@Deusovi I rot13(rknzvarq rirel fvatyr bar bs Gvzjv'f zbqhyrf) yesterday and it was not obvious. I had a couple of hypotheses but none seemed to quite work. I guess I'll do a second pass...
I certainly didn't tear them all apart, but I scanned them, looking for one that felt right. I believe your hint, though—it was probably just an oversight on my part. I will crack it.
Gurer jrer rira n pbhcyr bs aba-Gvzjv'f gung frrzrq yvxr tbbq pnaqvqngrf orsber V ernyvmrq gung nyy bs gur srrqref jrer Gvzjv-zbqhyr onfrq.
Needless rot13ing, probably, but just playing safe.
We have 13 tastikos that each grow flapinos at the speed of 19 per day of the planet Skiitos. Assuming we wait 247 days of the planet Noplatos, on which days are 4 times longer than in Skiitos, how many flapinos will we be able to grow
I believe I have it too, and am pretty well confirmed thanks to some progress on what I think is the next step. I switched to construction for a bit though, but can come back to this...
We've gotten a little spoilery, but if you don't care, I'll add you (and anyone else) to the room. Sorry if this is going about all of this in a weird way.
Given the number sequence
0,1,4,9,0,1,9,1,4,2,1,3,0,4,1,5,4,6,9,7,0,9,9,a,4,?,?,?,?,?,?
the challenge is to
Determine the value represented by a
Predict the next 6 entries represented by ?
Note that
This number sequence does not appear in the online encyclopaedia of integer sequences...
Yesterday afternoon I met professor Halfbrain at an art gallery.
The professor looked tired and exhausted.
He told me that he had spent many working days and many sleepless nights
with lengthy calculations.
Here is what the professor did:
The professor picked an arbitrary integer $n\ge2...
Beside the place, where water flows,
And flora at the surface grows,
Something is there, or is it really?
All I can say, my rhymes are silly
What song am I?
A 8x8 chess board is marked with the numbers from 1 to 64 sequentially from left to right, row by row and top to bottom.
Now a minus sign is added to 32 of those numbers such that in each row and in each column there are exactly 4 positive and 4 negative numbers.
All 64 numbers are now added up....
I think this question is best explained with a demonstration. In this case I'm playing a Range puzzle, but this kind of concept seems to work with other puzzle types too.
Of interest here are the two blank squares in the last row of the puzzle. Let's call the left of the two blank squares A, a...
We have 13 tastikos that each grow flapinos at the speed of 19 per day of the planet Skiitos. Assuming we wait 247 days of the planet Noplatos, on which days are 4 times longer than in Skiitos, how many flapinos will we be able to grow
My prefix is not single
My infix is cold to hold
My postfix can mean my whole
I’m clean when I’m on the road
Given the number sequence
0,1,4,9,0,1,9,1,4,2,1,3,0,4,1,5,4,6,9,7,0,9,9,a,4,?,?,?,?,?,?
the challenge is to
Determine the value represented by a
Predict the next 6 entries represented by ?
Note that
This number sequence does not appear in the online encyclopaedia of integer sequences...
Yesterday afternoon I met professor Halfbrain at an art gallery.
The professor looked tired and exhausted.
He told me that he had spent many working days and many sleepless nights
with lengthy calculations.
Here is what the professor did:
The professor picked an arbitrary integer $n\ge2...
Beside the place, where water flows,
And flora at the surface grows,
Something is there, or is it really?
All I can say, my rhymes are silly
What song am I?
I think this question is best explained with a demonstration. In this case I'm playing a Range puzzle, but this kind of concept seems to work with other puzzle types too.
Of interest here are the two blank squares in the last row of the puzzle. Let's call the left of the two blank squares A, a...
