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Dani boosted

I'm very tired of... uh... *gestures vaguely at literally everything*

I can't stop playing Crash Team Racing Nitro-Fueled.
I just can't.

Dani boosted

I have other accounts in other instances that I don’t use very often. Like... never, actually. 🤦‍♂️

I feel like looking for more integer sequences. Very simple initial conditions leading to complex patterns, I just love when that happens.

I've bought Miles & Kilo for Nintendo Switch and I just love it. I won't pass on to the next level until I get a perfect run.

Dani boosted

Is it me, or is Netflix's "Love, Death, & Robots" basically "Black Mirror" in CGI? (Weird as fuck but oddly satisfying.)

Dani boosted
Dani boosted

Current status: testing TLSv1.3 and setting some HTTP headers.

My previous toot is intended to verify my identity with Keybase. So I must thank @ryanmaynard@mastodon.cloud for this post. ryanmaynard.co/mastodon-keybas

Verifying myself: I am daniphii on Keybase.io and @DaniPhii@mathstodon.xyz on Mastodon. 

BEGIN KEYBASE SALTPACK SIGNED MESSAGE. kXR7VktZdyH7rvq v5weRa0zkJofDRb iOSLBmwJZYCU7UY t09r25dh6RWZjMZ YnRibGf5SF6yihf K4leMfe8Cf5MF2s vVaUCDcFGkso7A6 VNRr7ijbkNu8chX DMndgJwAqLUCstg DJBU2I4bHTzBZDO KMKjkpY3gfF3lGP 9SfgmUosMnae9st EMvWV3PSlp6DRCB a0odqZa88oMwIx2 m4xbh7gEPFYFjYs TPiU2OEd1Keuftw 9Jpessw6DkGtxgQ IrWOyL2PkWk3xxG dXaEnMbtgTbUlDG 3uEF6hZPa34fBHV m346. END KEYBASE SALTPACK SIGNED MESSAGE.

Some days ago I had LineageOS for microG installed on my BQ Aquaris M5 and I gotta say I'm glad I did so. lineage.microg.org/

Interesting…
\[\begin{align}\sqrt[3]{50+\sqrt{2527}}&+\sqrt[3]{50-\sqrt{2527}}=4\\
\sqrt[3]{85+\sqrt{7252}}&+\sqrt[3]{85-\sqrt{7252}}=5\\
\sqrt[3]{44+\sqrt{1944}}&+\sqrt[3]{44-\sqrt{1944}}=4\\
\sqrt[3]{1414+\sqrt{1999404}}&+\sqrt[3]{1414-\sqrt{1999404}}=14\\
\sqrt[3]{3515+\sqrt{12355252}}&+\sqrt[3]{3515-\sqrt{12355252}}=19\\
\sqrt[3]{171710+\sqrt{29484324108}}&+\sqrt[3]{171710-\sqrt{29484324108}}=70\\
\sqrt[3]{3015103+\sqrt{9090846100636}}&+\sqrt[3]{3015103-\sqrt{9090846100636}}=182\end{align}\]

I'm looking for identities like this one that I've already found:
\[\sqrt[3]{4n^3+6n+\sqrt{16n^6+48n^4+36n^2+8}}+\sqrt[3]{4n^3+6n-\sqrt{16n^6+48n^4+36n^2+8}}=2n\]

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