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|---|
You are given a note from a language nerd, which is:
> If Japan is 239,
>
> Then Germany is 4.
>
> Greece is 14,
>
> While Italy is 3.
>
> Now, Philippines has 412.
>
> But Norway has 2357!
Now you are given 3 questions:
> 1. Which of these numbers that satisfy this country: Afghanistan?
>
> h) 78 b)... |
You are given a note from a language nerd, which is:
> If Japan is 239,
>
> Then Germany is 4.
>
> Greece is 14,
>
> While Italy is 3.
>
> Now, Philippines has 412.
>
> But Norway has 2357!
Now you are given 3 questions:
> 1. Which of these numbers that satisfy this country: Afghanistan?
>
> h) 78 b)... |
**COMPLETED GRID**
>! [![Completed Grid][1]][1]
The first step:
>! Remember that Stiv *loves* the periodic table. Then have a vague idea, but be able to look up in Wikipedia, that the periodic table is 9x18, just like this puzzle. And the number of unshaded squares is 118, just like the number of elements. Now we'... |
In the four players case, regardless of what D says, C can make a statement to secure arbitrarily high surviving probability for themself. There're many ways C can do that, one of which is like the following:
[![enter image description here][1]][1]
where
[![enter image description here][2]][2]
This gives us a le... |
In the four players case, regardless of what D says, C can make a statement to secure arbitrarily high surviving probability for themself. There're many ways C can do that, one of which is like the following:
[![enter image description here][1]][1]
where
[![enter image description here][2]][2]
This gives us a le... |
## 1. Four players ##
In the four players case, regardless of what D says, C can make a statement to secure arbitrarily high surviving probability for themself. There're many ways C can do that, one of which is like the following:
[![enter image description here][1]][1]
where
[![enter image description here][2]][2... |
You have 6 eternal cylinders (tubes) with the same radius R. Can you arrange them in space in such way that every cylinder touches the other 5? By touching, I mean have a common point or a line. You can't deform them.
*By the way I don't know the actual answer. This puzzle came to me after the same puzzle but with ... |
## 1. Four players ##
In the four players case, regardless of what D says, C can make a statement to secure arbitrarily high surviving probability for themself. There're many ways C can do that, one of which is like the following:
[![enter image description here][1]][1]
where
[![enter image description here][2]][2... |
This is a simple stated geometry puzzle. What is the angle p?
![image of triangle[1]][1]
[1]: https://i.stack.imgur.com/77wWq.png |
A geometric puzzle. What is the angle? |
This is a simply stated geometry puzzle. What is the angle p?
![image of triangle[1]][1]
[1]: https://i.stack.imgur.com/77wWq.png |
This is a simply stated geometry puzzle. What is the angle p in this isosceles triangle?
![image of triangle[1]][1]
[1]: https://i.stack.imgur.com/77wWq.png |
I have the following skyscraper puzzle:
| | C3 | C1 | C2 | C3 | C4 | C4 | C2 | |
|----|----|----|----|----|----|----|----|----|
| C2 | | | | | | V3 | | C5 |
| C4 | | V1 | | | | | | C1 |
| C3 | | | | | | | | C4 |
| C2 | | | | V5 | | |... |
I have the following Skyscrapers puzzle:
| | C3 | C1 | C2 | C3 | C4 | C4 | C2 | |
|----|----|----|----|----|----|----|----|----|
| C2 | | | | | | V3 | | C5 |
| C4 | | V1 | | | | | | C1 |
| C3 | | | | | | | | C4 |
| C2 | | | | V5 | | ... |
I need your help. I am the proud owner of 17 animals. Unfortunately they have all gone missing in the past few weeks and I have a feeling they could be hiding in the States somewhere. Can you help me retrieve them?
| | |
|-|-|
| 1a | South Carolina, California, Oregon, Rhode Island, Pennsylvania, Idaho, Ohio, New ... |
I need your help. I am the proud owner of 17 animals. Unfortunately they have all gone missing in the past few weeks and I have a feeling they could be hiding in the States somewhere. Can you help me retrieve them?
> | | |
> |-|-|
> | 1a | South Carolina, California, Oregon, Rhode Island, Pennsylvania, Idaho, Ohio... |
I have the following Skyscrapers puzzle:
| | C3 | C1 | C2 | C3 | C4 | C4 | C2 | |
|----|----|----|----|----|----|----|----|----|
| C2 | | | | | | V3 | | C5 |
| C4 | | V1 | | | | | | C1 |
| C3 | | | | | | | | C4 |
| C2 | | | | V5 | | ... |
<sub> Based on the [What is a Word/Phrase™][1], </sub>
-------------------
If a word conforms to a special rule, I call it a Homeless Word™.
Use the following examples below to find the rule.
| Homeless Words™ | Not Homeless Words™ |
|:-------------------:|:-------------------:|
| MOP ... |
This is a simply stated geometry puzzle. What is the angle p in this isosceles triangle?
![image of triangle[1]][1]
[1]: https://i.stack.imgur.com/77wWq.png
Here's some information about the origin of the puzzle. Following any links therein may spoil the fun if you were planning to solve the puzzle yoursel... |
**COMPLETED GRID**
>! [![Completed Grid][1]][1]
The first step:
>! Remember that Stiv *loves* the periodic table. And at Stiv's prompting, I realize Ingrid did ask us to "reassemble the table"...I just thought (hoped?) she meant something else by that. Then have a vague idea, but be able to look up in Wikipedia, t... |
> Friend: Hey! want to see what I'm solving?
>
> Me: Yeah sure.
>
> Friend: *showing an image*
>
> Me: Oh, come on, why do I wanna do reverse puzzling again!?
>
> Friend: Oh, just put it on a Q and A website then.
This was the image:
[![enter image description here][1]][1]
[1]: https://i.stack.imgu... |
You are given a note from a language nerd, which is:
> If Japan is 239,
>
> Then Germany is 4.
>
> Greece is 14,
>
> While Italy is 3.
>
> Now, Philippines has 412.
>
> But Norway has 2357!
Now you are given 3 questions:
> 1. Which of these numbers that satisfy this country: Afghanistan?
>
> h) 78 b)... |
> Friend: Hey! want to see what I'm solving?
>
> Me: Yeah sure.
>
> Friend: *showing an image*
>
> Me: Oh, come on, why do I wanna do reverse puzzling again!?
>
> Friend: Oh, just put it on a Q and A website then.
This was the image:
[![Rows: 5 0s, 131, 212111, 1111131, 12121, 31; Columns: 3, 1, 1, 1, 3... |
I am trying to solve the following question but I am stuck.( I will not post the source for sometime, as I don't want anybody to get influenced by the discussion there.)
9 people are sitting at a roundtable . Each person has a score, which is aa positive integer, associated with him. Each person's score is differ... |
I am trying to solve the following question but I am stuck.( I will not post the source for sometime, as I don't want anybody to get influenced by the discussion there.) <br><br><br>
9 people are sitting at a roundtable . Each person has a score, which is aa positive integer, associated with him. Each person... |
## Red herring redherringredh
[![Red herring redherringredh][1]][1]
---
## Redherri ngredh
[![Redherri ngredh][2]][2]
> | ... |
I am trying to solve the following question but I am stuck.( I will not post the source for sometime, as I don't want anybody to get influenced by the discussion there.) <br><br><br><br><br><br>
9 people are sitting at a roundtable . Each person has a score, which is a positive integer, associated with him. ... |
I am trying to solve the following question but I am stuck (I will not post the source for sometime, as I don't want anybody to get influenced by the discussion there.) <br><br><br><br><br><br>
9 people are sitting at a roundtable . Each person has a score, which is a positive integer, associated with him. E... |
I am trying to understand the steps needed to reach the final solution of this problem, but I am stuck. <br><br><br>
This is the original source : [Gardner's riddle on Mathemagicians (https://math.stackexchange.com/questions/1106065/gardner-riddle-on-mathemagicians/1106113)<br><br>
A cute riddle (but maybe no... |
I am trying to understand the steps needed to reach the final solution of this problem, but I am stuck. This is the original source : [Gardner's riddle on Mathemagicians](https://math.stackexchange.com/questions/1106065/gardner-riddle-on-mathemagicians/1106113)<br><br>
A cute riddle (but maybe not so easy!) from... |
I am trying to understand the steps needed to reach the final solution of this problem, but I am stuck. This is the original source : [Gardner's riddle on Mathemagicians](https://math.stackexchange.com/questions/1106065/gardner-riddle-on-mathemagicians/1106113)
> A cute riddle (but maybe not so easy!) from Gardner:
... |
I am trying to understand the steps needed to reach the final solution of this problem, but I am stuck. This is the original source : [Gardner's riddle on Mathemagicians](https://math.stackexchange.com/questions/1106065/gardner-riddle-on-mathemagicians/1106113)
> A cute riddle (but maybe not so easy!) from Gardner:
... |
I am trying to understand the steps needed to reach the final solution of this problem, but I am stuck. This is the original source : [Gardner's riddle on Mathemagicians](https://math.stackexchange.com/questions/1106065/gardner-riddle-on-mathemagicians/1106113)
> A cute riddle (but maybe not so easy!) from Gardner:
... |
I am unable to figure out how to solve the following question, and the only upvoted solution given, does not mention the steps that lead to the answer. [Gardner's riddle on Mathemagicians](https://math.stackexchange.com/questions/1106065/gardner-riddle-on-mathemagicians/1106113) This is the question :
> A cute ri... |
I am unable to figure out how to solve this [question](https://math.stackexchange.com/questions/1106065/gardner-riddle-on-mathemagicians/1106113) @Joffan has given an answer but he hasn't mentioned much regarding his approach. This is the question :
> A cute riddle (but maybe not so easy!) from Gardner:
>
> At a... |
You have 6 infinitely long cylinders (tubes) with the same radius R. Can you arrange them in space in a way that every cylinder touches the other 5? By touching, I mean have a common point or a line. You can't deform them.
*By the way I don't know the actual answer. This puzzle came to me after the same puzzle but ... |
This question is based on this great puzzle: https://puzzling.stackexchange.com/questions/109154/puzzle-about-6-infinite-cylinders-in-space
What is the most number of identical cubes that can be placed, such that every cube touches all the other cubes at some location? |
The alternative solution:
>! First apply a *dual transformation*. That is, we take the dual of the configuration by replacing each point with a line and each line with a point, as shown.
>! [![dual][1]][1]
>! (If you've never heard of this trick and it sounds unbelievably wacky, see https://en.wikipedia.org/wik... |
This question is based on this great puzzle: https://puzzling.stackexchange.com/questions/109154/puzzle-about-6-infinite-cylinders-in-space
What is the most number of identical cubes that can be placed, such that every cube touches all the other cubes at some location?
I propose two versions of this puzzle, thank... |
## Red herring redherringredh
[![Red herring redherringredh][1]][1]
---
## Redherri ngredh
[![Redherri ngredh][2]][2]
> | ... |
Consider the following diagram. Once every 2 seconds a car enters from the top and travels down towards the exit. Once every 3 seconds a car enters from the left and travels to the right exit. In the beginning there are no cars. On the 2nd second a car will enter at the top. On the 3rd second another car will enter fro... |
This question is based on this great puzzle: https://puzzling.stackexchange.com/questions/109154/puzzle-about-6-infinite-cylinders-in-space
What is the most number of identical cubes that can be placed, such that every cube touches all the other cubes at some location?
I propose two versions of this puzzle, thank... |
This question is based on this great puzzle: https://puzzling.stackexchange.com/questions/109154/puzzle-about-6-infinite-cylinders-in-space
What is the most number of identical cubes that can be placed, such that every cube touches all the other cubes at some location? Cubes cannot overlap.
I propose two versions... |
I am unable to figure out how to solve this [question](https://math.stackexchange.com/questions/1106065/gardner-riddle-on-mathemagicians/1106113) @Joffan has given an answer but he hasn't mentioned much regarding his approach. I requested him but he still didn't give a clear answer. This is the question :
> A cute ... |
I can give some insight into Joffan's answer if that helps, which follows Milo Brandt's comment underneath the question.
First of all let's look at the *original answer* given by Joffan
Let's say I take any nine distinct primes $p_1, p_2, \ldots, p_9$ and I assign to each mathemagician, as their score, a product... |
Are you a
>! DOT?
*Cut me, I am still normal.*
*Change my colour, I am still normal.*
*The only way you can make me change is to draw on me.*
>! Mathematically, a dot is a point with zero dimensions, zero distance in any direction. So you can cut it, but half of zero is still zero, it's the same thing. Y... |
I remember this one time when my brother told me "with just 3 lines, how many shapes can you form in a square piece of paper?"
After 30 minutes, my 7-year-old brain thought that I could only make 5. However, my brother told me "no, you can make seven. " My brain exploded right there.
Now, with my 13-year-old bra... |
**Partial Answer:**
> When you solve Redh erring, you will see this:
>! [![enter image description here][1]][1]
The yellow ones mean light red,
Red means the same,
And Dark red as the same.
Lets do something:
>! What if we make a thing in the gaps of all the words we spotted, like this:
>! [![ent... |
I'm not certain I've interpreted the question correctly, but if so the answer is
>! as many as I want, at least if we assume that paper is infinitely thin and infinitely finely divisible.
So, first of all, what I _think_ the question is asking: Take a square. Make three cuts in it. What's the largest number of po... |
# Partial answer: 6ish/8 sections solved, progress on the others
Sections 2, 3, 4, 5, 7, and 8(?) are fully solved. Section 1 and 6 need more 'grunt work' help, and the meta is mostly solved.
---
## Part 1 [pictures of fish]
>! These are all fish species: the big fish give the number of letters in their co... |
Here is a new quiz from my daily quiz calendar. I'm trying to find a way to solve it.
[![enter image description here][1]][1]
The numbers 1-6 should be filled in. And like a sudoku, each row and each column should contain each number exactly one time. Moreover the colored fields are used for calculation.
For... |
# Partial answer: 7ish/8 sections + meta solved
Sections 2, 3, 4, 5, 7, and 8 are fully solved. Section 1 and 6 need more 'grunt work' help, and the meta is fully solved (apart from the answer to 1).
---
## Part 1 [pictures of fish]
>! These are all fish species: the big fish give the number of letters in ... |
Here's a Sage / Python program which creates a 3D plot of the second solution from the paper by [Bozóki, Lee, and Rónyai](https://www.sciencedirect.com/science/article/pii/S0925772114000819). The plot is interactive (using three.js), so you can pan, zoom, and rotate the camera, using the mouse, or on a touch screen. Th... |
<sub>*In the spirit of the What is a [Word™](https://puzzling.stackexchange.com/search?q=%22I+call+it%22+title%3A%22what+is%22+title%3Aword+is%3Aquestion)/[Phrase™](https://puzzling.stackexchange.com/search?q=%22I+call+it%22+title%3A%22what+is%22+title%3Aphrase+is%3Aquestion) series started by [JLee](https://puzzling.s... |
*I am a four letter word and I was strong.*
*Sadly got reversed and now I am weak.*
*But... my former self is still inside of me.*
*You would only care if I'm inside of you.*
---
What was I, and what am I now? |
**Partial Answer:**
> When you solve Redh erring, you will see this:
>! [![enter image description here][1]][1]
The yellow ones mean light red,
Red means the same,
And Dark red as the same.
Let's do something:
>! What if we make a thing in the gaps of all the words we spotted, like this:
>! [![en... |
For a positive integer n there are two operations defined:
1) append one of the digits 0, 4 or 8 at the right end of n
2) n can be divided by 2 if n is even
Start number is 4. Is it possible to construct any positive integer with those two rules?
Example to construct 55: $4\to44\to22\to220\to110\to55$ |
For a positive integer n there are two operations defined:
1) append one of the digits 0, 4 or 8 at the right end of n
2) n can be divided by 2 if n is even
Start number is 4. Is it possible to construct any positive integer with those two rules?
Example to construct 55: 4→44→22→220→110→55 |
Here is a new quiz from my daily quiz calendar. I'm trying to find a way to solve it.
[![enter image description here][1]][1]
The numbers 1-6 should be filled in. And like a sudoku, each row and each column should contain each number exactly one time. Moreover the colored fields are used for calculation.
For... |
What 2-word noun satisfies this?
> I am not created in China, but on Japan.
>
> But I am covered with random pixels,
>
> Some people use me in Discord,
>
> And people share me to go to a specific thing.
|
Maybe I am missing something here but it seems like there are any number of solutions like
>! 1 and pi for example. Adding 1 or doubling will never make the irrational rational? |
Here is a simple pentagonal shape:
[![enter image description here][1]][1]
Using copies of this shape it seems that you can tile the plane, without even needing to flip over the tile.
[![enter image description here][2]][2]
But can you really?
[1]: https://i.stack.imgur.com/ZHOU1.png
[2]: https://... |
Here's a Sage / Python program which creates a 3D plot of the second solution from the paper by [Bozóki, Lee, and Rónyai](https://www.sciencedirect.com/science/article/pii/S0925772114000819). The plot is interactive (using three.js), so you can pan, zoom, and rotate the camera, using the mouse, or on a touch screen. Th... |
I think the answer is
>! Paper
**Cut me, I am still normal.**
>! cut a piece of paper and you just have two pieces of _paper_
**Change my colour, I am still normal.**
>! Colored paper is still _paper_
**The only way you can make me change is to draw on me.**
I don't really have an answer for this, but just... |
Larry Literal loved Laura Literal, his lovely long-suffering wife. They'd lived together as husband and wife 50 long years. Longing to live near long-lost loved ones, they'd recently re-located to a new home near a baseball stadium. Larry loudly lamented the cheap mini-blinds that hardly blocked the blinding stadium li... |
Larry Literal loved Laura Literal, his lovely long-suffering wife. They'd lived together as husband and wife 50 long years. Longing to live near long-lost loved ones, they'd recently re-located to a new home near a baseball stadium. Larry loudly lamented the cheap mini-blinds that hardly blocked the blinding stadium li... |
Larry Literal loved Laura Literal, his lovely long-suffering wife. They'd lived together as husband and wife 50 long years. Longing to live near long-lost loved ones, they'd recently re-located to a new home near a baseball stadium. Larry loudly lamented the lousy mini-blinds that let in the blinding stadium lights eac... |
Larry Literal loved Laura Literal, his lovely long-suffering wife. They'd lived together as husband and wife 50 long years. Longing to live near long-lost loved ones, they'd recently re-located to a new home near a baseball stadium. Larry loudly lamented the lousy mini-blinds that let in the blinding stadium lights eac... |
Here's a simple little puzzle.
With the help of the image below, can you figure out who I am?
----------------------
[![enter image description here][1]][1]
[1]: https://i.stack.imgur.com/KSHVo.png |
Are you
>! NORI, used to be IRON?
I am a four letter word and I was strong.
Sadly got reversed and now I am weak.
>! Iron is a strong metal, but nori tears easily.
But... my former self is still inside of me.
You would only care if I'm inside of you.
>! Nori contains iron, a nutrition fact that som... |
*<sup>You can find the other Vowelburger™ Riddles [here](https://puzzling.stackexchange.com/search?q=vowelburger+is%3Aquestion)</sup>*
I ordered 5 Vowelburgers™ with buns and meat only at the **linguistic restaurant** - help me identify each one from the description on the menu!
The buns are [pulmonic consonants]... |
Larry Literal loved Laura Literal, his lovely long-suffering wife. They'd lived together as husband and wife 50 long years. Longing to live near long-lost loved ones, they'd recently re-located to a new home near a baseball stadium. Larry loudly lamented the lousy mini-blinds that let in the blinding stadium lights eac... |
Larry Literal loved Laura Literal, his lovely long-suffering wife. They'd lived together as husband and wife 50 long years. Longing to live near long-lost loved ones, they'd recently re-located to a new home near a baseball stadium. Larry loudly lamented the lousy mini-blinds that let in the blinding stadium lights eac... |
Pull up a chair, this is going to take a while. Especially since I keep using far too many words. There are 19 steps, I kid you not.
The coordinate system used in this answer:
[![system of rows, columns, and boxes][1]][2]
Note that there are four ways to make 10 (1-9, 2-8, 3-7, 4-6) and two ways to make 5 (1-4... |
I got this from a neighbor, but I don't know why.
The emails are separated into 2-3 parts.
Here are the emails:
> Title: RO KED BYA LAOUT Y
>
> Body:
>
> JRU. ESMY YP JSMH PIY PM YJR NRSVJ? YJSY EPI;F GIM.
>
> PJ, ↹?F ↹MDI VEUBF RGZ ULOIER↹BR QRYDD?
>
> J>CA RSIRDOAAI.
> Title: 1qrwuL8cIcnZ9rMBr0Jy... |
I've been tackling [this puzzle][1] named "Hex Cube" which comes with the instructions "Can you decipher the message? You should be able to if you go back to basics and use a little bit of logic.":
[![enter image description here][2]][2]
Reproduced here in black and white:
```
22 5b 61
50 76... |
This crossword is a tribute to the 1994 album *Awake* by Dream Theater.<sup>1</sup> No knowledge of the music itself is required for solving.
Some clues are missing a part which has been replaced by two question marks (**??**). Before solving, each of these must be filled with a different track title from the album.... |
You are given a note from a language nerd, which is:
> If Japan is 239,
>
> Then Germany is 4.
>
> Greece is 14,
>
> While Italy is 3.
>
> Now, Philippines has 412.
>
> But Norway has 2357!
Now you are given 3 questions:
> 1. Which of these numbers that satisfy this country: Afghanistan?
>
> h) 78 b)... |
The 16 words below may be partitioned into 4 groups of 4 thematically connected words.
What are those connections and groups?
[![Wall of words][1]][1]
---
Text version:
| | | | |
|:---------:|:---------:|:---------:|:---------:|
| SHIFT | OPTION | RED ... |
**Hints**
I understand the meaning of the hints:
>! in English, **four** is the only number which has the same number of letters as the number itself; for other numbers, we can apply a process of counting letters to get sequences like *eighteen, eight, five, four, four, four, ...* or *one, three, five, four, four... |
*<sup>You can find the other Vowelburger™ Riddles [here](https://puzzling.stackexchange.com/search?q=vowelburger+is%3Aquestion)</sup>*
I ordered 7 Vowelburgers™ with buns and meat only at the **linguistic restaurant** - help me identify each one from the description on the menu!
| Meat | Vowelburger™ |
|:----:|:... |
<sup>*What follows here is a little Easter Egg hunt I've pulled together for you all this year. Ultimately, you need to discover **a single word of four letters in length** which will be revealed by the puzzle once all steps have been fully resolved.*</sup>
<sup>*Happy hunting, and Happy Easter!*</sup>
---
>... |
How many ways are there to split the numbers 1, 2, 3, 4, 5, and 6 into two groups, such that the product of the numbers in one group is 24 and the sum of the numbers in the other group is 12? An answer should enumerate all of the possibilities (if any) and prove that there are no others. (It's possible to figure this o... |
## Partial answer
First, we can identify the people in the image:
>! Sofía Vergara, Xi Jinping, Victor Hugo, Tiger Woods
>! John Oliver, Jerry Seinfeld, Billy Joel, ???
>! Chad Kroeger, Heath Ledger, Bristol Palin, Martin Luther
>! Freddie Mercury (played by Rami Malik in [Bohemian Rhapsody](https://en.wi... |
## Partial answer
First, we can identify the people in the image:
>! Sofía Vergara, Xi Jinping, Victor Hugo, Tiger Woods
>! John Oliver, Jerry Seinfeld, Billy Joel, ???
>! Chad Kroeger, Heath Ledger, Bristol Palin, Martin Luther
>! Freddie Mercury (played by Rami Malek in [*Bohemian Rhapsody*](https://en.... |
## Partial answer
First, we can identify the people in the image:
>! Sofía Vergara, Xi Jinping, Victor Hugo, Tiger Woods
>! John Oliver, Jerry Seinfeld, Billy Joel, ???
>! Chad Kroeger, Heath Ledger, Bristol Palin, Martin Luther
>! Freddie Mercury (played by Rami Malek in [*Bohemian Rhapsody*](https://en.... |
## Partial answer
First, we can identify the people in the image:
>! Sofía Vergara, Xi Jinping, Victor Hugo, Tiger Woods
>! John Oliver, Jerry Seinfeld, Billy Joel, ???
>! Chad Kroeger, Heath Ledger, Bristol Palin, Martin Luther
>! Freddie Mercury (played by Rami Malek in [*Bohemian Rhapsody*](https://en.... |
Professor Devonshire was losing his marbles, Dr. Wallaby thought, staring at the equations filling the board in Dr. Devonshire’s office. What kind of addition was this?
1+1 = 6
2+1 = 6
1+6 = 6
2+6 = 6
6+6 = 6
1+3 = 8
7+9 = ?
I wonder what goes in the blank? |
## Partial answer
First, we can identify the people in the image:
>! Sofía Vergara, Xi Jinping, Victor Hugo, Tiger Woods
>! John Oliver, Jerry Seinfeld, Billy Joel, ??? ???
>! Chad Kroeger, Heath Ledger, Bristol Palin, Martin Luther
>! Freddie Mercury, Darryl Strawberry, Betty White, Teen Titans
Next, w... |
## Partial answer
First, we can identify the people in the image:
>! Sofía Vergara, Xi Jinping, Victor Hugo, Tiger Woods
>! John Oliver, Jerry Seinfeld, Billy Joel, ??? ???
>! Chad Kroeger, Heath Ledger, Bristol Palin, Martin Luther
>! Freddie Mercury, Darryl Strawberry, Betty White, Teen Titans
Next, w... |
## Partial answer
First, we can identify the people in the image:
>! Sofía Vergara, Xi Jinping, Victor Hugo, Tiger Woods
>! John Oliver, Jerry Seinfeld, Billy Joel, ??? ???
>! Chad Kroeger, Heath Ledger, Bristol Palin, Martin Luther
>! Freddie Mercury, Darryl Strawberry, Betty White, Teen Titans
Next, w... |
## Partial answer
First, we can identify the people in the image:
>! Sofía Vergara, Xi Jinping, Victor Hugo, Tiger Woods
>! John Oliver, Jerry Seinfeld, Billy Joel, ??? ???
>! Chad Kroeger, Heath Ledger, Bristol Palin, Martin Luther
>! Freddie Mercury, Darryl Strawberry, Betty White, Teen Titans
Next, w... |
Another way:
>! The sum of 12 requires at least 3 numbers, since 6+5=11 is too little. So, the product of 24 must consist of at most 3.
>! Can it be 2 numbers? Yes, 6 * 4. But the remaining numbers do not sum up to 12: 1+2+3+5=11. For the same reason 6 * 4 * 1 would not work. The only remaining way to get 24 is 4... |
Once Valera left the house, walked to the villa, painted 11 fence boards there, and returned home
2 hours after leaving. Another day, Valera went to the villa with Olga, together they painted 8
fence boards (without helping or interfering with each other), left together and returned home
3 hours after leaving it. Ho... |
In a grid rectangle $20210 \times 1505$, two diagonals are drawn, and all the cells containing segments
of diagonals are painted. How many cells are painted? |
In a grid rectangle 20210 × 1505, two diagonals are drawn, and all the cells containing segments of diagonals are painted. How many cells are painted? |
The 16 words below may be partitioned into 4 groups of 4 connected words.
Additionally, each of the four groups can be represented by a single group-word.
Finally, the four group-words are connected by a single four-letter word.
| | | | |
|:-------:|:--------:|:------:|:-----:|
... |
Recently I rewatched "[A Beautiful Mind][1]" based on the life of the American mathematician John Nash.
And the other day I came across a book spread photograph, in which one attentive reader connected exclamation marks, **!**, and got a certain figure (red lines).
[![enter image description here][2]][2]
Do... |
Recently I rewatched "[A Beautiful Mind][1]" based on the life of the American mathematician John Nash.
And the other day I came across a book spread photograph, in which one attentive reader connected exclamation marks, **!**, and got a certain figure (red lines).
[![enter image description here][2]][2]
Do... |
Your task is to solve the Sudoku and complete the missing words in the following poem.[![enter image description here][1]][1]
[1]: https://i.stack.imgur.com/32zky.png
- Classic Sudoku: Each row column and box contains the digits 1-9.
- XV-rules: Digits separated by V must add to 5. Digits separated by X mu... |
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