He's groomer the young brunettes here then he asks if he can have one alone with Jesse. Where's her fucking father? What a coward of fathers letting power intimidated
Every single lottle girl was so uncomfortable being around him. Just keep looking as t the body language of the girls and hiw he tries to whisper and kiss then
5:03 into it. And he means it. Look at this pos just focused in on all the little girls. Physically can not help hisself from touching and going in for the sniff of every one of them. And this just shows that innocence recognizes evil without being taught it. They all recoil from him , sensing his true intention.
It started off friendly. Vocal. Laughing. But he made it apparent with his opening joke. If you want to give the lecture go for it. Otherwise save the questions till the end. Stop stopping the teacher. It’s bad karma.
The worst part is, you show this to dem woman and they start going rain man on you, "Trump's mean." Dem women all but come out and say, They would look the other way, if it meant they got a sugar daddy reward for it- and they have. "Go see Uncle Joe, and if you're good, he will take us to get ice cream." They line their kids up!!
Here after geometric langlands correspondence is no longer conjecture but proven! You can focus on two things: Either you can hyper fixate on particle collision results looking in a needle in a haystack for SUSY particles when the theory isn't all that robust to finetune a narrow range of parameters where such particles be oberseved and it's entirely possible it may only be on massive unrealizable energy scales Or, you can recognize what it really is, which is an algebra rigorously fomalizing the relationship between fermions ans bosons based on deep insights about the mathematics behind the standard model of physics. Quantum mechanics has long required one recognize that the nanoscalular world diverges quite sharppy from our macroscopic intutions and observations. SUSY is a theory about the most fundamental The path to find exact solutions to yang mills problems is blazing thanks to witten. Dare I be bold, in many areas of physics a great interest has emerged in "hidden symmetries" in recent decades. Condonsed matters inquiries into superconductivity is one such investigation, it even has conceptual and mathematical overlaps with string theory. The phenemon of interest in the quantum hall effect. I believe effective supersymmetric field theories can describe this, In fact I beleive its already been proposed in a academic publication. Particularly there may interesting properties of the u(1) group generated by the hamiltonian of such theories that fits the proposal that u(1) "quasisymmetries" have something to do with the quantum hall effect.
