The whole point of Zurjo is to discuss many a thing, may it be appetizing paradoxes or intriguing ideas; that’s the fun of it really – there’s no aim for profit or to advertise another product,

it’s just simply for Fun

So if you have time once in a while, come here and use it to think!

Now… let’s begin.

As an example, you may have noticed that my logo is some strange, self-intersecting shape, this is called a Klein bottle, and it’s a 3d representation of a 4d shape with one side and 0 edges – let’s break that down. First of all, many have heard of a Mobius strip – a shape that can be obtained from rotating one end of a strip of paper and then joining the now rotated side onto the other, as seen below. If you want to, try it out

the seemingly incredulous property of this shape is that it only has one side! as seen above.

Now, (going off topic for a moment) think about two squares or sheets of paper, what would happen if you joined them together? you lose two edges

The Bottom squares top side and the top squares bottom side Now if we apply this to 2 Mobius strips, what would happen? We would lose two edges, yet that seems impossible!

As you thought, it is in fact impossible – or at least in our dimension

As you can see, our dimension limits our possibilities for shapes such as this with an intersection; however, I love to ponder about what a shape like this may look like in a dimension not known to us like a color we can never know.

I hope this to has given you pleasure like mine and sparked your interest once again in the beautiful mathmatical world.

So if you have time once in a while – come here and use it to think.