10/01/ 2012 Presidential True Vote/Election Fraud Simulation Model:Obama 325 EV; 100% Win Probability
Oct. 1, 2012
The 2012 Presidential True Vote and Monte Carlo Simulation Forecast Model uses two forecast methods. The Monte Carlo Electoral Vote Simulation is based on the latest state polls. The True Vote Model calculates vote shares based on a feasible estimate of new and returning 2008 voters and corresponding vote shares. The model is updated periodically for the latest state and national polls. The projections assume the election is held on the latest poll date.
Obama’s EXPECTED electoral vote, based on the latest state polls, decreased to 325 from 342 last week. His projected SNAPSHOT EV is 332 (simple sum of the electoral votes in the states he is leading). The expected electoral vote is the product sum (state win probability times electoral vote). If the election were held today, the Monte Carlo electoral vote simulation indicates that Obama would have a 100% probability of winning as he won all 500 election simulation trials.
Obama’s 48.6-44.6% margin in the weighted state pre-election polls is very close to his 49.0-45.3% lead in the RCP national average – a joint confirmation. His lead dropped 2 points to 49-45% in the 5-day Gallup RV tracking poll. But surprisingly, he has taken a 50-47% lead in the 3-day Rasmussen LV tracking poll.
2004 and 2008 Election Models
The 2004 model matched the unadjusted exit polls. Kerry had 51.7% and 337 electoral votes. But the election was stolen. Kerry had 48.3% recorded. View the 2004 Electoral and popular vote trend
The 2008 model exactly matched Obama’s 365 EV. The national model exactly matched his official recorded 52.9% share; the state model projected 53.1%. His official margin was 9.5 million votes. But Obama had 58.0% in the unadjusted, weighted state exit poll aggregate (83,000 respondents) which exactly matched the True Vote Model. His 23 million vote margin was too big to steal. This is the whopper no one in the media talks about: Obama had 61% in the unadjusted National Exit Poll (17,836 respondents). View the 2008 Electoral and popular vote trend
Approximately 7% of voters are undecided and may hold the key to the election. I suspect they are mostly Democrats disillusioned with Obama but scared by Romney and Ryan. The model currently assumes an equal split of the undecided vote. If undecided voters break for Obama, he will be in a commanding position to win re-election.
The Likely Voter (LV) polls anticipate the inevitable election fraud reduction in Obama’s estimated 56.3% True Vote share and 402 electoral votes.
The source of the polling data is the Real Clear Politics (RCP) website. The simulation uses the latest state polls. Recorded 2008 vote shares are used for states which have not yet been polled.
UVA = undecided voter allocation = 50/50%
True Vote Model Obama Romney
True Vote...... 56.3% 43.7% (see model)
Expected EV.... 402 136 EV = sum(state win prob (i) * EV(i)), i=1,51
Snapshot EV.... 410 128 Sum of state EV
EV Win Prob.... 100% 0%
Average........ 48.6% 44.6% (state vote-weighted average)
Projection..... 52.0% 48.0% (RCP Polls + UVA)
Pop. Win Prob.. 90.2% 9.8% (3.0% MoE)
Expected EV.... 325.3 212.7 EV = sum(state win prob(i) * EV(i)), i=1,51
Snapshot EV.... 332 206 Sum of winning state electoral votes
Average........ 49.9% 45.3% (RCP poll average)
Projection..... 51.8% 48.2% (RCP polls + UVA)
Pop. Win Prob.. 96.5% 3.5% (2.0% MoE)
Gallup......... 49% 45% (3050 RV sample, 2.0% MoE)
Rasmussen...... 50% 47% (1500 LV sample, 3.0% MoE)
Monte Carlo Simulation (500 Election trials)
Projection..... 52.0% 48.0% (RCP state polls + UVA)
Mean EV........ 324.9 213.1 (average of 500 election trials)
Maximum EV..... 368 170
Minimum EV..... 284 254
EV Win Prob.... 100% 0% (500 wins/500 election trials)
Polling samples are based on prior election recorded votes – not the previous True Vote or unadjusted exit poll. Likely voter (LV) polls discount the pervasive systematic fraud factor. They are traditionally excellent predictors of the recorded vote – which always understate the Democratic True Vote.
In the six presidential elections from 1988-2008, the Democrats won the average recorded vote by 48-46%. But they led both state and national exit polls by 52-42%. There were approximately 375,000 respondents in the 274 state polls and 90,000 respondents in the six national polls. Overall, an extremely low margin of error.
This graph summarizes the discrepancies between the1988-2008 State Exit Polls vs. the corresponding Recorded Votes
Based on the historical record, Obama’s True Vote share is about 4-5% higher than the latest polls indicate. It is a certainty that he will lose millions of votes on Election Day to fraud. The only question is: Will he overcome the systemic fraud factor? As of today, it appears he will.
The 2008 True Vote Model (TVM) determined that Obama won in a landslide by 58-40.3%. Based on the historical red-shift, he needs at least a 55% True Vote share to overcome the systemic 5% fraud factor. The TVM was confirmed by the unadjusted state exit poll aggregate: Obama had an identical 58-40.5% margin (83,000 respondents). He won unadjusted National Exit Poll (17,836 respondents) by an even bigger 61-37% margin.
The National Exit Poll displayed on mainstream media websites (Fox, CNN, ABC, CBS, NYT, etc.) indicate that Obama had 52.9% – his recorded vote. Unadjusted state and national exit polls are always forced to match the recorded share.
The True Vote Model
In projecting the national vote, the required input to the TVM are returning 2008 voter turnout rates in 2012 and estimated 2012 vote shares. The rates are applied to each state in order to derive the national aggregate turnout . A 1.25% annual voter mortality rate is assumed. There are two options for estimating returning voters. The default option assumes that 2008 voters return in proportion to the unadjusted 2008 exit poll aggregate (Obama won by 58-40.5%). In this scenario, Obama wins by 55-45% with 380 EV and has a 100% EV win probability.
It is important to note that the True Vote is never the same as the recorded vote. The 1988-2008 True Vote Model utilizes estimates of previous election returning and new voters and and adjusted state and national exit poll vote shares.
The TVM displays the effects of effects of incremental changes in turnout rates and shares of returning voters. Three tables are generated consisting of nine scenario combinations of a) Obama and McCain turnout rates and b) the Obama/Romney shares of returning Obama and McCain voters. The output tables display resulting vote shares, vote margins and popular vote win probabilities.
Monte Carlo Simulation: 500 election trials
There are two forecast options in the simulation model. The default option uses projections based on the latest pre-election state polls. The second uses projections based on the state True Vote. The difference between the two approximates the fraud factor.
The projected vote share is the sum of the poll share and the undecided voter allocation (UVA). The model uses state vote share projections as input to the Normal Distribution function to determine the state win probability.
The simulation consists of 500 election trials. The electoral vote win probability is the number of winning election trials divided by 500.
In each election trial, a random number (RND) between 0 and 1 is generated for each state and compared to Obama’s state win probability. If RND is greater than the win probability, the Republican wins the state. If RND is less than the win probability, Obama wins the state. The winner of the election trial is the candidate who has at least 270 electoral votes. The process is repeated in 500 election trials.
2008 State Exit Poll and recorded vote data is displayed in the ‘2008‘ worksheet. The latest state polls are listed in the ‘Trend/Chart” worksheet, The data is displayed graphically in the ‘PollChart’ worksheet. A histogram of the Monte Carlo Simulation (500 trials) is displayed in the ‘ObamaEVChart’ worksheet.
Electoral Votes and Win Probabilities
The Electoral Vote is calculated in three ways.
1. The Snapshot EV is a simple summation of the state electoral votes. It could be misleading since there may be several very close elections which favor one candidate.
2. The Mean EV is the average electoral vote of the 500 simulated elections.
3. The Theoretical (expected) EV is the product sum of all state electoral votes and corresponding win probabilities. A simulation or meta-analysis is not required to calculate the expected EV.
The Mean EV approaches the Theoretical EV as the number of election trials increase. This is an illustration of the Law of Large Numbers.
Obama’s electoral vote win probability is his winning percentage of 500 simulated election trials.
The national popular vote win probability is calculated using the normal distribution using the national aggregate of the the projected vote shares. The national aggregate margin of error is 1-2% lower than the average MoE of the individual states. That is, if you believe the Law of Large Numbers and convergence to the mean.
The Fraud Factor
Election fraud reduced the 1988-2008 Democratic presidential unadjusted exit poll margin from 52-42% to 48-46%. View the 1988-2008 Unadjusted State and National Exit Poll Database
The combination of True Vote Model and state poll-based Monte Carlo Simulation enables the analyst to determine if the electoral and popular vote share estimates are plausible. The aggregate state poll shares can be compared to the default TVM.
The TVM can be forced to match the aggregate poll projection by…
- Adjusting vote shares by an incremental change. A red flag would be raised if the match required, if for example Obama captured 85% of returning Obama voters and Romney had 95% of returning McCain voters (a 10% net defection).
- Adjusting 2008 voter turnout in 2012. For example, if McCain voter turnout is required to be 10-15% higher than Obama’s, that would raise a red flag.
- Setting the returning voter option to the 2008 recorded vote. The implicit assumption is that the 2008 recorded vote was the True Vote. But the 2008 election was highly fraudulent. Therefore, model vote shares will closely match the likely voter polls.
Check the simulated, theoretical and snapshot electoral vote projections and corresponding win probabilities.
Election Model Projections: 2004-2010
In 2004, I created the Election Model , and posted weekly forecasts using the latest state and national polls. The model was the first one to use Monte Carlo simulation and sensitivity analysis to calculate the probability of winning the electoral vote. The final Nov.1 forecast had Kerry winning 337 electoral votes with 51.8% of the two-party vote. The forecast closely matched the unadjusted exit polls.
2004 Election Model Graphs
State aggregate poll trend
Electoral vote and win probability
Electoral and popular vote
Undecided voter allocation impact on electoral vote and win probability
National poll trend
Monte Carlo Simulation
Monte Carlo Electoral Vote Histogram
In 2006, the adjusted National Exit Poll indicated that the Democrats won the House by a 52-46% vote share. But the 120 Generic Poll Forecasting Regression Model indicated that they would have 56.4% – exactly matching the unadjusted exit poll.
The 2008 Election Model projection exactly matched Obama’s 365 electoral votes and was within 0.2% of his 52.9% recorded share. He won by 9.5 million votes. But the model understated his True Vote. The forecast was based on final likely voter (LV) polls that had Obama leading by 7%. Registered voter (RV) polls had him up by 13% – before undecided voter allocation. The landslide was denied. The post-election True Vote Model determined that Obama won by 23 million votes with 420 EV. His 58% share matched the unadjusted state exit poll aggregate (83,000 respondents).
2008 Election Model Graphs
Aggregate state polls and projections (2-party vote shares)
Undecided vote allocation effects on projected vote share and win probability
Obama’s projected electoral vote and win probability
Monte Carlo Simulation Electoral Vote Histogram
Exit pollsters and media pundits have never explained the massive 11% state exit poll margin discrepancy or the impossible 17% National Exit Poll discrepancy. If they did, they would surely claim that the discrepancies were due to reluctant Republican responders. But they will not even try to explain the impossible returning voter adjustments required to force the polls to match the recorded vote in the 1988, 1992, 2004 and 2008 elections.
Pre-election RV and LV Polls
Virtually all early pre-election polls are of Registered Voters (RV). An exception is the Rasmussen poll. It uses the Likely Voter (LV) subset of the full RV sample. Rasmussen is an admitted GOP pollster.
One month prior to the election, pollsters replace the full RV sample polls with LV subsamples. The RV polls are transformed to LVs to promote an artificial “horse race” – and the poll shares invariably tighten. The Likely Voter Cutoff Model (LVCM) effectively understates the turnout of millions of new Democratic voters – and therefore increases the projected Republican share. Democrats always do better in RV polls than in the LVs.
Media pundits and pollsters are paid to project the recorded vote – not the True Vote. And they are usually right. The closer they are, the better they look. They expect there will be fraud, so they prepare the public for it by switching to LV polls which are usually excellent predictors of the recorded vote. But they never mention the fraud factor which gets them there.
Historically, RV polls have closely matched the unadjusted exit polls after undecided voters were allocated< They have been confirmed by the True Vote Model. The loop is closed when unadjusted, pristine state and national exit polls are adjusted to match the LV recorded vote prediction.
In pre-election and exit polls:
1) The Likely Voter Cutoff Model eliminates newly registered Democrats from the LV sub-sample. Kerry had 57-61% of new voters; Obama had 72%.
2) Exit poll precincts are partially selected based on the previous election recorded vote.
3) In the 1988-2008 presidential elections, 226 of 274 exit polls red-shifted" to the Republicans. Only about 137 would normally be expected to red-shift. The probability is zero.
4) 126 of the 274 exit polls exceeded the margin of error. Only 14 (5%) would normally be expected. The probability is ZERO.
5) 123 of the 126 exit polls that exceeded the margin of error red-shifted to the Republicans. The probability is ZERO.