“I saw all this coming – whatever it is!”

Last night I posted my most prophetic post – to date! With the confession of Dick Mulvaney – that he just retracted – I can apply a name to this – thing!

‘A Contradicting Puffed-up Glowing Lie-Ball’

We Hippies called this thing, a Mind-fuck Game. This reeks of Orwell’s 1984.

This is what I had Victoria Bond and Miriam Starfish working on in my novel ‘For Our Eyes Only’. This game appears in my un-finished novel ‘The Gideon Computer’.  What is key, the lives of the Ukranian People were put in grave peril in order to negate the suspense of the up-coming Presidential Election. Rather then let the dogs run their race, the Trumpites sought a rigged-game, a sure thing, based upon the hunch of that crazy New York Lawyer, and, his Grand Wizard – who have to believe they didn’t deserve to win last time, because, they bid Russia to help defeat the Democrats.

This story is turning into a Grandpa Saves The World story.

“Rejected by family, friends, and neighbors, Old Man Presco, has a epiphany while weeding his garden. ‘What if I invented a diplomatic mobius strip that is self-generating, and unsolvable , because no one is culpable in the world of diplomacy. Truth can not exist, because agreements are about ignoring intrinsic truth, and sugar-coating glowing lie-balls, or something like that.”

“Mr. Presco! Is it true you know the identity of The Whistleblower?”

“All I can tell you, she’s a Russian! She dictated my unfinished book…..

‘How To Eliminate Free Will – Forever’

“Wait a minute, Deep Blow just sent me an e-mail containing her new mathematical equation she calls ‘The Mulvaney Twist’.

“Can we see this equation, Mr. Presco?”

“Welll! Oh sure! Why not!”

John Presco

“I saw all this coming – whatever it is!”

https://rosamondpress.com/2018/07/03/the-rose-atom/

One way to represent the Möbius strip as a subset of three-dimensional Euclidean space is using the parametrization:

x ( u , v ) = ( 1 + v 2 cos ⁡ u 2 ) cos ⁡ u {\displaystyle x(u,v)=\left(1+{\frac {v}{2}}\cos {\frac {u}{2}}\right)\cos u}

y ( u , v ) = ( 1 + v 2 cos ⁡ u 2 ) sin ⁡ u {\displaystyle y(u,v)=\left(1+{\frac {v}{2}}\cos {\frac {u}{2}}\right)\sin u}

z ( u , v ) = v 2 sin ⁡ u 2 {\displaystyle z(u,v)={\frac {v}{2}}\sin {\frac {u}{2}}}

where 0 ≤ u < 2π and −1 ≤ v ≤ 1. This creates a Möbius strip of width 1 whose center circle has radius 1, lies in the xy plane and is centered at (0, 0, 0). The parameter u runs around the strip while v moves from one edge to the other.

In cylindrical polar coordinates (r, θ, z), an unbounded version of the Möbius strip can be represented by the equation:

log ⁡ ( r ) sin ⁡ ( 1 2 θ ) = z cos ⁡ ( 1 2 θ ) . {\displaystyle \log(r)\sin \left({\frac {1}{2}}\theta \right)=z\cos \left({\frac {1}{2}}\theta \right).}

https://wordunscrambler.me/unscramble

Ambassador To EU Drafted In Trump’s Secret Cold War?