(Note that due to the nature of this puzzle, it's inaccessible to folks who are using screen readers. Sorry about that!) You're at a local fair with your friend Kayleigh in the good old US of A, and you see a sign over a small, shabby-looking tent. "TREASURE HUNT!" it says, in big hand-painted l...

You know that guy who's got a wide, oval nose and huge buckteeth? The guy who's always wearing sunglasses, you know the one. What's his name again?

You used to wear me, you might still do. If I never existed, there won't be you. Who am I?

x = r("k") y = l("ft") z = x("t") The answer is on the x(y(z("i36g9q4e"))) hint

None of these idiots can match my sharp wits, I devour these dullards and turn them into pricks. What is it that I am?

Remember the famous three kids problem with the oldest one who plays the piano? Take a look at the next one: A priest and a verger were travelling on a train carriage with three more passengers.Then the priest said to the verger: "The product of those three passengers ages is 2450 and the sum is...

This took me 25 seconds! How long did it take you? 11 X 11 = 4 22 X 22 = 16 33 X 33 = ??? The answer is right in front of you so do not think in normal math rules!

This is a small and simple riddle I belong to you but other people use me more. Who am I?

My word puzzle has a finite number of unique words that can be combined to make a sentence. Because there is no repetition, the answer must be finite (no buffaloes). Ingenuity is required to maximise the length of such a sentence. I can make rules about what constitutes a proper sentence but I'd ...

See if you can solve this math-problem: $$ \begin{bmatrix} 1&+&1&=&0\\ 2&+&8&=&2\\ 2&+&2&=&0\\ 9&+&8&=&3\\ 3&+&4&=&0\\ 6&+&9&=&2\\ 0&+&2&=&1\\ 9&+&3&=&? \end{bmatrix} $$ Best of Luck! Ps: Here is the link without brakets and here is one without latex

here's a riddle. Clue 1: Some watches Clue 2: Something about an horseshoe Clue 3: Five are enough Clue 4: A contrast for the first Who am I?

A Prime number with the following properties Less than 7 digits ALL digits in the number are Prime numbers-- some repeated. All individual digits in the number add up to a Prime Number-- whose digits also add up to a Prime number The last 2 digits of the number are same as the first 2 digits. An...

Everyday you make me cry, You hit me to shut me up. Thankfully I'm not alive, But alas I've had enough. Finally, I've left you, But... you're not sad. because my replacement... Best friend you've had.

Back in the 90's, here in Portugal, a mathematical contest took place (under the name Project Minerva) to inspire the use of computers on public schools. One of the problems was the next one: Two farmers, Manuel with $3$ acres of land and Joseph with $5$, decided to hire a third man to help them...

Background Once upon a time there lived a poor man. He was so poor that he had nothing but a low-quality scissor that could only cut three times. On Valentines day, he wanted to make a card for his mother. He, of course, didn't want to send his scissors. When he was thinking, what he could send,...

I am new to puzzling and I really like it. I have a question: I posted my first answer to everyday you make cry, and El-Guest beat me by 3 minutes ;-)! Shall I delete my answer then?

Here comes an easy one: A Family has several children. Each brother has the same numbers of brothers and sisters, but each sister has twice as many brothers as sisters How many sisters and brothers does this family have?

Beep, beep, beep, beep... No, this was not the sound of D.S.I North Daniels playing miniature cricket on his phone, although that would be a preferable situation to the one he is in now. Unfortunately, EOD Operator classes were not part of police training, and watching all those Die Hard movies d...

Here is a tuff riddle: The three brothers live in a house They look truly different But if you want see the difference, Is each one like the other two The first one is not here, he is just coming home The second one is also not here, he already went out Only the third is here, the smallest of ...

The diagonals of a square intersect at a right angle. Is that true in three dimension, i.e. have the two diagonals of a cube, each running from one corner of the cube to its opposite corner and crossing in the center, would also cross at right angles?

It is really easy I believe. The answer is wherever you look Kinda my first attempt. Be kind and thanks for a great community

can someone help me to solve this please I spent 1 hour and still no answer :(

Actually the title is completely misleading because this has nothing to do with knitting. Here is the actual puzzle. Pull one. Cost two. Get off one. Off the top of one. Keep one up. Bite one. Drag two. Cross two. Note I shall add some easier ones as time goes by unless someone gets it first. ...

Searching online catalogs is a pain. Can you tell me if it's worth my trouble? As an example, I searched the following online catalog of a well-known country-wide British outlet for the keyword "puzzle". Many other suppliers use the same algorithm and I have no financial interest in any of them....