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Dimensional Levels?(5D-12D)

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I know the first 4 dimensions are pretty straightforward to understand, but is there any simple definitions to explain the 5th dimension to the 12th? Thanks in advance.
 
Unfortunately, there's not a simple way to understand them. That's why tier 2+ is locked. Because its hard, if not impossible for humans to comprehend it.

If I had to explain it as simply as possible, a dimension to a dimension one lower than that is a line to a point. Or a human to a square drawing on a piece of paper.
 
The real cal howard said:
Unfortunately, there's not a simple way to understand them. That's why tier 2+ is locked. Because its hard, if not impossible for humans to comprehend it.
If I had to explain it as simply as possible, a dimension to a dimension one lower than that is a line to a point. Or a human to a square drawing on a piece of paper.
The only feasible way to properly understand though is if you have a sense that could detect such a force and dimension. But basically:

"Seeing" the 5th dimension is kinda like having a Flatlander view in the 3 dimension of universe's time : every "point" in your "line" of sight is an instant of time, but you kinda need to move around to see if these thing "connect" to a same timeline. Just like how Flatlander need a feeler to know the shape of the object, you need rudementary logic of time and a sense of the surrounding time.

"Seeing" the 6th dimension is like us moving between "thread" of timeline. If there's a reason 5thlander can't see all of the timeline at all time, is because the timeline didn't just move linear to their's perspective, and each time they move, they're view is locked in the same plane as the vector of the timeline (it's like watching a rollercoaster of time), without even realizing. So, for the 6thlander case, they're able to see all of the possible plane of time, and thus, all of the vector and position of time as a specific point... of one universe. Seeing the 7th,8th and 9th is like seeing the possible configuration of the universe's law and constant, but that's going to be too hard for me to describe.
 
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