AuT-flying cars and negative gravity

I did say that if there were flying cars in the future, that my theory would be attached to them, so let's get down to brass tacks and get a flying car built.  There is a better drawing than this in the book showing this process, but everything comes out pretty well in the description and you can follow the general rules and making a flying car.

Chapter 3B Flying cars (its not really called flying cars in book 4)

Solutions are additive in AuT based on F(x) so we can presume that the common solutionat Z changes according to -3, -3+5, 2-7, -5+9 for example.   This shows the first four solutions, but you could take the 50^th solution 2.83x10^127 in place of any of the others or the 49^th-7.24x123 as part of a common solution.

So each ct state has a life based on this sum which is related to several solutions based on -1^x and less particularly to the value of pi for any value of x.  The method of summation is related to the two prior results being summed along with the effect of each new ct0 states as a possible source number.

These solutions provide the ct0 and ct1 carrier states which support ct2 dimensional features establishing (1) their length of survivall, (2) their matter vers antimatter states and the resulting compressive or decompressive features when combined in higher ct states.

The reason there is more matter than antimatter is because the solutions define more positive ct1 carrier sates (64 information arms) than negative carrier states.

F(pluspix) is the derivative feature of 0’ that gives the state to all subsequent ct states.  However, the degree of length can vary greatly depending on how this feature is manipulated as shown in the relative sin functions for degrees.  Since it is a quantum universe, the fractional ctstates seen with sin series greater than one are not considered accurate or as accurate as the the f(pluspix) function.

The plus or minus length of ct0 leasds to ct1 of lengths defined by the carrier sums for ct 2.  If the sum of ct1 carriers are 5000, still very very short, then it would take 5000 changes o fx before there would be a change.  If -7000 it would also take 7000 changes of x but it would be a negative or antimatter state for that period of time.   So you can make a state that opposes gravity at any degree and for any length of time you want in tehory.

The carrier for positive states generates gravity for each change in x as a movement over the carrier for its defined length.  Each carrier for negative states generates negative gravity and antimatter.
What is obvious from this is that it is possible to generate negative gravity within a net ct positive environment and that not only is space not a problem, but that space can be used to give either the positive or negative carrier states required.

The Solution is additive in AuT based on F(x) so we can presume that the common solution at Z changes according to -3, -3+5, 2-7, -5+9 for example.   This shows the first four solutions, but you could take the 50^th solution 2.83x10^127 in place of any of the others or the 49^th-7.24x123 as part of a common solution.
The math isn't all that complicated.

-1^n/2n+1! Derives from an evolving pi definition of 2*y/[pi(x)^2n+1]

Pi(x) is defined as f(pluspix) Pi= N+(from 2 to max x)N/F(pix)] as defined in more detail below.

So the equation that defines the whole universe looks something like this: sum(0-x)Sum(0-[pix]])[2F(n)^(n^2)/[pix]^2n+1] where F(n) is the Fibonacci number for any value of n and where n is defined by the possible amount of compression of information for value of x balanced against how much is positive and how much is negative.

Interested?  I'm looking for a partner to help me make a floating car for a friend of mine, but if you're a country, maybe you'd rather have floating tanks.  Please send small unmarked bills in the amount of say, $100 million dollars and a return address so I can tell you when I finished.
Book 4 is coming soon.