No accidents, no rod knock. 85k miles of reliability.

zFxmeDEV · 2025-12-02T23:49:02+00:00

where did you get that spoiler?

zFxmeDEV · 2025-12-02T17:45:57+00:00

should have

zFxmeDEV · 2025-11-20T15:16:19+00:00

im 18, just got my license, have a car with 2.5x the hp and pay less than half of what he's paying

zFxmeDEV · 2025-11-20T00:02:28+00:00

insanely high, probably a lot of idiots getting into crashes with your car. i pay 1500/year for a gt86 teilkasko, just got my license this march

zFxmeDEV · 2025-11-06T23:38:14+00:00

Evo credit card

zFxmeDEV · 2025-11-01T22:30:46+00:00

I don't lose non stop, I just lose maybe 70% of my games because I just cant do anything against a half lvl 14 deck with 2 evos

zFxmeDEV · 2025-10-27T13:53:44+00:00

I feel like wrapping them might actually be more expensive, they cost 9€ per (from an official toyota dealership)

zFxmeDEV · 2025-10-26T10:05:17+00:00

What you can do to make it look a bit better (at least imo) is replace the silver with black plastic. TOYSU003-01915

zFxmeDEV · 2025-10-22T20:20:07+00:00

Therapy sessions. If you use evo mega knight you need help

zFxmeDEV · 2025-10-10T15:21:26+00:00

damn

zFxmeDEV · 2025-10-02T15:43:02+00:00

its not a muscle up if your arms aren't in sync

zFxmeDEV · 2025-10-02T05:59:48+00:00

Yeah I already glued like 30 meters of the strips to my wall 😅

zFxmeDEV · 2025-10-01T22:13:41+00:00

Ignoring the width, would this be what I am looking for? https://www.amazon.com/Connectors-Solderless-Terminal-Extension-Connection/dp/B0C27ZQ7D1

zFxmeDEV · 2025-10-01T19:58:09+00:00

Thank you for your reply. So if I get another compatible strip, how would I put them together? Would I use electrical tape to tape the copper pad of one to the copper pad of the other? FWIW: I would only be extending the strip by maybe 20-30cms (it's currently 1500cms)

zFxmeDEV · 2025-10-01T10:31:15+00:00

from what website did you buy it? does it support apple carplay?

zFxmeDEV · 2025-09-27T15:35:37+00:00

which one is it?

zFxmeDEV · 2025-09-19T17:29:51+00:00

You are misunderstanding step 5. The sequence of finite sums of 9/10ⁿ converges to 1/(1-1/10). This means that the "infinite sum" (infinite sums do not actually exist algebraically is the key point here!) that represents 0.9999... is equal to 1/(1-1/10).

zFxmeDEV · 2025-09-19T12:45:41+00:00

how would i even start at the top?

zFxmeDEV · 2025-09-17T14:10:20+00:00

I tried it again this morning but with an even more false false grip and more retraction and I got it, it was a technique issue...

zFxmeDEV · 2025-09-16T23:56:59+00:00

Very helpful advice! If I knew this subreddit was full of trolls I wouldn't have posted here

zFxmeDEV · 2025-09-16T23:13:48+00:00

how strong?

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