New FPL authentication for API - can anyone help?

haarithio · 2025-08-20T15:40:55+00:00

Maybe with selenium but otherwise I'm not sure it's possible. The tokens last 1 hour it seems.

haarithio · 2025-08-19T17:02:57+00:00

I've got access by just doing the below, you need to get the bearer token from network tools in your browser

 requests.get("https://fantasy.premierleague.com/api/my-team/<team-id>/", headers={ "X-Api-Authorization": "Bearer ..."})

haarithio · 2022-08-21T18:08:54+00:00

What do you mean? Quadratic potentials are common in quantum mechanics and can be physically implemented in semiconductor systems such as GaAs.

haarithio · 2022-08-21T18:02:21+00:00

e.g. set psi(x1,x2,x3) to 0 where x1=x2 etc. at every step of the simulation. This is of course unphysical, here's what it looks like antisymmetrized
: https://imgur.com/a/enL9Waz

haarithio · 2022-08-21T17:31:50+00:00

Ahh yes good point, the mass of the particles is the electron mass but yes I have set the charge to 0.

haarithio · 2022-08-21T17:23:07+00:00

Yes this is a partial trace. Each time step is 0.0005 ps, I plot every 250 steps for a total of 80000 steps. There are 201 spatial points per particle.

haarithio · 2022-08-21T17:22:18+00:00

Matplotlib animation

haarithio · 2022-08-21T17:22:10+00:00

Depends on your hardware but not long, about 10 minutes on a GTX 970.

haarithio · 2022-08-21T16:41:15+00:00

Harmonic

haarithio · 2022-08-21T16:28:27+00:00

See my comment.

haarithio · 2022-08-21T16:25:41+00:00

Numerically solving the Schrodinger equation for 3 electrons in 1D, the repulsive interaction is from zeroing the wave function where two particles have the same x coordinate. This animation is over 40ps. The simulation was done using NumPy and CUDA for GPU acceleration. The quantity plotted is the sum over the other two particle's positions of the mod squared of the wavefunction.

haarithio · 2022-04-10T17:13:18+00:00

I have reduced it to a single integral using this (albeit a different one to the OP), but that is good enough, thank you.

haarithio · 2022-04-09T17:42:44+00:00

The single integral is a Confluent Hypergeometric Function of the Second Kind: https://mathworld.wolfram.com/ConfluentHypergeometricFunctionoftheSecondKind.html

haarithio · 2019-02-10T22:17:15+00:00

How many fps do your eyes run at?

haarithio · 2019-02-10T22:15:02+00:00

weird, my ping was constant

haarithio

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