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Contributing author Ron James runs Monte Carlo simulations to examine the risks involved in sports betting. Think you’re guaranteed to make millions if you can pick winners at a 60% rate? Think again. Read the full article -- No comments »UCLA Projected Matchup AnalysisUCLA Power Ratingsvs. 1 North Carolina Expected margin = 0 Chance of beating: 50%   vs. 16 Mt St Marys Expected margin = 16.3 Chance of beating: 96.23%   vs. 16 Coppin St Expected margin = 22 Chance of beating: 99%   vs. 8 Indiana Expected margin = 6 Chance of beating: 74.5%   vs. 9 Arkansas Expected margin = 8.5 Chance of beating: 81.13%   vs. 5 Notre Dame Expected margin = 5.7 Chance of beating: 73.53%   vs. 12 George Mason Expected margin = 11.5 Chance of beating: 87.88%   vs. 4 Washington St Expected margin = 4.4 Chance of beating: 69.3%   vs. 13 Winthrop Expected margin = 12.6 Chance of beating: 90.2%   vs. 3 Louisville Expected margin = 4.1 Chance of beating: 68.33%   vs. 14 Boise St Expected margin = 12.9 Chance of beating: 90.8%   vs. 6 Oklahoma Expected margin = 7.8 Chance of beating: 79.45%   vs. 11 St Josephs Expected margin = 8.7 Chance of beating: 81.58%   vs. 7 Butler Expected margin = 5.7 Chance of beating: 73.53%   vs. 10 South Alabama Expected margin = 9 Chance of beating: 82.25%   vs. 2 Tennessee Expected margin = 3.7 Chance of beating: 66.8%   vs. 15 American Expected margin = 14.9 Chance of beating: 94.35%   vs. 1 Kansas Expected margin = -1.3 Chance of beating: 43.5%   vs. 16 Portland St Expected margin = 13.5 Chance of beating: 92%   vs. 8 UNLV Expected margin = 8.5 Chance of beating: 81.13%   vs. 9 Kent Expected margin = 7.9 Chance of beating: 79.73%   vs. 5 Clemson Expected margin = 5 Chance of beating: 71.25%   vs. 12 Villanova Expected margin = 9.1 Chance of beating: 82.48%   vs. 4 Vanderbilt Expected margin = 8.4 Chance of beating: 80.9%   vs. 13 Siena Expected margin = 12.1 Chance of beating: 89.2%   vs. 3 Wisconsin Expected margin = 2.3 Chance of beating: 61.2%   vs. 14 CS Fullerton Expected margin = 10.9 Chance of beating: 86.53%   vs. 6 USC Expected margin = 5.1 Chance of beating: 71.58%   vs. 11 Kansas St Expected margin = 7.1 Chance of beating: 77.53%   vs. 7 Gonzaga Expected margin = 6.8 Chance of beating: 76.7%   vs. 10 Davidson Expected margin = 5.3 Chance of beating: 72.23%   vs. 2 Georgetown Expected margin = 3.6 Chance of beating: 66.4%   vs. 15 Umbc Expected margin = 13.8 Chance of beating: 92.6%   vs. 1 Memphis Expected margin = -0.3 Chance of beating: 48.5%   vs. 16 Texas Arlington Expected margin = 16.6 Chance of beating: 96.45%   vs. 8 Mississippi St Expected margin = 7.6 Chance of beating: 78.9%   vs. 9 Oregon Expected margin = 7.3 Chance of beating: 78.08%   vs. 5 Michigan St Expected margin = 5.6 Chance of beating: 73.2%   vs. 12 Temple Expected margin = 9.3 Chance of beating: 82.93%   vs. 4 Pittsburgh Expected margin = 5.6 Chance of beating: 73.2%   vs. 13 Oral Roberts Expected margin = 10 Chance of beating: 84.5%   vs. 3 Stanford Expected margin = 3.8 Chance of beating: 67.2%   vs. 14 Cornell Expected margin = 13 Chance of beating: 91%   vs. 6 Marquette Expected margin = 5 Chance of beating: 71.25%   vs. 11 Kentucky Expected margin = 10.3 Chance of beating: 85.18%   vs. 7 Miami Fla Expected margin = 8.4 Chance of beating: 80.9%   vs. 10 St Marys CA Expected margin = 8.5 Chance of beating: 81.13%   vs. 2 Texas Expected margin = 3.2 Chance of beating: 64.8%   vs. 15 Austin Peay Expected margin = 15.9 Chance of beating: 95.85%   vs. 16 Miss Valley St Expected margin = 23.3 Chance of beating: 99.42%   vs. 8 BYU Expected margin = 7 Chance of beating: 77.25%   vs. 9 Texas A&M Expected margin = 6.2 Chance of beating: 75.05%   vs. 5 Drake Expected margin = 4.9 Chance of beating: 70.93%   vs. 12 Western KY Expected margin = 8.1 Chance of beating: 80.23%   vs. 4 Connecticut Expected margin = 6.3 Chance of beating: 75.33%   vs. 13 San Diego Expected margin = 13.2 Chance of beating: 91.4%   vs. 3 Xavier Expected margin = 5.1 Chance of beating: 71.58%   vs. 14 Georgia Expected margin = 11.8 Chance of beating: 88.55%   vs. 6 Purdue Expected margin = 6.4 Chance of beating: 75.6%   vs. 11 Baylor Expected margin = 7.6 Chance of beating: 78.9%   vs. 7 West Virginia Expected margin = 5.8 Chance of beating: 73.85%   vs. 10 Arizona Expected margin = 6 Chance of beating: 74.5%   vs. 2 Duke Expected margin = 1.1 Chance of beating: 55.5%   vs. 15 Belmont Expected margin = 13.8 Chance of beating: 92.6%   |
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