WAIT… THAT WAS A 60% QUESTION? The 1% Club Put Three Stopped Clocks On Screen — And HALF The Studio Disappeared Three stopped clocks. Three possible answers. Just 30 seconds to work it out. On paper, it sounded completely manageable — especially for a question supposedly designed to be answered correctly by 60% of people. Then the clock ran out.

The 1% Club broke a record after one ‘confusing’ clock question wiped out HALF the players in just 30 seconds

It was only the 60% question — but by the time Joel McHale looked around the studio, 50 contestants had disappeared from the game

There are difficult questions on The 1% Club.

And then there are questions that cause absolute carnage.

A seemingly innocent puzzle involving three stopped clocks produced exactly that during the US show’s Season 3 finale, when an extraordinary 50 contestants were eliminated on a single question.

Even more surprisingly, this wasn’t anywhere near the dreaded 1% question.

It was the 60% question.

And once you’ve seen the answer, you may understand why some viewers felt the wording — rather than the underlying logic — was what made it so brutal.

New Record for Number of People Out : r/The1PercentClub

Three stopped clocks caused absolute chaos

This wasn’t an ordinary episode either.

The August 17 finale was billed as Second Chance Night, bringing back contestants who had played before but had never won or reached the 1% question.

They had another opportunity to prove themselves.

Then three clocks appeared on screen.

Contestants were told:

“Even a stopped clock is right twice a day. The three clocks above are all stopped and, combined, they’ve been right five times today. Which of the options below could be the current time?”

The stopped clocks showed approximately:

1:50
12:30
1:25

And contestants had three possible answers:

A: 1:12 p.m.
B: 1:35 p.m.
C: 1:58 p.m.

That’s the entire puzzle.

Give yourself the same 30 seconds before reading any further.

Because the studio result was extraordinary.

Then the lights started appearing

Once the answers were locked in, host Joel McHale began seeing eliminated contestants light up around the studio.

And they kept coming.

“Oh no! No! What is happening?” McHale exclaimed as the scale of the wipeout became clear.

Then the number appeared:

50 OUT.

Half of the original 100 contestants had failed the same question.

McHale confirmed that they had just set a new record for the number of contestants eliminated on a single question.

It was particularly brutal considering this was Second Chance Night.

After joking that he’d given the returning contestants another opportunity and they’d blown it, McHale was left with just 26 players still standing in the competition.

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But why is this question so confusing?

The important thing is to forget about calculating anything from the hands of the clocks.

They’re stopped.

That means each clock displays one fixed time and will therefore match the real time twice during a full 24-hour day.

Now look at when each stopped clock would have been correct.

The first reads 1:50.

So during that day, it will be correct at:

1:50 a.m.
1:50 p.m.

The second reads 12:30:

12:30 a.m.
12:30 p.m.

And the third reads 1:25:

1:25 a.m.
1:25 p.m.

Together, the three clocks can therefore be correct six times during the entire day.

But the question tells us something crucial:

By the current moment, they have already been correct five times.

That’s the whole trick.

So which answer could be the current time?

Put those six moments into chronological order:

12:30 a.m.
1:25 a.m.
1:50 a.m.
12:30 p.m.
1:25 p.m.
1:50 p.m.

For the clocks to have been correct exactly five times today, the current time needs to fall after 1:25 p.m. but before 1:50 p.m.

Now return to the three options:

1:12 p.m. is too early. Only four of those moments have happened.

1:58 p.m. is too late. All six have happened.

But 1:35 p.m. sits perfectly between the fifth and sixth occurrences.

So the correct answer is:

B — 1:35 p.m.

That’s why the three stopped clocks have collectively been right exactly five times at that moment.

The 1% Club viewers slam the show's final question as 'the easiest ever' but would you have got it?

‘Not one percent of it’

Perhaps the most revealing moment came after the answer.

McHale approached one of the eliminated contestants and asked whether the explanation made sense.

His response was effectively that he hadn’t understood it at all, prompting other eliminated players to voice their agreement.

Then McHale pointed out that the woman sitting beside him had actually answered correctly.

Her response?

She indicated she’d guessed.

Reports from the episode say several other contestants also admitted guessing their way through the question.

That goes some way toward explaining why a supposedly 60% question managed to produce such an extreme result inside the studio.

Viewers had the same problem

The confusion didn’t end when the episode finished.

When the puzzle was subsequently discussed online, some viewers argued that the underlying logic wasn’t particularly difficult once understood — but that deciphering exactly what the question wanted was another challenge entirely.

One commenter described the wording as making the problem seem more complicated than it was, while others said the explanation still wasn’t clicking for them. Another suspected that plenty of people who got it right simply selected the middle option — exactly what some contestants admitted doing in the studio.

And that may be what makes this particular The 1% Club wipeout so interesting.

It doesn’t require advanced maths.

You don’t need obscure knowledge.

You don’t even need to work out anything particularly complicated about a clock.

You simply need to understand that “right five times today” means five of the six moments at which those three stopped clocks match the real time must already have passed.

Once that clicks, 1:35 p.m. looks surprisingly straightforward.

But 50 returning contestants had only 30 seconds to reach that realization.

And half the original studio didn’t get there in time.