Civics 2024 US Presidential Election Forecast: Difference between revisions
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| bgcolor=#B0CEFF|9992 (99.9%) |
| bgcolor=#B0CEFF|9992 (99.9%) |
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| bgcolor=#B0CEFF|8 (0.1%) |
| bgcolor=#B0CEFF|8 (0.1%) |
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| bgcolor=#B0CEFF|Safe Harris |
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| bgcolor=#B0CEFF|District of Columbia |
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| bgcolor=#B0CEFF|10000 (100%) |
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| bgcolor=#B0CEFF|0 (0.0%) |
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| bgcolor=#B0CEFF|Safe Harris |
| bgcolor=#B0CEFF|Safe Harris |
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| bgcolor=#FFB6B6|8905 (89.0%) |
| bgcolor=#FFB6B6|8905 (89.0%) |
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| bgcolor=#FFB6B6|Likely Trump |
| bgcolor=#FFB6B6|Likely Trump |
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| bgcolor=#B0CEFF|Maine At-Large |
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| bgcolor=#B0CEFF|8046 (80.5%) |
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| bgcolor=#B0CEFF|1954 (19.5%) |
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| bgcolor=#B0CEFF|Likely Harris |
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| bgcolor=#B0CEFF|Maine First District |
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| bgcolor=#B0CEFF|9988 (99.8%) |
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| bgcolor=#B0CEFF|12 (0.1%) |
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| bgcolor=#B0CEFF|Safe Harris |
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| bgcolor=#FFB6B6|Maine Second District |
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| bgcolor=#FFB6B6|702 (7.0%) |
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| bgcolor=#FFB6B6|9298 (93.0%) |
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| bgcolor=#FFB6B6|Likely Trump |
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| bgcolor=#B0CEFF|Maryland |
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| bgcolor=#B0CEFF|9997 (100%) |
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| bgcolor=#B0CEFF|3 (0.0%) |
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| bgcolor=#B0CEFF|Safe Harris |
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| bgcolor=#B0CEFF|Massachusetts |
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| bgcolor=#B0CEFF|9999 (100%) |
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| bgcolor=#B0CEFF|1 (0.0%) |
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| bgcolor=#B0CEFF|Safe Harris |
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| bgcolor=#FFB6B6|8905 (89.0%) |
| bgcolor=#FFB6B6|8905 (89.0%) |
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| bgcolor=#FFB6B6|Likely Trump |
| bgcolor=#FFB6B6|Likely Trump |
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| bgcolor=#B0CEFF|Maine At-Large |
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| bgcolor=#B0CEFF|8046 (80.5%) |
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| bgcolor=#B0CEFF|1954 (19.5%) |
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| bgcolor=#B0CEFF|Likely Harris |
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Revision as of 04:08, 13 August 2024
All states
State | Simulations Harris Won | Simulations Trump Won | Rank |
---|---|---|---|
Alabama | 6 (0.1%) | 9994 (99.9%) | Safe Trump |
Arkansas | 11 (0.1%) | 9989 (99.9%) | Safe Trump |
Alaska | 65 (0.7%) | 9935 (99.3%) | Safe Trump |
Arizona | 4976 (49.8%) | 5024 (50.2%) | Toss Up |
California | 9994 (99.9%) | 6 (0.1%) | Safe Harris |
Colorado | 9919 (99.2%) | 81 (0.8%) | Safe Harris |
Connecticut | 9980 (99.8%) | 20 (0.2%) | Safe Harris |
Delaware | 9992 (99.9%) | 8 (0.1%) | Safe Harris |
District of Columbia | 10000 (100%) | 0 (0.0%) | Safe Harris |
Florida | 1657 (16.6%) | 8343 (83.4%) | Likely Trump |
Georgia | 4963 (49.6%) | 5037 (50.4%) | Toss Up |
Hawaii | 9988 (99.9%) | 12 (0.1%) | Safe Harris |
Idaho | 12 (0.1%) | 9988 (99.9%) | Safe Trump |
Illinois | 9984 (99.8%) | 16 (0.2%) | Safe Harris |
Indiana | 35 (0.3%) | 9965 (99.7%) | Safe Trump |
Iowa | 441 (4.4%) | 9559 (95.6%) | Safe Trump |
Kansas | 3 (0.0%) | 9997 (100%) | Safe Trump |
Kentucky | 3 (0.0%) | 9997 (100%) | Safe Trump |
Louisiana | 2 (0.0%) | 9998 (100%) | Safe Trump |
Ohio | 1095 (11.0%) | 8905 (89.0%) | Likely Trump |
Maine At-Large | 8046 (80.5%) | 1954 (19.5%) | Likely Harris |
Maine First District | 9988 (99.8%) | 12 (0.1%) | Safe Harris |
Maine Second District | 702 (7.0%) | 9298 (93.0%) | Likely Trump |
Maryland | 9997 (100%) | 3 (0.0%) | Safe Harris |
Massachusetts | 9999 (100%) | 1 (0.0%) | Safe Harris |
States considered competitive/swing
State | Simulations Harris Won | Simulations Trump Won | Rank |
---|---|---|---|
Arizona | 4976 (49.8%) | 5024 (50.2%) | Toss Up |
Florida | 1657 (16.6%) | 8343 (83.4%) | Likely Trump |
Georgia | 4963 (49.6%) | 5037 (50.4%) | Toss Up |
Iowa | 441 (4.4%) | 9559 (95.6%) | Safe Trump |
Ohio | 1095 (11.0%) | 8905 (89.0%) | Likely Trump |
Maine At-Large | 8046 (80.5%) | 1954 (19.5%) | Likely Harris |
FAQ
How does it work?
The model calculates how likely a state is to vote for a candidate based on several factors:
- The average base odds for a state, calculated using five different forecast models (Cook, Sabato, RCP, FiveThirtyEight, and JHK Forecasts) as well as Polymarket's betting odds.
- Most recent 10 polls from at least a "B-rated" pollster, including approval rating polls of the current president, favorability polls of the incumbent president, Democratic nominee, and Republican nominee, and state-by-state match-up polls.
- Historic Senate and Presidential results going back to 1992, as well as factoring in emerging trends and historic partisan shifts.
- Presidential Primary turnout.
These are then ran through 10,000 simulations using the "Monte Carlo" method.
Is it accurate?
I have no idea lol