Bakers Map

 discontinuous communications from one point to another 

 kneading a portion of dough

after x number of transformations, two completely contiguous points are necessarily located at a great distance from one another. 

And there are distant points that, as a result of x number of transformations, are, on the contrary, now contiguous.

While searching inside one's head for a thing are there not such mixes? Is it not often the case that two points, which at a precise moment and at a particular stage of my idea, which I do not know how to bring together, or make communicate, after a number of transformations, end up one right next to the other

~~ Deleuze N for Neurology ~ at 3 mins