agarttha

You can practice regulating exhale rate in a pool or bath by blowing bubbles. I find it helps with freediving exercises where you fix the number of breaths in between reps.

Reload a couple of times.

In quantum mechanics, what you can measure experimentally (observables) are given by integrals. You can do the integrals computationally, but then you only have an empirical understanding of how the observables behave when you change some parameter of your experiment.

In our experiments, we need to know how the frequency of an electromagnetic resonator will change when we couple it to a quantum system. We calculate these frequency shifts with integrals. Being able to calculate these integrals analytically for some limiting cases helps us understand the dependence on the parameters. And usually you can patch the limiting cases together and not even have to compute the integrals numerically.

What about a J example? https://code.jsoftware.com/wiki/NuVoc

Replace the middle manager

Here's python code to simulate one of the still-active doomsday predictions (The Limits to Growth)

https://github.com/TimSchell98/PyWorld3-03

I offer free beer in a comment in my arxiv tex source.

Compare specs on appliances

Read "kiln ruins" as a noun: the ruins of kilns. It's an amazing overlooked museum near Shanghai.

Random thoughts from physics researcher: - Too much imitation delays innovation. - For all the emphasis on high risk research, the system doesn't reward it. - Creativity isn't valued as much as it should be. - negative results and failed experiments hold back careers but are signs of attempts at innovation - the VC world may understand that only 1/100 projects will be novel and perhaps successful, but funding agencies don't

George Green, the baker, received one year of schooling and discovered Green's functions

syncthing for all my org files

Another condmat physicist wondering how this work got so hyped up. Single shot parity measurements are not new.

House and Wilson Holmes and Watson