49.5% | Line | Break Even | Grade |
|---|
| DraftKings | -105 | 51.2% | CKansas City Chiefs (-3)| DraftKings | -105 | | Break Even | 51.2% | | Probability | 49.5% | | Grade | C |
For this to be profitable, the Kansas City Chiefs (-3) spread must be more likely than 51.2% to win. However, the calculated probability is 49.5%, less likely, giving this bet a C grade. | | Ceasers | -115 | 53.5% | FKansas City Chiefs (-3)| Ceasers | -115 | | Break Even | 53.5% | | Probability | 49.5% | | Grade | F |
For this to be profitable, the Kansas City Chiefs (-3) spread must be more likely than 53.5% to win. However, the calculated probability is 49.5%, less likely, giving this bet a F grade. |
| 50.5% | Line | Break Even | Grade |
|---|
| DraftKings | -115 | 53.5% | FSan Francisco 49ers (3)| DraftKings | -115 | | Break Even | 53.5% | | Probability | 50.5% | | Grade | F |
For this to be profitable, the San Francisco 49ers (3) spread must be more likely than 53.5% to win. However, the calculated probability is 50.5%, less likely, giving this bet a F grade. | | Ceasers | -115 | 53.5% | FSan Francisco 49ers (3)| Ceasers | -115 | | Break Even | 53.5% | | Probability | 50.5% | | Grade | F |
For this to be profitable, the San Francisco 49ers (3) spread must be more likely than 53.5% to win. However, the calculated probability is 50.5%, less likely, giving this bet a F grade. |
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