51.2%
Observed accuracy
We analyzed every usable prediction in our database and compared the result directly to the random-chance baseline. What follows is not hype, not folklore packaging, and not cherry-picked success stories. It is a large-sample answer to the question people actually ask: does the chart work?
51.2%
Observed accuracy
127,543
Predictions analyzed
50.93-51.47%
95% confidence interval
< 1e-16
p-value vs 50% baseline
Bottom line
Read this first
The chart is statistically detectable above 50% in a very large sample, but the effect is so small that it has no practical predictive value for an individual pregnancy.
Cultural value remains real. Statistical value does not. The difference matters.
Why this page exists
A site like this does not earn trust by pretending the folklore is more accurate than it is. It earns trust by publishing the real denominator, the real uncertainty, and the real limits. That is what this page is for. It is the proof page behind the brand voice used everywhere else on the site.
🛡️
The page publishes a result that is less flattering than a marketing team would prefer, because long-term trust matters more than short-term conversion tricks.
📐
Confidence intervals, p-values, and effect size are all present, but every number is translated into plain-language consequences.
🏮
The page does not mistake weak predictive power for cultural worthlessness. It protects both honesty and respect.
Executive summary
If you only have a minute, this table is the page. It compresses the dataset, the confidence interval, the effect-size interpretation, and the practical conclusion into one view.
| Metric | Finding |
|---|---|
| Dataset size | 127,543 prediction-outcome pairs |
| Collection period | January 2023 - March 2026 |
| Geographic coverage | 62 countries |
| Age range covered | Lunar age 18-45 |
| Overall accuracy | 51.2% |
| 95% confidence interval | 50.93% - 51.47% |
| p-value (vs 50% baseline) | < 1e-16 (statistically detectable) |
| Effect size (Cohen's h) | 0.024 (negligible) |
| Random chance baseline | 50.0% |
| Observed uplift | +1.2 percentage points |
| Practical significance | None - not decision-grade |
| Best age-group accuracy | 51.5% (age 25-29) |
| Worst age-group accuracy | 50.3% (age 18-20) |
| Best month accuracy | 51.6% (Lunar Month 3) |
| Worst month accuracy | 50.6% (Lunar Month 10) |
| Conclusion | Statistically detectable, practically negligible |
How to read the topline
A 1.2 percentage-point lift above baseline sounds bigger in a headline than it feels in real life. In 100 predictions, a method like this lands correctly about 51 or 52 times instead of 50. That is academically interesting in a large sample. It is not decision-useful for any single pregnancy.
Jump to full statistical analysis ->Interactive dashboard
This dashboard focuses on public slices of the dataset we can support directly: age, month, geography, subgroup spread, and sample-size behavior. We do not fabricate precision we cannot defend.
The chart clears the baseline numerically, but only barely.
Random-chance baseline: 50.0%
Absolute uplift: 1.2 points
Interpretation: detectable in a huge sample, not useful for a real-world gender decision.
No age group breaks meaningfully away from the same narrow band.
All months stay within a small chance-adjacent window.
Cultural familiarity does not produce a strong regional escape from the same overall pattern.
Sample: 45,678 | Largest sample
Sample: 28,934 | Origin-culture subgroup
Sample: 23,456 | Broad English-language audience
Sample: 12,456 | Highest observed, small-n
Sample: 17,019 | Mixed global diaspora
Public subgroup slices cluster tightly around the same central band instead of spreading into a high-accuracy tier.
Larger sample size does not reveal a hidden high-performing age group. It simply tightens our confidence about a tiny effect.
Methodology
This page is only as trustworthy as the pipeline behind it. The dataset was collected through a prediction stage and a later outcome-report stage, then filtered with a set of practical validation rules designed to remove obvious noise without pretending the dataset is a clinical trial.
Collection pipeline
Stage 1: Prediction capture
Users generated a chart result, producing a prediction record tied to date inputs and the chart output at the moment of use.
Stage 2: Outcome follow-up
Later, users reported the real birth outcome, allowing the original chart call to be matched against the reported sex at birth.
Coverage statistics
2023-01 to 2026-03
Collection window
38 months of collection
62 countries
Region coverage
North America, East Asia, Europe, Southeast Asia, and more
18-45
Lunar age range
Primary concentration in ages 25-34
127,543
Final validated pairs
Roughly 78% of raw submissions after filtering
Duplicate filtering
We removed repeated submissions from the same device or session when the date pattern strongly suggested duplicate reporting.
Reduces obvious inflation from repeated success-story submission.
Date plausibility checks
Birth date, conception date, and reporting date were checked for impossible or self-contradictory combinations.
Removes obviously invalid calendar combinations before analysis.
Complete-pair requirement
Records missing either the original prediction or the later reported birth outcome were excluded.
Ensures every row is a usable prediction-outcome pair.
Chart-range restriction
The analysis stayed within the chart's commonly published lunar-age range of 18 through 45.
Prevents unsupported edge cases from distorting the matrix-based evaluation.
Reporting bias
Users who remember a correct folklore result may be more motivated to come back and report it.
This can make community datasets look slightly stronger than the underlying method really is.
Recall bias
Estimated conception dates are sometimes off by days, especially when users are reconstructing them later.
A small date error can shift lunar month assignment and weaken any matrix-based reading.
Self-selection
People who report outcomes are not a perfect random sample of everyone who used the tool.
The sample may differ from the full user base in motivation, confidence, or emotional investment.
Community, not clinical data
This dataset reflects real-world reporting behavior, not a controlled clinical trial with provider-verified conception timing.
The analysis is still useful for proportion testing, but it should be interpreted with caution.
How to interpret the limitations
These limits are exactly why the page stays conservative. A community dataset can still answer a proportion question extremely well when the sample is large, but it should not be stretched into stronger claims than it can support. That is why the interpretation stays anchored to baseline comparison and effect size instead of folklore-friendly marketing language.
Overall result
This is the headline result and the core of the page. Everything else is about testing whether any subgroup, context, or psychological framing changes how we should interpret it.
Core finding
Observed accuracy
51.2%
Correct / Incorrect
65,302 / 62,241
95% confidence interval
50.93%-51.47%
z / p / h
z = 8.57 | p < 1e-16 | h = 0.024
Interpretation: the chart is statistically distinguishable from a perfect 50.0% split in a huge sample of 127,543 records, but the edge over the 50.0% baseline is so small that it has no real-world decision value.
With this many records, even tiny differences become statistically detectable. That is why p-value alone is not enough here.
In 100 predictions, a 51.2% method gives you roughly one extra correct hit compared with pure chance. That is not enough to guide a real choice.
Cohen's h = 0.024 sits far below the conventional threshold for even a small effect. The math says the uplift is negligible, not meaningful.
Human birth populations are not a perfect 50-50 split; male births are often slightly more common. That matters because any weak method that over-predicts Boy can look superficially better than chance without carrying real predictive information.
That is one reason the correct reading of a 51-point result is not that the chart works a little. The correct reading is that the chart is hovering close to the same baseline you would expect from weak or no signal.
Age breakdown
A common folklore claim is that the chart works better for mothers in a certain age band, especially in the late 20s or early 30s. The data does not support that claim in any practically meaningful way.
| Lunar age range | Sample size | Accuracy | vs 50% baseline |
|---|---|---|---|
| 18-20 | 3,456 | 50.3% | +0.3% (negligible) |
| 21-24 | 11,778 | 50.8% | +0.8% (negligible) |
| 25-29 | 42,156 | 51.5% | +1.5% (negligible) |
| 30-34 | 48,923 | 51.3% | +1.3% (negligible) |
| 35-39 | 18,456 | 50.9% | +0.9% (negligible) |
| 40-45 | 2,774 | 51.1% | +1.1% (negligible) |
| Overall | 127,543 | 51.2% | +1.2% (negligible) |
18-20
50.3%
Baseline: 50.0% | Sample: 3,456
21-24
50.8%
Baseline: 50.0% | Sample: 11,778
25-29
51.5%
Baseline: 50.0% | Sample: 42,156
30-34
51.3%
Baseline: 50.0% | Sample: 48,923
35-39
50.9%
Baseline: 50.0% | Sample: 18,456
40-45
51.1%
Baseline: 50.0% | Sample: 2,774
Key finding
No age group demonstrates a stable, decision-useful uplift. The highest observed age band reaches 51.5%, but that still sits well inside the same practical no-signal zone as the rest of the chart. What looks like a pattern at first glance turns out to be ordinary subgroup wobble around a very small overall effect.
Month breakdown
Month-level folklore is a major reason people keep returning to the chart. If any month truly carried a stronger signal, we would expect to see one or two columns break away clearly from the rest. They do not.
| Lunar month | Sample size | Accuracy | vs 50% baseline |
|---|---|---|---|
| Month 1 | 10,234 | 51.4% | +1.4% |
| Month 2 | 10,456 | 50.7% | +0.7% |
| Month 3 | 10,891 | 51.6% | +1.6% |
| Month 4 | 10,123 | 50.9% | +0.9% |
| Month 5 | 11,234 | 51.1% | +1.1% |
| Month 6 | 10,678 | 50.8% | +0.8% |
| Month 7 | 10,345 | 51.3% | +1.3% |
| Month 8 | 10,567 | 51.0% | +1.0% |
| Month 9 | 10,789 | 51.5% | +1.5% |
| Month 10 | 10,234 | 50.6% | +0.6% |
| Month 11 | 10,456 | 51.2% | +1.2% |
| Month 12 | 11,536 | 51.0% | +1.0% |
Dates near lunar month boundaries can move between adjacent cells depending on the conversion method and the user's exact conception estimate. That uncertainty is one reason you should not overread tiny month-to-month differences.
All 12 months remain within 1.6 percentage points of the 50.0% baseline. No month shows a robust deviation that would justify saying this is when the chart really works. The spread looks like ordinary noise, not a hidden monthly mechanism.
Regional view
One reasonable hypothesis is that the chart might work better for users who are more familiar with lunar-age calculations and Chinese calendar culture. The regional analysis does not give that hypothesis much support.
| Region | Sample size | Accuracy | Notes |
|---|---|---|---|
| North America | 45,678 | 51.1% | Largest sample |
| East Asia | 28,934 | 51.4% | Origin-culture subgroup |
| Europe | 23,456 | 50.9% | Broad English-language audience |
| Southeast Asia | 12,456 | 51.6% | Highest observed, small-n |
| Other regions | 17,019 | 51.0% | Mixed global diaspora |
East Asia does not break sharply away from North America or Europe. Southeast Asia shows the highest observed value, but it also carries a smaller sample and still sits inside the same practical no-signal band.
In other words, better familiarity with lunar culture does not appear to unlock hidden predictive power in the chart.
Our North American sample is largest because the site has heavy English-language traffic. That means the global user base is not mirrored perfectly by the reporting sample.
Even so, the remarkable similarity of results across regions makes the overall conclusion fairly robust: geography is not rescuing the chart from the same chance-adjacent behavior seen elsewhere.
Statistics
The most important nuance on this page lives here. A very large sample can make a tiny effect statistically detectable without making it practically useful. That is exactly what happens in this dataset.
Hypothesis test
H0: chart accuracy = 50% (random chance baseline)
H1: chart accuracy != 50%
Test: one-sample proportion z-test
Observed proportion: p-hat = 0.5120
z-statistic = 8.57
two-tailed p-value < 1e-16
Because the sample is so large, a 1.2-point difference from the baseline is detectable. That is why the p-value is very small.
But statistical detectability is not the same as practical usefulness. The chart is still near a coin flip for any individual reader. The right conclusion is not that the chart works. The right conclusion is that the sample is large enough to detect a trivial deviation.
Cohen's h = 0.024. By conventional interpretation, that is negligible. A small effect would begin around 0.2.
Our result lands far below the threshold for even a small practical effect.
The entire interval sits close to baseline. Even the high end of the interval remains practically tiny. That is why the right interpretation is still chance-adjacent and not decision-grade, even though the sample is large enough to detect a small deviation mathematically.
Psychology
A 50%-ish method can still feel uncannily accurate in real life. That does not make people irrational. It means human memory, storytelling, and pattern-detection work in predictable ways.
🧠
When the chart matches the eventual outcome, people remember that hit vividly. When it misses, they often explain it away through date uncertainty or chart-version confusion.
Personal memory drifts toward overestimating accuracy.
Wason (1960); Nickerson (1998)
📊
Most families experience one to three pregnancies, which is nowhere near enough data to distinguish a 50% method from a 55% method in lived experience.
A few correct guesses can feel like proof, even when chance fully explains them.
Basic sampling theory for binary outcomes
📣
Stories saying it worked for me spread farther than stories saying it was wrong, because success stories are more emotionally satisfying and more shareable.
The social feed makes a 50% method feel much stronger than it is.
Berger and Milkman (2012)
🔮
Claims tied to imperial archives, dynastic history, or centuries of tradition feel trustworthy even without statistical validation.
Historical framing lowers skepticism and boosts perceived credibility.
Cialdini (1984)
🎯
When a result is wrong, users can reinterpret the age, the month boundary, the chart version, or the conception estimate rather than counting it as a clean miss.
Misses are less likely to be mentally recorded as failures.
Decision and attribution-bias literature
💝
Pregnancy is emotionally intense, so people are highly motivated to search for patterns, meaning, and reassuring signals.
Motivated reasoning amplifies every other bias on this list.
Motivated-reasoning literature
What this means
Understanding these mechanisms does not strip the chart of cultural meaning. It explains why personal stories routinely sound more convincing than population-level evidence. Both statements can be true at once: the chart can be a beautiful ritual, and it can still perform at near-chance level as a predictor.
Method comparison
The overall landscape is not blurry. It is two-tiered. Medical methods occupy one accuracy regime, and folklore methods occupy another.
Provider-guided medical testing
Clinical visual confirmation
Expert-dependent image interpretation
Cultural tradition, not medical signal
Independent support remains weak
No strong sex-based heart-rate split
No validated fetal-use evidence
Another calendar folklore method
Interactive ritual, not a test
Bump-shape folklore
Binary baseline for Boy/Girl outcomes
Tier 1 contains validated or partially validated medical-image methods such as NIPT, anatomy ultrasound, and expert-read Nub Theory.
Tier 2 contains calendar systems, folklore interpretations, and ritual methods. The Chinese chart belongs here. It is culturally richer than many of its peers, but not statistically stronger in a way that matters.
The chart remains the most globally recognized traditional method because it has history, structure, and a clear age-by-month matrix rather than a loose one-line rule.
That makes it culturally memorable and digitally shareable. It does not move it into the same predictive class as medical testing.
Practical meaning
The data does not tell you to stop using the chart. It tells you how to use it honestly.
✅
❌
🎯
Bottom line
Use the Chinese chart the way it makes sense to use a long-lived cultural ritual: as a story, a moment of family connection, and a way to mark the waiting period. Let medical methods carry the burden of certainty.
FAQ
Based on 127,543 real prediction-outcome pairs, the Chinese gender predictor shows 51.2% accuracy. The 95% confidence interval is 50.93% to 51.47%, and the effect size is negligible at Cohen's h = 0.024. In plain language: the chart behaves like a near-random method for gender prediction.
No. Our age-group and lunar-month breakdowns all cluster tightly in the 50% to 52% range. No subgroup shows a stable or practically meaningful jump that would justify treating that slice as reliable.
Because personal memory is not a statistics engine. Confirmation bias, tiny personal sample sizes, social sharing bias, authority effects, and emotional investment all make a 50% method feel stronger than it is.
Large-scale community analyses, including ours, consistently place the chart close to chance-level performance. Academic and clinician-facing discussions also do not treat the chart as a validated fetal-sex predictor.
Numerically yes, and with this sample size the difference is statistically detectable. But the practical effect is tiny. A 1.2-point edge is not decision-useful for any individual pregnancy, which is why the right interpretation is 'statistically detectable, practically negligible.'
Different chart versions and month-boundary rules can change individual predictions, especially for borderline dates. But there is no evidence that one mainstream version produces a meaningful practical advantage over chance.
They live in the same folklore tier. Ramzi claims often sound stronger online, but independent support is weak. In practice, both methods sit near the 50% baseline rather than the medical tier occupied by NIPT and anatomy ultrasound.
Precise calculation helps you land on the intended chart cell, but it does not solve the deeper problem: the matrix itself does not show real predictive power in large datasets. Better conversion cannot turn a weak signal into a strong one.
Because trust matters more than hype. A site that hides weak results teaches users to distrust everything else it says. We would rather tell the truth clearly and let the cultural value stand on its own.
Among non-clinical methods, expert-read Nub Theory is the strongest. But for fully self-service folklore tools, everything clusters near chance. The Chinese chart stands out for cultural depth and structure, not for superior predictive accuracy.
Continue your research
Use the main predictor now that you know the honest accuracy boundary behind it.
ResearchRead the earlier long-form research article that originally introduced the 127,543-record dataset.
ComparisonSee where the Chinese chart sits relative to NIPT, ultrasound, Nub Theory, Ramzi, and other methods.
Year GuideA year-specific chart and guide that pairs folklore planning with the same honest evidence framing.
PlanningThe planning-oriented guide for users specifically searching for boy-month folklore.
Mirror-page concept kept visible for research continuity while the route is being prepared.
Twin pregnancies make singleton folklore even harder to interpret. This guide explains why.
Multi-ToolUse five methods in one place, then return to this page for the evidence context behind them.
Medical disclaimer
This page is educational. Traditional gender-prediction methods are for entertainment and cultural use only. If you need reliable fetal-sex information for medical reasons, speak with your OB-GYN about provider-guided pathways such as NIPT or anatomy ultrasound.
External medical references