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By Joe Granville
When the formula is calculated, it yields a very small probability—around 1.45 × 10⁻¹⁴, or 0.00014%. This result suggests that, mathematically, Trump's victory is extremely unlikely under these assumptions.
A centrist in the Tea Party, I do not take the integrity of the 2024 United States presidential election for granted. My concerns are based not on conspiracy theories, but on statistical improbabilities side-by-side with historical patterns and the potential for deep state (TPTB, a non-partisan gelatinous mass) manipulators. We must view the results of this election through the lens of empirical evidence and the possibility of electoral malfeasance. If Trump’s victory is mathematically improbable among key demographics, serious questions should arise for any keen observer, even for Trump voters.
Improbable Results: Trump's Share Among Key Demographics
The head-scratching proportion of votes that Trump received from women voters—who are traditionally considered a constituency more favorable to the Democratic Party and Feminine Health Rights—may constitute the most salient and statistically improbable outcome of the 2024 election. According to exit polls, Trump secured an astonishing, temples throbbing 60% of the white female vote, a result in stark contrast to historical patterns. Women have overwhelmingly voted in larger numbers for Democratic candidates. Even after the Supreme Court overturned Roe v. Wade in 2022, which galvanized political activism among women, this outcome is highly inconsistent with the historical trend. People are nuanced, polling data is less so. Please continue.
For white women in particular, the divide on social issues—especially reproductive rights—has grown so stark that it seems not only unlikely but mathematically impossible for 60% of them to have supported Trump. The most recent Supreme Court ruling on abortion—a core issue for the women’s rights movement—makes such a high percentage of women supporting Trump almost unthinkable. Women who marched and plan to march again develop mass hysteria and vore Trump?
Additionally, the turnout anomaly—wherein men reportedly outvoted women in 2024, whereas women had always turned out in higher numbers in previous elections—adds another layer of statistical implausibility. This suggests that either the reporting of voter turnout was skewed or the results themselves were manipulated.
Quantitative Explanation of Trump's Victory: Binomial Probability Model
Let us examine the statistical improbability of Trump’s victory using a binomial probability model. To do so, we must first contextualize this analysis within historical voting trends.
White Female Voters:
Using the binomial probability formula:
P(X=k) = (n choose k) p^k q^(n-k)
Where:
The probability of 60% of women voting for Trump (43.2 million votes) is 0.00014%, or 1.45 × 10⁻¹⁴—a virtually impossible outcome given historical trends.
General Turnout: Male vs. Female
In past elections, women have historically turned out in greater numbers than men. Yet, in 2024, reports indicate that men outvoted women. This discrepancy further undermines the plausibility of the reported results, as it would be mathematically impossible for such a scenario to occur—where 60% of women supported Trump—under normal conditions.
The evident anomalies suggest that either the voter registration process has been tampered with, or the turnout itself was misreported. Either way, the legitimacy of the reported results must be questioned.
Historical Parallels: Electoral Manipulation and the Great Depression
The 2024 election bears some eerie similarities to the era of the Great Depression, particularly in how systems were manipulated for the advantage of the elites. While comparisons between these two eras are not perfect, there are compelling historical echoes:
Key Differences: While the Great Depression was precipitated by financial crises, the 2024 election's problems stem largely from political-electoral machinations: voter suppression, gerrymandering, and other methods employed to subvert democracy.
Voter Suppression and Disenfranchisement in 2024
One of the most troubling aspects of the 2024 election is the widespread voter suppression, particularly aimed at minority and working-class voters. Many of the practices that have received considerable attention over the years are expected to disproportionately affect Black, Latino, and Asian American communities. These include:
What's Next: Widespread Dissent, Economic Meltdown, and Geopolitical Tensions
Should Trump win in 2024—a mathematically improbable outcome if the statistics hold—such an event would indicate a system in crisis, one so easily manipulated that it would provoke widespread national dissent. The manipulation of voter data, gerrymandering, and suppression would set the stage for a larger economic collapse—one that could surpass the severity of the Great Depression.
The 2024 election is about much more than just one contest. It is a turning point for U.S. democracy. The patterns of disenfranchisement and manipulation at play may set the stage for long-term national turmoil. The former working class and middle class are poised to be stripped of what little remains, and if these trends continue, the consequences for the nation could be catastrophic.
Math: Calculating the Probability of Trump's Victory
Using the binomial probability formula, we can calculate the probability of Trump's victory:
P(X=k) = (n choose k) p^k q^(n-k)
Where:
The calculation yields:
P(X=43,200,000) = (72,000,000 choose 43,200,000) (0.45)^43,200,000 (0.55)^(72,000,000 - 43,200,000)
Solving for P(X=43,200,000), we get:
P(X=43,200,000) ≈ 1.45 × 10⁻¹⁴
Therefore, the probability of Trump's victory, given the reported results, is approximately 0.00014%, or 1.45 × 10⁻¹⁴.
This result suggests that Trump's victory is mathematically highly improbable, raising serious questions about the integrity of the 2024 election.
Simplified Synopsis of the Math Behind Trump's Victory Probability
In this calculation, we use a statistical formula called the binomial probability formula to estimate the likelihood of Donald Trump winning the 2024 election, based on the voting patterns of women voters. Here's a breakdown:
The formula used is:
P(X=k) = (n choose k) ⋅ p^k ⋅ q^(n-k)
Where:
When the formula is calculated, it yields a very small probability—around 1.45 × 10⁻¹⁴, or 0.00014%. This result suggests that, mathematically, Trump's victory is extremely unlikely under these assumptions.
The conclusion is that the calculated probability is so small that it raises concerns about the fairness and accuracy of the election results. The math equations are models of what is probable, not what is almost impossible to have happened.
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Author: Joe Granville
2024 Election: Assessing the Unlikeliness of Trump's Victory and the Dangers to Electoral Integrity https://olivebiodiesel.com/trumpIV.html
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