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Raredle No. 9: the answers

Tuesday, October 20, 2026 · Played it? Here's how rare each one really was.

What are the odds of you being able to roll your tongue?

Studies from the 1940s–50s; 65% to 81% depending on the study.

1 in 1.4 people 73.0%

Studies found 65% to 81% of people can roll their tongue; this uses the middle, about 73%.

Fun fact: It isn't simple genetics: in 7 of 33 pairs of identical twins, one twin could roll their tongue and the other couldn't.

Source: John McDonald, University of Delaware, Myths of Human Genetics

What are the odds of you missing the palmaris longus, a wrist tendon some people don't have?

Pooled from 26 studies, 2013 meta-analysis.

1 in 4.9 people 20.2%

A 2013 meta-analysis found a pooled absence rate of 20.25%, higher than the commonly quoted 15%.

Fun fact: In a class of 30, expect about 6 people without it. Surprisingly, the analysis found it missing more often on the right side.

Source: Yammine, Clinical Anatomy (2013)

What are the odds of an Elden Ring owner on Steam having unlocked every achievement?

Steam's 'Elden Ring' achievement (Obtained all achievements), October 2026.

1 in 9.5 players 10.5%

10.5% of Steam owners have the 'Elden Ring' achievement for getting all the others, as of October 2026.

Fun fact: In a room of 20 owners, expect about 2 completionists.

Source: Steam global achievement stats (accessed 15 Oct 2026): Elden Ring

What are the odds of a random person scoring 145 or higher on an IQ test?

Standard IQ scale: average 100, standard deviation 15.

1 in 741 people 0.13%

145 is three standard deviations up, the top 0.13%. Each extra 15 points makes it far rarer, not just a bit rarer.

Fun fact: A town of 10,000 people would have about 13 at this level.

Source: Math: normal curve, z = 3

What are the odds of being dealt all 13 cards of one suit in bridge?

One 13-card hand from a shuffled 52-card deck.

1 in 158,753,389,900 hands less than 0.0001%

There are 635,013,559,600 possible 13-card hands, and 4 of them are a complete suit.

Fun fact: Deal one hand a second, nonstop, and you'd wait about 5,000 years on average to see it.

Source: Math: C(52,13) ÷ 4 = 158,753,389,900