Anonymous ID: 70cd31 April 10, 2020, 12:06 p.m. No.8748382   🗄️.is 🔗kun   >>8502

Game Theory has a central theme of complications that arise between two entities who can reason through each others success rates and expected moves.

 

"This dilemma, you realize with dread, is general: you must do what your pursuer least expects; but whatever you most expect her to least expect is automatically what she will most expect. You appear to be trapped in indecision. All that might console you a bit here is that, on the other side of the river, your pursuer is trapped in exactly the same quandary, unable to decide which bridge to wait at because as soon as she imagines committing to one, she will notice that if she can find a best reason to pick a bridge, you can anticipate that same reason and then avoid her."

 

In the context of our War with China, we know they have blackmailed and have had control over a vast portion of critical American points of interest. With this, they knew what strings to pull to achieve victory [of subversion] and had the capacity to execute that leverage.

This made decision making easier for them.

 

Consider now, what leverages they have lost:

 

Think CEO departures.

Think FBI departures.

Think DOJ departures.

Think State departures.

Think WH departures.

Think DIA departures.

Think Pentagon departures.

Think Senate departures.

Think House departures.

Think Amb departures.

Think IG departures.

Think Judge install.

Think SC install.

Think WH install.

Think FBI install.

Think C_A install.

Think DOJ install.

Think US ATT install.

…………….

Game theory.

If you look you can see.

Q

 

For each departure China lost leverage and America gained it back. A Zero Sum game.

Now what must China take into consideration before they make any moves? Uncertainty exponentially raises~

To the point of certain failure, should they attempt anything.

Checkmate.

We are winning for more than we know.

May God Bless Americas Military Intellegence.

 

For a journey of understanding Game Theory: https://plato.stanford.edu/entries/game-theory/