Brian Cory Dobbs

that demonstrates why this there's something to it more than just it looking like a face quantifiably and this relates to Carl Sagan geometric regularity okay so there are these if you subdivide this you can frame the interior of this face with repeated expressions of three four five right triangles and

you can identify the frame of the face by larger 3-4-5 right triangles.

So on the left is what was published in the research paper.

It's kind of hard to see.

On the right is just my quick Microsoft Paint version of it with the red lines.

All right.

Yes, right?

3, 4, 5, right triangle is a mathematically significant triangle.

And what is the likelihood that a feature on Mars that looks like a face, that is nearly a mile long...

has these triangles that, if you notice the frame, what I call the frame of the face, it is perfectly distinguished with the larger of the right triangle.

The border between the smaller triangle and the larger triangle is where the frame of the face is on all sides.

So this is one, this is part one of the

the quantifiable analysis of this face.

Now, this might be a bit tricky, okay?

But 345, there's this guy, Friedrich Gauss, he was a mathematician in the 19th century.

Gauss, we have this Gauss due to measuring magnetism, right?

When we degauss a CRT screen or something like that, okay?

Gauss proposed a way

demonstrate why the 345 right triangle is significant especially when it comes to as it relates to making contact with extraterrestrials why would we use the 345 right triangle to do that if that's what the face on mars is doing is there any historical precedent for that and in fact there is friedrich gauss in the 19th century proposed a way for humans to communicate there is intelligent life here on earth

to those beings that may be flying around out in outer space.