Tootfinder

Christmasuzannukkah Starring Amy Sedaris & Noah Galvin 🏳️‍🌈🎄🕎
Dramatized rom-com | Noah is with his family for the holidays, and he knows what to expect. Arguments over the menorah. Insults instead of Christmas cheer. Then he meets sexy Eric, who is in an open relationship. Noah better let go of his hang ups around polyamory–especially when his own mother i...

Christmasuzannukkah Starring Amy Sedaris & Noah Galvin 🏳️‍🌈🎄🕎
Dramatized rom-com | Noah is with his family for the holidays, and he knows what to expect. Arguments over the menorah. Insults instead of Christmas cheer. Then he meets sexy Eric, who is in an open relationship. Noah better let go of his hang ups around polyamory–especially when his own mother is making eyes at Eric. 1 seasons, 6 episodes as of Dec 23, 2022.

How Amazon refund fraud gangs, which promote their schemes on Reddit, TikTok, and Telegram, are exploiting lenient refund policies at the company (Annie Palmer/CNBC)
https://www.cnbc.com/2024/03/14/amazon-and-other-retailer…

🔊 #NowPlaying on BBCRadio2's #OJBorg
Robert Palmer:
🎵 Addicted To Love
#RobertPalmer
https://open.spotify.com/track/5izGeTxueiFX1UPFGohY9w
https://djsidmorales.bandcamp.com/track/robert-palmer-addicted-to-love-sid-morales-re-edit-mix

Kostenexplosion bei TWE-Reaktivierung im Kreis Gütersloh - das sorgt für Kritik
Ab Ende 2027 sollen die Züge der TWE durch den Kreis Gütersloh rollen. Wie jetzt bekannt wurde, steigen die Kosten deutlich. Der Bund der Steuerzahler wirft den TWE-Planern vor, anfangs mit einem „Schaufensterpreis“ agiert zu haben.

Update: Deutliche Kritik an Kostenexplosion bei TWE-Reaktivierung im Kreis Gütersloh
Ab Ende 2027 sollen die Züge der TWE durch den Kreis Gütersloh rollen. Wie jetzt bekannt wurde, steigen die Kosten deutlich. Das sorgt für Kritik

Amazon made its debut Upfronts pitch on May 14, competing with major media networks and highlighting its push beyond digital ads and into traditional media (Annie Palmer/CNBC)
https://www.cnbc.com/2024/05/15/amazon-goes-head-t…

This https://arxiv.org/abs/2308.09585 has been replaced.
initial toot: https://mastoxiv.page/@arXiv_mat…

Bounding Clique Size in Squares of Planar Graphs
Wegner conjectured that if $G$ is a planar graph with maximum degree $Δ\ge 8$, then $χ(G^2)\le \left\lfloor \frac32Δ\right\rfloor +1$. This problem has received much attention, but remains open for all $Δ\ge 8$. Here we prove an analogous bound on $ω(G^2)$: If $G$ is a plane graph with $Δ(G)\ge 36$, then $ω(G^2)\le \lfloor\frac32Δ(G)\rfloor+1$. In fact, this is a corollary of the following lemma, which is our main result. If $G$ is a plane graph with $Δ(G)\ge 19$ and $S$ is a maximal c…

I wonder if when the goggles finally turn out to just not be more viable as a product than a cool tech demo and for niche use cases, they’ll start to incorporate some of what they’ve developed into computer screens and phones.
For example with proper eye tracking you could make well-working planar lenticular 3D screens.

Polymarket, a decentralized prediction and betting market with a focus on elections, has raised $70M across two rounds, the most recent led by Founders Fund (Bloomberg)
https://www.bloomberg.com/news/articles/20

Amazon made its debut pitch at the Upfronts annual ad sales event on May 14, competing with major media networks and highlighting its push beyond digital ads (Annie Palmer/CNBC)
https://www.cnbc.com/2024/05/15/amazon-goes-head…

I wonder if when the goggles finally turn out to just not be more viable as a product than a cool tech demo and for niche use cases, they’ll start to incorporate some of what they’ve developed into computer screens and phones.
For example with proper eye tracking you could make well-working planar lenticular 3D screens.