7/538
6/549 WOL - 5/549 14/549 4/549 17/548 25/548 33/546 24/545 11/546 21/545 38/545 42/544 37/540 32/539 25/540
7/549 DOL - 22/547 3/550 8/549 15/548 4/550 17/547 1/548 1/548 1/549 7/547 6/548 5/548 8/543 21/540
8/549 MB - 32/547 25/548 5/549 1/551 27/547 10/548 2/548 6/547 22/544 13/546 4/548 3/549 19/542 17/541 19/538 19/530
9/549 TMR - 39/546 11/549 16/548 2/550 17/548 9/548 16/546 18/545 40/543 39/545 31/545 33/542 31/540 20/541 5/543 17/531 14/530 14/537 6/541
10/548 HAT - 11/548 12/549 14/548 9/549 21/548 28/546 20/546 20/545 28/544 12/546 7/548
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11/548 WOB - 35/546 2/550 24/547 8/549 15/548 8/548 14/546
12/548 PGH - 28/547 5/550 34/546 5/550 3/550 14/547 9/546 4/547 7/547 20/546 21/546 23/544 25/541 10/542 13/541 8/540 5/540 6/540 11/539
13/548 RTP - 8/548 22/548 3/549 35/547 56/544 46/544 26/545 13/545 4/548 15/546 27/545 25/544 3/544 11/542 10/541 11/538 4/540 10/538 7/541
14/548 CRO - 6/548 23/548 6/549 36/547
15/548 RTB - 9/548 13/549 21/548 22/548 2/550 31/546 22/545 16/545 37/543 29/545 28/545 20/545 15/542 22/540 17/539
16/548 USA - 29/547 26/548 10/549 19/548 47/545 47/544 34/544 7/547 25/544 27/546 35/544 24/544 4/544 13/542 3/543 3/542 1/542 3/541 2/543
17/548 BBT - 43/546 21/548 12/548 11/549 51/545 18/547 23/545 36/543 33/543
18/548 KOS - 3/549 18/548 33/546 23/548 22/548 30/546 48/542 21/545 38/543 44/544 39/544 30/540
19/548 SEL - 13/548 10/549 41/546 16/548 18/548 21/547 13/546 3/547 2/548 2/548 25/546
20/548 ADE - 10/548 33/547 27/547 20/548 42/546 39/545 11/546 48/541 39/543 45/544 30/545 38/540 35/533 34/535 24/537
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21/547 AP - 30/547 19/548 22/548 24/548 29/547 45/544 44/543 23/545 15/545 14/546 37/544 22/544 5/544 5/543 4/543 7/541 3/540 2/541 1/543
22/547 CJB - 7/548 20/548 13/548 45/545 45/545 38/545 25/545 19/545 44/543 1/548 10/547 30/543 24/541 15/541 20/538
23/547 RPI - 25/547 17/548 25/547 27/547 6/549 26/546 15/546 26/544 42/543
24/547 MAS - 41/546 36/547 20/548 12/549 23/548 5/548 4/548 9/546 32/544 16/546 16/547 9/546 23/541 6/543 12/541 13/537 10/535 1/542 3/542
25/547 BUR - 31/547 24/548 30/547 13/548 39/546 16/547 37/544 33/543 29/544 17/546 17/547 13/545
26/547 RTR - 20/547 16/548 29/547 28/547 5/549 24/546 12/546 24/544 45/543 48/538 43/541 36/541 36/533 30/539 26/535 20/528
27/547 RTH - 21/547 35/547 36/546 14/548 12/549 19/547 19/546 2/547 16/545 9/547 11/547 26/544 28/540 23/540
28/547 TW - 45/545 28/548 18/548 32/547 24/548 51/543 45/543 44/542 13/545
29/547 MSX - 23/547 48/545 15/548 26/547 10/549 25/546 40/544 17/545 20/545 32/545
30/547 STH - 14/548 34/547 43/546 38/546 32/547 23/547 36/544 30/544 24/544 25/546
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31/547 KPK - 33/547 32/547 28/547 42/546 8/549 6/548 27/545 42/542 3/548 3/548 3/548 6/547 7/543 18/541 18/539 16/532
32/547 SFX - 50/544 57/542 1/554 49/545 38/546 1/551
33/547 OMY - 37/546 30/547 44/545 25/547 28/547 13/547 38/544 35/543 17/545 33/545 24/546 10/546 10/543 4/543
34/546 BNM - 36/546 37/547 17/548 51/545 48/545 4/548 10/546 5/547 10/546 6/547 44/541 28/543 12/543 8/542 23/537
35/546 DC - 27/547 43/546 40/546 34/547 43/545
36/546 SAG - 38/546 27/548 47/545 41/546 40/546 40/545 32/544 46/541 49/542 37/545 29/545 16/545 14/542 26/539 14/540 14/535 11/534 11/537 10/540
37/546 BOB - 24/547 41/546 42/546 44/546 36/546 11/548 33/544 37/543 14/545 34/545 20/547 8/547 21/541 24/540
38/546 DES - 51/544 38/546 31/547 39/546 58/544 48/544 17/546 34/543 27/544 23/546 33/545 15/545 11/543 7/543 2/543 5/541 9/538 5/540 8/540
39/546 DCI - 49/544 42/546 37/546 30/547 9/549 15/547 31/544 22/545 18/545 24/546 1/550 1/550 1/547 1/545
40/546 SPW - 15/547 53/544 35/546 43/546 7/549 34/545 18/546 29/544 9/546
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41/546 7OT - 42/546 50/545 50/544 21/548 57/544 50/544
42/545 WLK - 48/545 39/546 51/544 40/546 55/544 35/545 53/541 43/542 36/543 11/546 18/547 19/545
43/545 DUN - 47/545 52/544 39/546 48/545 37/546 44/544 28/545 49/540 43/543 43/544 41/544 29/543 26/541 9/542 7/542 4/541
44/545 PTS - 44/546 55/543 38/546 54/544 26/548 36/545 52/541 45/542 31/544 22/546 13/547 31/543 22/541 16/541 15/540
45/545 DOK - 53/544 45/545 49/545 46/545 44/545 42/545 41/544 39/542 41/543 28/546 9/547 11/546 9/543 19/541 21/538 15/535 12/533 13/537 13/537
46/545 MOR - 54/544 40/546 52/544 50/545 30/547 20/547 30/544 47/541 50/541 46/543 8/548 12/545 2/544 3/543 9/542 2/542 6/540 8/538 12/538
47/545 RT - 52/544 46/545 45/545 56/544 54/544 37/545 43/543 25/544 19/545 31/545 2/548 27/543 13/543 32/538 6/543 10/539 15/526
48/544 EBP - 46/545 56/543 54/543 31/547 34/546
49/544 PIG - 61/543 49/545 46/545 47/545 16/548 32/546 49/542 50/540 51/540 47/543 40/544 7/547 16/542 2/544 1/545 1/543 2/542 4/540 4/542
50/544 LMC - 57/543 44/545 48/545 55/544 35/546 41/545 42/544 31/544 34/543 4/548 5/548 18/545
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51/544 TBD - 60/543 47/545 57/542 33/547 53/544
52/544 NOL - 56/544 54/543 55/543 53/545 59/544 53/543 50/542 32/544 12/545 40/544 34/545 32/542 33/539 28/539
53/542 CNG - 55/544 58/542 56/542 58/542 49/545 49/544 39/544 41/542 23/544 19/546
54/542 POM - 58/543 59/542 58/542 57/543 52/545 54/543 51/542 51/540 47/542 18/546 26/545 34/542 20/541 31/538 16/540 9/539 8/539 12/537 5/542
55/514 REW - 1/549 15/548 18/548 41/546 8/546 14/545 5/547
56/514 BIH - 26/547 1/551 32/546 33/546 7/546 11/546 26/546 23/546 4/548 27/540 29/539
57/514 BPI - 2/549 31/547 23/547
58/513 LYN - 12/548 29/547 26/547
59/511 REI - 51/544 53/543 37/546 46/545 52/543 46/542 38/543 48/542 41/544 19/547 14/545
60/454 CPR - 59/543 29/547 31/547 29/546 40/542 30/544 30/545 38/544
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61/452 CPA - 62/541 52/545 50/545 43/544 10/546 35/543 42/544 12/547
62/342 HKB - 34/547 21/546 28/544 6/547 8/547 22/546 21/545 6/544 14/542 8/542 6/541
63/341 ROG - 40/546 20/548 22/547 47/542 26/544 35/545 36/544
64/ 0 BLS -
65/ 0 D1A -
66/ 0 KBM -
67/ 0 EBB - 49/538 45/538 39/538 34/538 33/538 22/538
68/ 0 JEN -
69/ 0 TPR -
70/ 0 DII -
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70 Count - 0 62 59 58 58 59 54 53 51 51 49 45 39 36 34 26 20 15 14 13
481 Average - 546 547 547 547 547 546 545 544 544 545 546 544 541 541 540 537 537 539 541
165 StdDev - 2 2 2 2 2 2 2 2 2 2 2 3 3 2 3 4 5 2 2
341 Minimum - 541 542 542 542 544 543 541 540 540 538 538 538 533 535 535 528 526 537 537
546 Median - 547 547 547 547 547 546 545 544 544 546 546 545 542 541 541 539 539 538 541
549 Maximum - 549 551 554 551 551 551 548 548 549 548 550 550 547 545 545 543 542 542 543
208 Range - 8 9 13 9 7 8 7 8 9 11 13 13 14 10 10 14 17 5 6
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Overall System - CurWeek Week18 Week17 Week16 Week15 Week14 Week13 Week12 Week11 Week10 Week9 Week8 Week7 Week6 Week5 Week4 Week3 Week2 Week1 Week0
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