I'm Heron. I once spent a whole afternoon on a grid with four names and three drinks, and I got there by guessing, which is the one method that does not count.
So these twelve are the ones where guessing loses. Every answer is forced by the lines you were handed, plus what you already know about coins, bulbs, and calendars.
Assume it, then break it
A logic puzzle asks you to know almost nothing. It hands you a few lines and asks which world they leave standing.
When a line talks about the person saying it, test it by assuming it. Whichever assumption ends in nonsense is the one we throw out.
Let's run that on a fresh sentence. Mo has another go, and this time he says that at least one of them lies.
Step 1 of 6Mo: at least one of us lies
“one lies”
Different sentence, opposite pair: this time Mo is the knight, and Jo is the one lying.
Logic grid puzzles, where crossing out beats guessing
Five to warm up on, and the first two are grids with the grid left out. Four names and four drinks, then three finishers in a row: both fit in your head.
Grid and zebra puzzles run on the clues that say no. Each one crosses a box off the table, and a row with one box left hands you a fact for the next clue.
The island pair up top was riddle 1, so the puzzle cards pick up at 2. Keep a private tally as you go, because the scoreboard at the end wants a number from you.
Hosting a party?
Riddle 2 of 12
Ana, Ben, Cal, and Dee drink tea, soda, milk, and water. Ana has water, Cal milk, Ben never tea. Who has tea?
Hint: Give the drinks a row each and cross out every name a clue can remove.
Dee
1Ana = water, Cal = milktwo names leave the tea row
2Ben never drinks teathe third name leaves too
3= Dee has the teaone name left in the row
Not one clue mentions Dee, and the crossing out still names her.
Riddle 3 of 12
Ana, Ben, and Cal finish first, second, and third. Ben beats Cal, and Ana is not first. Who won?
Hint: Ask who is still allowed to be first after each clue.
Ben
1Ana is not firstthe clue says so outright
2Cal is not firstBen crossed the line ahead of him
3= Ben wonthe only finisher left for the spot
Two clues about who did not win are enough to say who did.
Riddle 4 of 12
All roses are flowers, and some flowers fade fast. Does it follow that some roses fade fast?
Hint: Try to build a garden where both lines are true and no rose fades fast.
No, it does not follow
✕some flowers fade fastand they could all be tulips
1roses sit inside flowersevery rose is one, no promises back
2= it does not followboth lines true, conclusion open
Two true sentences can stand side by side while the conclusion between them stays unproven.
Riddle 5 of 12
Two coins add up to 30 cents, and one of them is not a nickel. What are the two coins?
Hint: Read the second half again, slowly. It says one of them.
A quarter and a nickel
✕no nickel in the pairwhat the sentence sounds like
125 + 5 = 30the quarter is the one that is not a nickel
2= quarter and nickelthe only US pair that adds up
The line rules out one coin, and most brains hear it ruling out both.
Riddle 6 of 12
Three switches downstairs, one old filament bulb upstairs, one trip up. How do you tell which switch is its?
Hint: You may flip as many switches as you like, and wait as long as you like, before you go up.
Lit is 2, warm is 1, cold is 3
1flip 1 on, wait, offthe bulb warms while it burns
2flip 2 on, then go upone trip, as promised
3= lit is 2, warm is 1, cold is 3three answers from one look
One trip carries three answers as soon as heat counts as a signal.
Two of those five die on a single word. The coins say one of them is not a nickel, most brains hear neither of them, and the roses die the same way on some.
We're calling that move The Ghost Clue: a line the puzzle never wrote, standing in your head with the real ones. The next six are built on it.
Logic puzzles for adults, and the clue that was never there
Six harder ones, and the arithmetic stays tiny throughout. Two people stuck on their own hats, four cards with a rule to break, and a house number that hides a tie.
One habit clears most of them: we write down what we were actually given. Anything in your head that survives the list is a Ghost Clue, and the same list is what cracks a hole with three honest measurements.
Riddle 8 is the famous one. Read its rule twice before you pick, because the rule only promises something in one direction.
Riddle 7 of 12
Three in a line see only ahead, hats from 2 black and 3 white. The back two cannot name their own. Front hat?
Hint: Ask what the one at the back would have called out if he could see two black hats.
White
1the back one cannot tellso the two ahead are not both black
2the middle one cannot tellso the hat in front of him is white
3= the front hat is whitetwo people stuck names it
Two people at the back learn nothing, and that is the clue the one in front solves it with.
Riddle 8 of 12
Four cards read A, K, 4, and 7. Rule: a vowel on one side means an even number on the other. Turn which?
Hint: Turn only the cards that could show the rule is false.
A and 7
✕turn the 4an even number can break nothing
1A needs an even backa check the rule can fail
2= A and 7an odd back could hide a vowel
A rule gets tested where it can break, and neither a consonant nor an even number can break this one.
Riddle 9 of 12
Three kids: their ages multiply to 36 and add up to my house number. Why do I need one more clue?
Hint: List every trio that multiplies to 36 and add each trio up.
Two trios share 13
11 + 6 + 6 = 13ages 1, 6, and 6
22 + 2 + 9 = 13ages 2, 2, and 9
3= two trios share 13so the house number cannot decide
Every other trio adds to a total of its own, so 13 is the single place this puzzle stalls.
Riddle 10 of 12
One of 1,000 juice barrels is spoiled, a sip shows it a day later, and sips can be mixed. Fewest tasters?
Hint: Number the barrels in binary and give each taster one digit.
10
✕9 tasters cover 512short of a thousand barrels
1each taster answers yes or noone digit per person
2= 10 tasters cover 1,024every barrel gets its own pattern
Ten yes-or-no answers make 1,024 patterns, which is one spare pattern per barrel and then some.
Riddle 11 of 12
The day before yesterday I was 17, and next year I will turn 20. What day is today, and my birthday?
Hint: One day of the year puts the day before yesterday and next year in three different calendars.
Jan 1, born Dec 31
1born December 3117 the day before yesterday
219 this December, 20 nexttwo birthdays inside “next year”
3= today is January 1the only day all three lines fit
The words yesterday and next year can stand three calendar years apart, and one date does it.
Riddle 12 of 12
A boy and his dad crash. The surgeon says: “I cannot operate on him, he is my son.” Who is the surgeon?
Hint: Every fact in this puzzle is written down. One fact in your answer is not.
His mother
✕nothing here says “he”the puzzle never names the surgeon
1the dad is at the crashso the surgeon is somebody else
2= the boy's mothera second parent, and no contradiction
Any second parent clears the contradiction, and the one most brains skip is the mother.
Those four cards have been through the lab. Griggs and Cox took a rule their subjects had lived with, and improved performance was found, in a paper that mostly reports failures to replicate.
Speed does the rest of the damage. Shane Frederick built a famous three-question test out of the answer that arrives before the reading is done.
We named that reflex The Candy Trap, and the move-ordering puzzles in our math puzzles set feed on it just as happily.
What to remember
Assume it, then break it. A claim that contradicts itself under your own assumption has just answered the question for you.
Cross out with the clues that say no. Grids are won by the names a clue removes, and the survivor needs no clue of its own.
List what you were given. Everything else in your head is a Ghost Clue, and it is why the four cards keep winning.
Honest tally: how many did you solve without peeking?
0–4
0%
5–8
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9–11
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All 12
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FAQ
Jo is the knight. Mo says “We are both knaves,” and that sentence can never be true: a knight saying it would be calling himself a knave. So Mo is a knave, his claim is false, and the only way it comes out false is for Jo to be a knight.
Work from the clues that say no. Every clue that rules a pairing out crosses one box off the grid, and a row with a single box left is a new fact you can spend on the next clue. The answer usually arrives without any clue naming it, which is why crossing out beats guessing.
The ones where the trap is a line you supplied yourself: the four cards with the vowel rule, three ages that multiply to 36, three people in a line where two cannot name their own hat, and the surgeon who cannot operate. All four are on this page with worked answers.
Four cards read A, K, 4, and 7, and the rule says a vowel on one side means an even number on the other. The two worth turning are A and 7, because only those two can show the rule is false. The 4 is the popular pick, and whatever hides behind it, the rule survives.
A riddle hides its answer in the wording and pays off when you reread the sentence. A logic puzzle hands you the facts openly and asks what they force. All twelve here are the second kind, and the cards are labelled riddles for short.