Delusion Score Explained: What 1 to 10 Means

The delusion score compresses the share of people who match your standards into a single number from 1 to 10, where a higher score means a smaller, rarer matching pool. If you set filters for height, income, age, and a few other traits, the calculator estimates what percentage of the adult population clears all of them at once. A large surviving pool produces a low score. A tiny surviving pool produces a high one. That is the whole idea. The number is a compact way to say how common or uncommon a person who fits every one of your criteria actually is.

This page walks through the full 1 to 10 scale band by band, gives an approximate matching percentage and a 1 in X rarity for each, and shows the kind of filter combinations that tend to land in each range. It also explains why one filter usually does most of the work in pushing a score up. Before anything else, one point matters: the score describes rarity, not value. A high score does not mean your standards are wrong, and a low score does not mean they are right. It only tells you how many people fit.

What the number actually measures

Start with the pool. In the United States there are roughly 128 million adult men. When you run the female delusion calculator or the male delusion calculator, every filter you switch on removes a slice of that pool. Ask for someone 6 feet or taller and you keep about 14.5 percent of men, or roughly 1 in 7. Ask for someone who earns 100,000 dollars or more and you keep about 18 percent. Each added filter multiplies the survivors down further, though the calculator adjusts for the fact that some traits move together, which we cover below.

The final matching share, the percentage of the population that clears every filter, is what gets mapped onto the 1 to 10 scale. A 40 percent match is common, so it reads low. A 0.5 percent match is rare, so it reads high. The score is a translation of one honest quantity, the size of your matching pool, into a number that is quick to read and compare.

The exact band boundaries below are this site's own scale. They are approximate, chosen so that the labels line up with how most people intuitively read rarity. Another calculator could draw the lines in slightly different places. For a step by step look at the math behind the pool estimate, see the blog post on how the delusion score is calculated, and for the underlying data sources see the methodology page.

The 1 to 10 scale, band by band

Here is the full mapping in one place. Read the percentage as the approximate share of the population that matches all your filters, and the odds as roughly how many people you would expect to look through before someone fits.

Score 1 to 2: very open

A result in this band means roughly half the population or more still fits your filters. You have set few hard limits, or the limits you set exclude only a small slice. An example combination: any age within a normal adult range, no height requirement, and an income floor near the median. Most people clear a bar like that, so the pool stays large and the score stays low. There is nothing weak about landing here. It usually means your must haves are short and your flexibility is high.

Score 3 to 4: selective

Now you keep somewhere around a quarter to just under half of the pool. You have added a real preference or two that meaningfully narrows things without cutting deep. A combination that tends to land here: a moderate age range plus a single trait that removes more than half the field, such as a modest income floor combined with a loose height preference. The label is selective because you are clearly choosing, but the person you describe is still common. You would expect to find one in a small group.

Score 5 to 6: moderate to demanding

This is the middle of the scale, and it is where a lot of realistic results sit. Your matching share is around 10 to 20 percent, roughly 1 in 7. A typical combination: a height requirement of 6 feet or taller on its own already brings you close to this band, since it alone keeps only about 14.5 percent of men. Add a mild age window and you stay here. People in this range are common enough to meet through normal life, but you are no longer describing an average person. You are describing a specific segment.

Score 7 to 8: very demanding

At this level only a few percent of the population clears every filter, on the order of 1 in 20. Reaching it almost always takes two strong filters stacked together. A classic example: 6 feet or taller and earning 100,000 dollars or more. Height alone keeps about 14.5 percent and income alone keeps about 18 percent, so combining them lands well under 10 percent even after the calculator corrects for how the two traits relate. Add a tight age range and you push toward the top of this band. The people you describe exist in real numbers, but you would look through a large group before meeting one.

Score 9 to 10: statistically extreme

Here the matching share drops under 2 percent, and often far under it, into odds of 1 in 100 or rarer. You reach this band by stacking several strong filters at once, or by setting one filter to an extreme value. An example: 6 feet 2 inches or taller, income above 150,000 dollars, a narrow age band, and one more trait on top. Each filter is reasonable by itself. Together they describe someone so rare that the pool shrinks to a sliver. A score of 10 does not say such a person cannot exist. It says the arithmetic of stacking has made them very hard to find.

Why one filter usually decides your band

Scores rarely creep up evenly. In most results, a single filter does the heavy lifting and the rest fine tune the number. The filter that moves things most is the one that removes the largest slice of the population on its own. For many people, that filter is height.

The reason is simple. A height bar of 6 feet keeps only about 1 in 7 men, so switching it on cuts your pool by roughly 85 percent in one step. No other common filter cuts that hard from a single choice. Income helps too, but an income floor of 100,000 dollars still keeps close to a fifth of men, a gentler cut. So if your score jumped when you set a height requirement, that is expected. If you want to understand which specific inputs move your number and by how much, the criteria explained guide breaks each one down.

There is a second effect that keeps the number honest: correlation. Some traits travel together. Taller people and higher earners overlap more than pure chance would predict, so multiplying their separate percentages would overstate the rarity. The calculator applies a correlation adjustment so that stacked filters do not push your score higher than reality supports. The practical result is that two related filters rarely punish you as hard as two unrelated ones. The blog post on how the delusion score is calculated shows this adjustment in action.

How to read your own result

Treat the score as a mirror, not a verdict. It reflects the size of the pool you described and nothing more. If you land at a 3, you have described a common person. If you land at a 9, you have described a rare one. Neither outcome says anything about whether your standards are good, fair, or achievable for you. Those are personal questions the number cannot answer.

What the score is good for is spotting where the rarity comes from. Change one filter at a time and watch the number move. The filter that swings it the most is the one carrying your result. From there you can decide what you actually want to keep. Some people find their high score sits almost entirely on a single input they held loosely anyway, and relaxing it drops them two full bands. If that is your goal, the walkthrough on how to lower your delusion score covers which trade offs return the largest pool for the smallest change.

A few limits are worth keeping in mind while you read. The figures are for the United States only, so they describe the American adult population and not a global one. They cover documented traits like height, income, and age, not the many things that decide real attraction. And the band boundaries on this page are an approximate scale chosen by this site, not a fixed standard. Used that way, as a quick read of how common the person you describe happens to be, the 1 to 10 score does its one job well. For the bigger picture of what the tool is and is not, the guide on what a delusion calculator is and the overview of how it works both give useful context.

Read together, the message is plain. A higher number means a smaller pool, a lower number means a larger one, and every band in between is just a shorthand for the same underlying fact: how many people fit what you asked for.