Why 11 digits? I tried 11 digit binaries, as decimals but could not find yet. Not easy to reverse numbers even in Excel. I could reverse, but have problems to copy then.
Jaja, cool I thought it was an eleven digit prime…. thats why I gave up quickly man, the primes doubled squared gives you a 41 to 43 digit number jajajajaja, but cool man.
Yes! Those were the two solutions at which I arrived. I was hoping to find an answer that was not palindromic, which would have been much more interesting, but I reached the limits of Excel without finding such an animal.
This little trick will work with any number of the form “100…001″ but, other than 101, no other such numbers are prime (at least not within the limits of my power to discover them).
@Bobo the header image is a oblique nudge toward finding the first answer, 11, and recognizing the doublesquare=palindrome requirement. Plus, it was easy to find on an image search, and the color matches the webpage, so I guess you could call it destiny!
My first response (after about 30 minutes effort) is that only A=11 and A=101 will work. In both cases, A^4 is palindromic, meaning the final prime number is A itself. Cannot yet prove this. (BTW: I am going on the assumption that the picture is not meant to imply that A is an 11-digit prime. Although I am curious as to why that image was chosen.)
My answer is 5 players. Using the Venn diagram, you can easily figure it out. I agree with @suineg. You have to have in your mind that players can sound and also break both of their arms. You will need to make 3 Venn diagrams
I lost a about $15 or $20 years ago on this one. I figured “I’m a mathematician so I can do this.” Whenever I placed the 2nd and 3rd circles in the correct spots, the Carnie claimed to ‘help’ me by moving them up slightly. I was so young and trusting (and stoned) that I failed 2 realize what he was doing. Geez… As my dad used to tell me, “For someone so smart U sure act stupid!” Now that I’m older and wiser and don’t have to bet any money, I’m looking 4ward to trying this game. Hope it’s still avail. cheers.
I see that a lot of us are pretty defensive when faced w/ the possibility that children are more observant than we! haha. Glad I’m not alone. Props 2 the kids!
It’s not moving at all! It’s standing still in the middle of my screen. Good thinking by the kids, but where’s the windshield? I don’t think this bus is going anywhere….
Square of the Primes
Why 11 digits? I tried 11 digit binaries, as decimals but could not find yet. Not easy to reverse numbers even in Excel. I could reverse, but have problems to copy then.
The 12 Dots
Good One.
Square of the Primes
11
Square of the Primes
Jaja, cool I thought it was an eleven digit prime…. thats why I gave up quickly man, the primes doubled squared gives you a 41 to 43 digit number jajajajaja, but cool man.
A [S]imple Rebus…maybe
Loved !
Square of the Primes
Yes! Those were the two solutions at which I arrived. I was hoping to find an answer that was not palindromic, which would have been much more interesting, but I reached the limits of Excel without finding such an animal.
This little trick will work with any number of the form “100…001″ but, other than 101, no other such numbers are prime (at least not within the limits of my power to discover them).
@Bobo the header image is a oblique nudge toward finding the first answer, 11, and recognizing the doublesquare=palindrome requirement. Plus, it was easy to find on an image search, and the color matches the webpage, so I guess you could call it destiny!
Simple puzzle will confuse all but the accountants
Hv no idea..what would be the answer is?
Square of the Primes
Very difficult problem. How do I see the comments?
Square of the Primes
Possible starting numbers: 11 and 101
11^2^2 = 14641
Reverse digits: 14641 -> 14641
sqrt(sqrt(14641)) = 11
101^2^2 = 104060401
Reverse digits: 104060401 -> 104060401
sqrt(sqrt(104060401)) = 101
Square of the Primes
My first response (after about 30 minutes effort) is that only A=11 and A=101 will work. In both cases, A^4 is palindromic, meaning the final prime number is A itself. Cannot yet prove this. (BTW: I am going on the assumption that the picture is not meant to imply that A is an 11-digit prime. Although I am curious as to why that image was chosen.)
Sum of Primes
[...] Sum of Primes! « Best of Casual Puzzle Games [...]
Cube Rotation Question
green
Seeing stars
3 black stars – all lines and columns must have 4 white stars and 5 black stars
Purple star progression
6
Green Triangles with Some Math
9
A Glorious Game
My answer is 5 players. Using the Venn diagram, you can easily figure it out. I agree with @suineg. You have to have in your mind that players can sound and also break both of their arms. You will need to make 3 Venn diagrams
Hidden Object, Find the Tower Raven
up his black trouser leg (right)
French Hidden Object Card
clouds signify the roosters body
Hidden Object-Find the Druid
ahh hidden in the stone to the left quite an easy one upisde down
Hidden Object-Find the Druid
ahh hidden in the stone to the left quite and easy one
Where is the Astronomer?
between the globe and the curtain to the left
Hidden Forms
a man looking down a a small (boy/girl) in his arms
Hidden Object, Find the Devil
In the center of the clouds
Hidden Object Card- 2 Artists
1. upside down on the painting (smaller) 2. Between the painter and the boy looking at painting from aside
Fill in the Matrix
It is (a)
Fill in the Matrix
Very well.
Matrix Puzzle- Triangles & Rectangles
“D”
‘Cover the Spot’-the carnival puzzle game.
I lost a about $15 or $20 years ago on this one. I figured “I’m a mathematician so I can do this.” Whenever I placed the 2nd and 3rd circles in the correct spots, the Carnie claimed to ‘help’ me by moving them up slightly. I was so young and trusting (and stoned) that I failed 2 realize what he was doing. Geez… As my dad used to tell me, “For someone so smart U sure act stupid!” Now that I’m older and wiser and don’t have to bet any money, I’m looking 4ward to trying this game. Hope it’s still avail. cheers.
School Bus Puzzle
I see that a lot of us are pretty defensive when faced w/ the possibility that children are more observant than we! haha. Glad I’m not alone. Props 2 the kids!
School Bus Puzzle
It’s not moving at all! It’s standing still in the middle of my screen. Good thinking by the kids, but where’s the windshield? I don’t think this bus is going anywhere….