Personal values research: What Happens When People Take the Personal Values Assessment Again?
Do your core values stay the same? The stability of personal values is hard to observe directly, so this study looks at something narrower: how much a ranking repeats. We looked at 1,256 people who took the personal values assessment more than once, to see how much of their ranking repeated.
Among the 516 people who returned at least a day later, 51.7% of each person's first Top 10 appeared in their second Top 10.
30.6% chose the same number one again.
These results describe people who chose to return to the assessment. They do not show whether people's underlying values changed.
This study measures how much people repeat their choices and rankings when they take the Personalvalu.es assessment again. It does not establish whether their underlying values changed.
Some figures are set against two different people: one person's first list compared with the second list of another person in the same group, paired at random 200 times and averaged. The pairing is random and says nothing about whether the people know each other; the study does not look at relationships between participants.
of a first Top 10 appeared againAmong the 516 people who returned a day or more later. Lists of two different people: 22.7%
51.7%
chose the same number oneOf the same 516 people. Lists of two different people: 4.9%
30.6%
Spearman rank correlationOnly for the 459 people with at least 3 values in common. 0.34 by Kendall
0.40
of number ones stayed in the Top 10Of the same 516 people. 66% of values in tenth place dropped out
73%
02
Chapter 02, Key findings
The findings in detail
People came back on their own, anywhere from minutes to more than three years later, rather than on a set date. This shows how rankings repeated among people who chose to return to the assessment. It also means each time group is made up of different people.
People chose the same number one just as often within an hour as after a year
31.5% of people who came back within an hour chose the same number one. Among people who came back after at least 365 days it was 31.3%.
Under 10 minutes29.3%
Under 1 hour31.5%
At least 1 day30.6%
At least 30 days32.6%
At least 365 days31.3%
Same number one
These are different groups of people who returned after different intervals, not the same people measured twice. Leaving out everyone who came back within 30 days, in case quick retakes were people trying out the tool, gives 32.6%. This pattern is consistent with ranking variation between sessions, but this study cannot determine why a person's answer changed.
0.40 is the Spearman rank correlation, where 1 is the same order and 0 no link. Kendall's is 0.34.
Spearman, same person0.40
Spearman, two different people0.09
Kendall, same person0.34
Kendall, two different people0.08
Rank correlation
Both are calculated only for the 459 of 516 people with at least three values in common. People with fewer tended to have less stable lists, so these figures may overstate how similar repeat rankings were. Between the lists of two different people they are 0.09 and 0.08.
Values near the top were more likely to appear again
73% of number ones appeared somewhere in the second Top 10, while 66% of the values in tenth place did not.
From 1st place73.3%
From 4th place57.6%
From 7th place47.7%
From 10th place34.1%
Appeared in the second Top 10
The lower a value sat on the first list, the more likely it was to drop out. A value near the cut-off needs only a small change to fall out, so this does not show that lower places matter less.
Top 10 overlap was similar across several observed time-gap groups
49.9% of a Top 10 appeared again among people who returned after more than 180 days, against 51.6% at 1-7 days and 56.9% within an hour.
Under 1 hour56.9%
1-7 days51.6%
More than 180 days49.9%
Top 10 values in common
These are comparisons between different groups of people who returned after different intervals, not the same people measured again. The study did not assign people to a retest schedule, so the results do not show what would happen to the same person over time. The groups also differ in size, from 45 to 508 people, and some are small.
People's repeat rankings shared more values than rankings from two different people did.
Among the 516 people who took the assessment again at least a day later, 51.7% of the values in their first Top 10 appeared in their second. For comparison, the first and second rankings of two different people shared 22.7%.
How it is measured. Some values are popular, so any two people will have a few in common. For the comparison, each person's first ranking is set against the second ranking of someone else in the same group, paired at random 200 times and averaged. Keeping all ten was rare: only 3 of 516 people did. The second chart shows the 740 people who came back within 24 hours.
A day or more later
516 people, 52% on average
0102030
1.0%of people had 0 of 10 values in common. Two different people: 8.1%
4.1%of people had 1 of 10 values in common. Two different people: 22.2%
6.0%of people had 2 of 10 values in common. Two different people: 29.0%
10.3%of people had 3 of 10 values in common. Two different people: 23.3%
13.6%of people had 4 of 10 values in common. Two different people: 12.0%
19.6%of people had 5 of 10 values in common. Two different people: 4.3%
16.7%of people had 6 of 10 values in common. Two different people: 1.0%
16.9%of people had 7 of 10 values in common. Two different people: 0.2%
8.9%of people had 8 of 10 values in common. Two different people: 0.0%
2.5%of people had 9 of 10 values in common. Two different people: 0.0%
0.6%of people had 10 of 10 values in common. Two different people: 0.0%
012345678910
Values in common, out of 10
Within 24 hours
740 people, 55% on average
0102030
3.6%of people had 0 of 10 values in common. Two different people: 9.5%
3.2%of people had 1 of 10 values in common. Two different people: 24.3%
6.8%of people had 2 of 10 values in common. Two different people: 29.5%
10.0%of people had 3 of 10 values in common. Two different people: 21.7%
9.3%of people had 4 of 10 values in common. Two different people: 10.6%
14.1%of people had 5 of 10 values in common. Two different people: 3.5%
14.7%of people had 6 of 10 values in common. Two different people: 0.8%
13.6%of people had 7 of 10 values in common. Two different people: 0.1%
12.6%of people had 8 of 10 values in common. Two different people: 0.0%
6.8%of people had 9 of 10 values in common. Two different people: 0.0%
5.3%of people had 10 of 10 values in common. Two different people: 0.0%
012345678910
Values in common, out of 10
Same person, % of peopleTwo different people
04
Chapter 04, The order
Where values end up
The higher a value sat on the first list, the more likely it was to appear again.
On average, 5 of the 10 values are swapped for new ones. The ones that stay usually shift by about 2 places, and 18% stay exactly where they were.
From the first ranking to the second
Read across a row. Of the values people put first, 31% were first again, 13% came second, and 27% left the Top 10 altogether. The darker the square, the more common the move.
Place in the first ranking against place in the second, as a percentage of each row
Place
1
2
3
4
5
6
7
8
9
10
Gone
1
31
13
8
5
5
4
3
2
2
1
27
2
12
17
8
8
5
4
3
2
4
2
35
3
9
11
8
8
7
7
4
3
3
3
38
4
5
7
10
7
9
7
5
2
3
4
42
5
4
5
7
8
5
5
6
6
4
3
46
6
4
3
5
7
5
4
6
5
4
3
54
7
2
3
5
5
6
7
5
6
5
3
52
8
1
3
3
3
3
6
4
5
4
4
62
9
2
3
3
4
3
5
5
5
6
5
60
10
2
2
2
3
3
3
4
4
6
5
66
No value tends to gain or lose ground on the second try. Rankings changed in many directions, not toward any particular value.
Spearman and Kendall: is the order the same?
Spearman and Kendall are two rank correlation coefficients. Here they measure whether the values that appear in both rankings come in the same order. Both run from 1, the same order, through 0, no link, to −1, the exact reverse. A value outside the Top 10 has no known place, so only values in both rankings are used.
Spearman
How far did each value move?It compares each value's place in the two rankings. The smaller the moves, the closer it gets to 1.0.40Against 0.09 between the lists of two different people
Kendall
Did the value above stay above?It takes every pair of values found in both rankings and asks whether their order held. The rankings have no ties, so 0.34 means that on average about 67% of those pairs kept their order, where a coin toss would give 50%.0.34Against 0.08 between the lists of two different people
Kendall usually reads lower than Spearman, so the two figures are not compared with each other. These correlations are calculated only for people with at least three values in common across their two Top 10s, 459 of 516. People with fewer shared values are excluded, and they tended to have less stable lists. The correlations may therefore overstate how similar repeat rankings were across all returners. The correlation also rises with the number of shared values, as the table shows.
Mean correlation by number of shared values
Shared values
Pairs
Spearman
Kendall
3
53
0.23
0.21
4
70
0.31
0.27
5
101
0.35
0.30
6
86
0.49
0.41
7
87
0.48
0.39
8
46
0.46
0.37
9
13
0.66
0.52
10
3
0.65
0.50
05
Chapter 05, Value by value
Which values were most likely to appear again?
Some values appeared again more often than their popularity alone would explain.
A value that stays is not always a sign of something deep. Health came back for 71% of the people who had it, but it is so popular that 26% of those who did not have it picked it the second time. We call that second figure the new-pick rate. So each value also gets a stickiness score: Cohen's kappa, which compares how often people's two lists agreed on a value, in or out, with how often they would agree by chance given how often it is picked. It measures repeat agreement in this sample, not how deep, important or lasting a value is. There are hints that Love and Financial stability scored above average, and Trust and Contribution less, but the data is not firm enough to be sure. Most other values are too close together to separate.
Religion had the highest observed score, based on 38 people
0.68 against an average of 0.37 across the 54 values shown in the table. A score of 0 means people's two lists agreed on the value no more often than chance would predict, and 1 means they agreed completely. Religion had the highest observed score in this sample. Only 38 people had ranked it in their first Top 10, so this estimate is uncertain. Religion and Family were the only values whose scores differed by more than chance would explain from the average of all 62 values, 0.35, in a check that allows for testing many values at once. Both were above it. That average is a little lower than 0.37 because it also counts the 8 values too few people had to show in the table. The data should not be read as establishing that either value is inherently more stable.
How often each value came back, and its stickiness score
"People" had the value in their first Top 10. "Came back" is the share of them who had it in their second. "New pick" is the share of people without it in their first Top 10 who had it in their second. Cohen's kappa is 0 when people's two lists agree on a value no more often than chance would predict from how often it is picked, and 1 when they agree completely: everyone who had it kept it, and no one else picked it. It can fall below 0. The dot is the kappa, the line its likely range, and the pale tick the average. A hollow dot marks a value fewer than 30 people had, so treat its score with extra caution.
06
Chapter 06, Over time
Does the time between assessments matter?
Top 10 overlap was similar across several observed time-gap groups.
These are comparisons between different groups of people who returned after different intervals. The study did not assign people to a retest schedule, so the results do not show what would happen to the same person over time. The groups differ in size, from 45 to 508 people, and some are small. People who came back within an hour shared the most of their Top 10, and may still have remembered their answers. Their number one was no steadier. After that, Top 10 overlap stayed nearly flat. The lists of two different people in the longer-gap groups also overlapped a little more, so the lead over them narrows from 30 percentage points at 1-7 days to 25 after more than 180 days. People who return after a long time may differ from those who do not, and they first saw the cards in the old fixed order.
Top 10 values in common
Separate groups: each person is in one row.
Under 1 hour508 people
57%
57%Likely between 54.7 to 59.2. Two different people: 21.2%
1-24 hours232 people
52%
52%Likely between 48.4 to 54.6. Two different people: 21.8%
1-7 days196 people
52%
52%Likely between 48.4 to 54.7. Two different people: 21.1%
8-30 days62 people
52%
52%Likely between 47.3 to 56.9. Two different people: 21.3%
31-90 days51 people
55%
55%Likely between 49.8 to 60.8. Two different people: 23.5%
91-180 days45 people
54%
54%Likely between 48.2 to 58.7. Two different people: 25.1%
181+ days162 people
50%
50%Likely between 47.2 to 52.7. Two different people: 25.4%
0%35%70%
Same person, with likely rangeTwo different people
Same number one
Separate groups: each person is in one row.
Under 1 hour508 people
32%
32%Likely between 27.6 to 35.7. Two different people: 3.5%
1-24 hours232 people
35%
35%Likely between 29.5 to 41.7. Two different people: 5.2%
1-7 days196 people
29%
29%Likely between 22.7 to 35.3. Two different people: 3.9%
8-30 days62 people
29%
29%Likely between 19.2 to 41.3. Two different people: 5.1%
31-90 days51 people
39%
39%Likely between 27.0 to 52.9. Two different people: 3.8%
91-180 days45 people
29%
29%Likely between 17.7 to 43.4. Two different people: 5.5%
181+ days162 people
31%
31%Likely between 24.8 to 39.0. Two different people: 6.2%
0%35%70%
Same person, with likely rangeTwo different people
Number one, however long people waited
Someone who ranks their values twice within minutes may just be trying out how it works. If that were most of what happens, people who wait longer should have kept their number one more often. They did not. Leaving out everyone who came back within a month leaves 258 people, and 32.6% of them chose the same number one.
Added after the analysis plan was fixed, to check this concern. Unlike the charts above, these groups overlap: "Under 1 hour" includes everyone under 10 minutes, and "At least 30 days" includes everyone at 90, 180 and 365 days.
Same number one, by how long people waited at least
Time apart
People
Same number one
Likely range
Two different people
Still in Top 3
Left the Top 10
Under 10 minutes
239
29.3%
23.9 to 35.4
4.1%
48.1%
31.0%
Under 1 hour
508
31.5%
27.6 to 35.7
3.5%
49.6%
29.1%
At least 1 day
516
30.6%
26.8 to 34.7
4.8%
51.0%
26.7%
At least 30 days
258
32.6%
27.1 to 38.5
5.6%
52.3%
24.0%
At least 90 days
207
30.9%
25.0 to 37.5
6.0%
51.2%
25.6%
At least 180 days
162
31.5%
24.8 to 39.0
6.4%
53.1%
25.9%
At least 365 days
96
31.3%
22.9 to 41.1
7.2%
51.0%
27.1%
All the measures, by time apart
Each person is in one row, except "0-7 days, combined", which adds up the three rows above it. Top 10, Top 5 and Top 1 are the share of values or number ones that appeared again. Spearman and Kendall run from 1 to −1 and only cover people with at least three values in common, so they may overstate how similar rankings were.
Similarity by time between assessments
Time apart
Pairs
Top 10
Top 5
Spearman
Kendall
Top 1
Under 1 hour
508
56.9%
47.1%
0.45
0.39
31.5%
1-24 hours
232
51.5%
41.8%
0.42
0.36
35.3%
1-7 days
196
51.6%
42.5%
0.40
0.34
28.6%
0-7 days, combined
936
54.5%
44.9%
0.43
0.37
31.8%
8-30 days
62
52.3%
46.5%
0.49
0.42
29.0%
31-90 days
51
55.3%
43.5%
0.30
0.23
39.2%
91-180 days
45
53.6%
47.6%
0.33
0.26
28.9%
181+ days
162
49.9%
43.8%
0.42
0.35
31.5%
07
Chapter 07, How it was checked
How we made sure the numbers hold up
From more than 2,100,000 results, we kept the pairs most likely to belong to one person.
The main plan came first. The primary rules and measures were documented before the main results were calculated. Some additional comparisons were added later and are identified in the technical details.
We compared against two different people. Every main figure sits beside the same figure for two different people, so popular values do not get mistaken for consistency.
We removed what did not belong. Results saved from clients, shared results, people clicking the same side every time, test accounts and accounts whose answers pointed to two different people, all without looking at how similar the rankings were. 1,256 people remain.
We tried it other ways. Under seven different versions of the rules, the share of a Top 10 that comes back stays between 50.9% and 52.1%.
08
Chapter 08, How to read this
How to read these results
Four things worth keeping in mind.
09
Chapter 09, Questions
Questions about repeat assessments
How much of a Top 10 stayed the same?
Among the 516 people who took the assessment again at least a day later, 51.7% of the values in their first Top 10 appeared in their second, about 5 of 10. Only 3 kept all ten.
How often did people choose the same number one?
30.6% of those 516 people put the same value first again. Among people who came back within an hour it was 31.5%, and after at least 365 days 31.3%.
Does this study show that personal values change?
No. It measures how much people repeat their rankings when they take the assessment again. A different ranking can reflect changed priorities, mood, situation or the way the assessment was taken, and this study cannot tell these apart.
Why did the researchers compare results with two different people?
Some values are popular, so any two lists share a few. Comparing each person's first ranking with the second ranking of another, randomly paired person (22.7% in common) shows how much of the 51.7% goes beyond that.
Does this study validate the Personalvalu.es assessment?
This study does not test whether the assessment validly captures a person's values. It describes how much rankings repeated among people who chose to take the assessment again.
The technical details, for those who want them
From a snapshot of 2,143,199 results taken on 30 October 2026, one pair per account: its two earliest results. Of 1,368 accounts with two or more results, we set aside those without two results of their own (results held by several accounts, or from the account's own invitations, 72), unlimited-invitation accounts (13), rankings made by clicking one side of every comparison (14), pairs with conflicting gender answers (9), and a few maintainer, test or very heavy accounts. A shared account we could not detect would lower similarity.
Overlap is the number of shared values divided by 10 or 5. Spearman and Kendall re-rank the shared values, and exist only where at least three are shared, because the 52 values outside a Top 10 have no known rank. The pairs left out are the least stable, so these correlations read high for everyone. Rank-biased overlap (p = 0.9) weights the top and covers every pair. "Two different people" is each person's first ranking against someone else's second, over 200 random re-pairings. Intervals are 95%, from a bootstrap over people, or Wilson for proportions. The stickiness score is Cohen's kappa.
Three sets appear on this page: the 516 people who came back at least a day later, the main group; the 740 who came back within 24 hours; and all 1,256 together.
Fixed in the analysis plan before the main results were calculated: how pairs were chosen and excluded, the main group of at least one day apart, the measures on this page, the time groups and the comparison with two different people. The one-day line was chosen after seeing how long people waited, but before any similarity was calculated. Added later: comparing the lead over two different people across time gaps, and number one by how long people waited at least. The stickiness check also used 10,000 resamples rather than the planned 2,000, and was repeated with six random seeds, because with 2,000 the list of values that differ from the average changed from run to run.
All the main figures
Similarity between a person's two rankings, with 95% intervals, against two different people