Ah, yes...
but remember, we're trying to give a code to the sentence, not the vice versa.
Otherwise, I probably would have kept the spaces.
Also, just out of curiosity...
Any body else open for puzzles?
If not, here's one any ways.
Now, I've been fascinated in the patterns of dimensional cubes and their angles / edges.
I've noticed that there does seem to be a pattern, but by the time it gets to the -dimensions, they seem to give some...
unusual numbers.
Well, I've put together a simple thing based off of this idea.
Say you take figure 1 as the first dimension.
You notice 3 circles....
and, you notice that there are three sets of lines.
The first set of potential lines is the physical lines, to which can't pass through other lines or other circles.
The second set of potential lines is the cross lines, to which can't intercept any other circles, but crossing lines is fine.
The third set of potential lines is the passive lines, to which can pass through any circle and any line.
If you want to talk about lines that can pass through other lines, but not circles, that's up to you.
Now, due to the confusion that the first set might have with cancellation and domination ideas, lets just stick with the cross and passive lines.
You see how in the first figure, there are two cross lines that can be created - one between
left and middle, one between
middle and right.
There are all so three passive lines, which connect between
left and middle,
middle and right, and
left and right.
Therefor, the solution for figure 1, or "1D", is 3C(circles), 2cl(cross lines), 3pl(passive lines)
1D=3C2cl3pl.
Now, in the second figure, you see there are five circles
If you know any thing about squares and lines, and their points and angles and stuff, than this should be fairly easy for you to conceptualize.
Or.. at least, if there are 2, 4 circles.
But 3, 5, might make this a bit more confusing.
The solution to this figure is, if you want a spoiler,
Jutomi, the mad z... I mean, stinker, wrote:2D=5C8cl10pl
Now, feel free to tell me if you disagree with any of these terms.
My question is...
What would be the solution for the third dimension?
And, if you want to imagine it, what would the solutions be for the -1st, 0th, 4th, and 7th dimensions?
Realize that since there's no way to prove that stuff, that's just if you want to show me your concepts.
I hope you enjoy!