Dan · Joined: Jan 01, 1970 Posts: 448 Location: USA

21-02-26

PREMISE
We see the universe from where our spirits sit in or out of body;
therefore we must sit at the zero of any time based coordinate
system that describes our universe from the past to the future.

TO SEE THE 4TH & 5TH DIMENSIONS OBJECTIVELY REQUIRES A UNIQUE TWO SIDED
CARTESIAN COORDINATE SYSTEM TO MEASURE TIME FROM WHERE WE SIT.

We see the universe by moving towards what you can change and away from what we can't.

Towards life, away from death. That movement along a linear time line that puts the
once possible into the gone forever must be represented geometrically first;
so we can algebraically define how plus/future time relates to minus/past time.

You can see the future possibilities for action or inaction from the zero of a two sided coordinate
system described below which shows us our possible future choices and the past we can not change.

Ergo, you must assign a greater value to MINUS in any time ordered coordinate system;
so you AVOID bad alternatives. This means the Plus/to stay alive = your window of available actions,
direction is signaled by a a lower resistance cost; while the minus force(no longer possible past)
must be larger or not possible which pushes us towards plus = stay alive.

CONCLUSIONS
1. We try to minimize the time we each spend to obtain what we want = an ECONOMIC LOGIC,

2. This puts scientist(especially present physicists)on the spot,
will they acknowledge they are the fundamental part of all they report,

3. Economic math shows how you maximize a scarce resource = time alive. Doesn't mean we are good at it.

4.When you define this geometric -/+ relationship we can map reality with two opposing
Cartesian coordinate lines. Using this coordinate system lets us describe how our universe's
Natural Laws precisely relate to the "4th & 5th "see with respect to time dimensions".

PROOF We see how time works by using the double opposing sides Moebius geometry coordinate system
to plug in the surfaces -/+ timeline relationships; Then we can precisely describe the force relationships
between iG, Gc, light, Repulsive Force with respect to Planck's Constant(h)) where h distance = h time.

I owe this concept of using a basic time line to see and describe our universe geometrically and
thus algebraically to Tim Mauldin Prof of Physics NYU who has many real scientific accomplishments.