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.

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

Math communication is difficult and rarely well-done.

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. 

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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Mathstodon

A Mastodon instance for maths people. The kind of people who make \(\pi z^2 \times a\) jokes. Use \( and \) for inline LaTeX, and \[ and \] for display mode.