The middle of a line
stretching for eternity in both sides,
in words
I am.
No thing is not me.
I and me—we
together is non-existence.
What is we?
This is a rather involved puzzle and might require a bit of stamina. All of the puzzle is in image form. The introduction text is not needed for the puzzle. At the end of the puzzle you'll get a short English sentence. The puzzle consists of several sub-puzzles and you're encouraged to post so...
Two brothers, young and old
Nothing in common, except for one word
One is family-friendly, the other is not
One is alive, the other is a memory
What are the names of these two brothers?
My first is very wild
You can't pull him off the hat
My second is the fourth to start
Yet the first to kick the bucket
My third are points
That makes people trust you
My fourth is anything else
Easy is to figure out this clue
13 sticks and two stones are laid out as follows:
Move three items so the arrangement makes sense.
If a man says duck
It all turns black
Will the ball explode
with doom and gloom?
The bell will ring
And the child will sing
When you see a cow
???
Options:
The horse knows why
You want it to
It turns to snow
They find a shack
Your eyes turn green
An entry in Fortnightly Topic Challenge #32: Grid Deduction Hybrids
My dear friend, unknown to us, may have relocated again. He sent me imagery and constellation maps indicating that a distant red spiraling galaxy was at his zenith, and nearly collinear with the largest local galactic cores. ...
Okay, so I was reading my local newspaper, and they had an article about a pub quiz, which had the following sequence:
762 - 774 - 571 - 742 - 629 - 796 - 794 - 861
And the question was to figure out the next two numbers. They provided the answers (see spoiler below) but I can't figure out ...
This is the thirty-third instalment of the Fortnightly Topic Challenge described here, with topics suggested and voted on here. This fortnight's topic is surface geometry mazes(suggested by Typhon), and will span from the the 3rd of July to the 16th of July. During this period, we will compile th...
A flexi puzzle is a fun little toy, consisting of wood blocks and a string that runs through it.
The pattern of colors is repeated twice; if a color is found at position $N$, it is found a second time at position $N+6$. For example, in the picture above, the color red occurs at positions $1$ a...
