Mice are pieces of theory.  Theories of … well, I’m to this one:

In mathematics, the Cauchy integral theorem (also known as the Cauchy–Goursat theorem) in complex analysis, named after Augustin-Louis Cauchy, is an important statement about line integrals for holomorphic functions in the complex plane. Essentially, it says that if two different paths connect the same two points, and a function is holomorphic everywhere “in between” the two paths, then the two path integrals of the function will be the same.

But, I’m not questioning some evidence.  I’m going to Charles Perrin’s celebration without asking professors how they’d make meth.

Lately, I have seen how incidence structures, without a betweenness property, are not geometrical, so, maybe graphs are.  Then, the existence of topology is something, as if only by intersecting vast number sets do we see finite objects, and mathematical objects are what I see in my mind, so, even without seeing three times time I predict asymptotically, with a lot of postdiction because I write, me and BB.



solanas $T2eC16JHJIYE9qUcNbUqBR(gErEbMg~~60_35 0209001343 0210001635 0211000921 0619091822 0707091237 0723091149 0726091401 0731091753a 0731091754 0827091102 0927090902 1120081004 1120081006 1121080731 BT21zIRCIAAcizA untitled try on a bar magnet its murder faith lost better consume something IPhO x9m51pq9o4x8jzde3c8j_reasonably_small PinkFloyd untitled

cargo trains running by
once again someone cries.

To be nobody but yourself in a world which is doing its best, night and day, to make you everybody else means to fight the hardest battle which any human being can fight; and never stop fighting.
e. e. cummings

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