Grafted On In
In order to find the space in the middle of a triangle first of all there are some things you would have had to hide. With Solomons trouble, you will need to take the square and half it or counted on double. Assuming it is 50 length and 50 in height starting off first.
50
50
____
2500
Then divide in half by the middle.
2500
2
_____
1250
1250 you got just to show. Then that is what is inside or would not you like to know. I could make it just a bit larger I guess. We would have
100
100
___
10,000
Or ten thousand starting off next. Divide it in two and you have got 5,000 just then for you. Though, that leaves a lot to be desired there then for sure namely the length of the longer side by which you would divide.
Watching Again
Then you might as well frankly look at this one on thusly.
You can also rotate it around so that it is not what you call it pointing straight up.
This also can be flipped around in any number of ways or directions or bounced on right out straight forth from out of the picture. Then again if you look at the shape you just made, you can reframe it simply by taking a line and shaping it further. Then add in the cut off piece up to the top at the rest of the frame just so it fits and oh look. You have got a rather good rectangle piece from starting on off.
We will call this the 50 side and 100 starting on first.
50
100
____
5000
2
_____
2500
Therefore, the smaller of sections you could keep on dividing on further. Sorry, not a division most probably though the numbers that are involved keep on getting smaller. Therefore, there is nothing added to it now is there with so much being taken away in the middle. Let us see, I could drop a line in anywhere on the 2500 some side, which would be let us say in three pieces since like in the figure Which would make better sense that dividing straight in the middle.
2500
3
______
833.33
For each possible section and if I wanted to say pick one of the three on each of the two possible lines it would be
833.33
833.33
_______
1666.66
Repeating which lets me know that this is not going to fit. The other trouble so far is that I could use to figure out the length of the longest of sides for say the length of the beams. You will have to first of all look at it thusly assuming the height of the roof is pretty steep on the angle.
50
50
___
2500
Into which 50 and 50 thusly is added.
2500
2500
_____
5000
Now at this point I have managed to assume a whole rest of the square thusly thats hid. I might as well go ahead at this time and multiply the sides by themselves.
50
50
___
Gets 2500 by the which you would need to assume that you are dividing by two. Therefore, the shape is more than just a flat concept at this point but rather an at least a three-sided dwelling. If I had time I would have just gone ahead and showed you the temple for sure. It would have helped there a lot with the movement and such to explain thusly whatever it is we are looking at.
This is a cube, or a six sided figure that takes up space as well as a good deal of matter. Once again, it would have been easier but safe to say let us just assume. In general, cubes are considered to have eight sides in sum just by some default in measure. How that would happen though is if you assumed space in the figure. Right now, the thing is a flat looking box almost with the space on the front of which you have been conceivably faced. Then you have got a good view of the sides which moves it from double to trouble or three dimensions and the fourth is assuming that space is up to including say also then you. If there were any more than four dimensions, such as five it would be a compilation of all these other things hold. Hence, you would have to sit down and find before attempting there to have bound. The final solutions also to this strangest of problems, will be told of in full in a few more of looks if quite not possibly more. Already a good stare at the figure shows you it expands and also there is contracting. Hence, the two sides appear to be switched there at times. These are the two hidden dimensions of space that make a still thing look like it would move. In and out in and out it would go or probably out and then back in again toward the center. This is due to rotation or the tendency of things not to stay in say one particular station. A station is something that has not moved there an inch and thusly is permanently fixed. A lot of things are like that there right. Though their not moving at first is assumed. Simply because they are not around when they do it so too.