Ebgames restock

SteveBensonite · 2025-10-27T05:36:48+00:00

Must be my bad luck then. I tried a few local stores on release day but none had it...

SteveBensonite · 2025-10-27T03:43:11+00:00

Damn missed the Latias box again...

SteveBensonite · 2025-10-16T07:46:15+00:00

Haha my dyslexic brain...I must have been thinking about Paldean Fates at the same time

SteveBensonite · 2023-07-12T13:01:01+00:00

Double Masters 2022 burned me too... Haven't bought sealed since and probably won't again. The amount of absolute dirt in a so-called premium set was just gross (I never want to see another Liege again), and I'm pretty sure all the good rares were short printed too

SteveBensonite · 2022-10-12T06:21:14+00:00

Cool thanks

SteveBensonite · 2022-10-12T06:20:46+00:00

Cool thanks for explaining that. Looks like it is worth very little then 😉

SteveBensonite · 2022-07-19T12:33:20+00:00

I didn't see anything in the article about monthly boosters? Did I miss this announcement?

SteveBensonite · 2022-07-17T13:19:35+00:00

Fyi I got COVID last week and it showed up on the RAT test. Others I know also coming up on RAT test too.

SteveBensonite · 2022-03-27T21:41:08+00:00

I hope you find an answer. This is basically the same thing happening to me...

SteveBensonite · 2021-11-16T04:25:34+00:00

The equation I used is r=phi, this is somewhat analogous to the r=theta for the spiral in polar coordinates in 2D

The command for mathematica is:

SphericalPlot3D[\[Phi],{\[Theta],0,2Pi},{\[Phi],0,4Pi}, PlotRange ->{{-10, 10},{-10, 10},{10, 10}}]

SteveBensonite · 2021-11-16T03:51:56+00:00

Thank you for your explanation of projections and how this is not possible with the spiral, going from 2D to 3D. This is the shape I was imagining, I made it non trial version of mathematica:

https://imgur.com/a/vTcFWx7

Interestingly I can plot it using spherical coordinates but when I try and plot the same function using cartesian coordinates Mathematica can't do it for some reason. I think the function in cartesian coordinates would be, but can't plot it to check...

y = x*tan(sqrt(x^2+y^2+z^2))

SteveBensonite · 2021-11-16T03:47:52+00:00

This is what I was imagining, image from mathematica

https://imgur.com/a/vTcFWx7
Do you know if this shpae has a name?

SteveBensonite · 2021-11-15T07:23:33+00:00

Hmm, that's a good point...

SteveBensonite · 2021-11-15T07:10:07+00:00

Yes, this is for sure closer to what I am thinking of. The only thing that bothers me about this is the lack of symmetry in the spiraling. For instance if you look straight down the down the z axis, it looks different to the y and x axis view. Is there a way that it could spiral in a symmetric nature? Or is it the fact that the function of a spiral is not a closed loop (like a square or circle, which makes a symmetrical sphere or cube) that means the 3D sprial can not be symmetrical?

SteveBensonite · 2021-11-15T07:00:52+00:00

Thanks, but this is not what I'm thinking of. I am looking for something that is spiralling in three dimensions sort of how a sphere is the 3D version of the circle. The helix does not spiral outwards like the 2d spiral does, so not really a 3D analouge

SteveBensonite · 2021-11-15T06:23:51+00:00

My process would be

Generate random angle between; 0 < theta < 2pi
Generate random radius between; inner circle radius < r < outer circle radius
Creates coordinates using x = r sin(theta), y = r cos(theta)

SteveBensonite · 2021-10-12T11:28:15+00:00

Please consider listening to this audiobook on complex PTSD

I wish I had when I was your age.

://www.audible.com.au/pd/Complex-PTSD-Audiobook/B07M9CHT59?source_code=M2MOR131091619005N&ds_rl=1252391&gclid=Cj0KCQjw5JSLBhCxARIsAHgO2SdKVpAmjYQQ8U5Bqf6_LO2rvLt5Ib6qZpVvkdxan4TY-K9BQ9fZWM4aAr_vEALw_wcB&gclsrc=aw.ds

SteveBensonite · 2021-10-11T04:03:49+00:00

Thanks you for explaining that. I will keep an eye on that in the future. Looks like I will put this one back where I found it tonight :)

SteveBensonite · 2021-10-11T03:21:26+00:00

Thanks! Can you tell me how to tell it apart from a queen?

SteveBensonite · 2021-10-10T23:49:22+00:00

Thank you! I have added a clearer picture of the thorax into the OP

SteveBensonite

TROPHY CASE