Yeaaaaa

@yea6

86 Following

2 Followers

Lefteris Karapetsas pfp

Lefteris Karapetsas

Good morning ☀️ Wish you all a beautiful day ahead with a 📸 of a male tufted duck seen in a Berlin park. 🇩🇪 Reiherente | 🇵🇱 Czernica | 🇬🇷 Μαυροκέφαλη Πάπια | 🇺🇦 Чернь чубата

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Dan Romero pfp

FIPs are delayed until Monday!

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Dan Romero pfp

Farcaster Pro update A) The limited edition NFT will be airdropped early next week to the first 10,000 pro subscribers. It will appear in your in-app Farcaster wallet. You will be able to send it to another wallet. B) We have 3 Pro subscriber benefits that will likely ship the week of June 16th: 1. 10K character casts 2. 4 embeds — originally it was going to be 4 images but we've expanded it to 4 embeds including images, videos, URLs, CAs and mini apps. 3. A new, previously announced feature: profile banner images C) We'll have FIPs up later today for the proposed protocol implementations. D) We're finalizing the Pro subscription contract on Base. It will accept USDC and allow for monthly or yearly subscriptions permissionlessly at the protocol, i.e. any app can allow Pro subscriptions. There will be some clean up work to do in the Farcaster app to reflect monthly subscriptions. We don't have immediately plans to offer UX for monthly in-app but people will be able to build mini apps that do this.

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ted (not lasso)

you should be able to post videos hmmm investigating

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Spotted in Prod

Hello how do I post videos

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Simon de la Rouviere

Slowly emerging back online after a 485km walk and some much needed time with family. Will be changing things up a bit. Stay tuned. 🤗

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Cameron Armstrong

gm after low vibration day hits different

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Ⓜ️amad 🎩 🍖 pfp

Ⓜ️amad 🎩 🍖

After about a month away and dealing with life's problems, here we go 🫡🤟 Happy water Wednesday 👀

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Thomas pfp

@aviationdoctor.eth

It's fascinating to me that most of the 2D plots that we use in algebra are deceptively hiding the true behavior of functions, which only becomes visible once we start mapping them in 3D space, by switching from real to complex numbers. So many people's understanding of mathematical behaviors are based on a flawed and incomplete low-dimensional premise —much like seeing only the 2D shadows of 3D objects on the walls of Plato's cave. Extrapolating, it makes me wonder how much deep intuition we're missing out on by operating most commonly on the real number line (1D), or at best in the complex plane (2D), but almost never using the quaternion (4D), octonion (8D) or sedenion (16D) numbers — our puny brains probably couldn't take it anyway. This is an area where I'm hopeful that AI, being free of our low-dimensionality bias, can help us make strides. Watch just 30 seconds of https://youtu.be/92wXQYcYLMg?t=1469 to see how much depth is lost by switching back from 3D to 2D plots of familiar functions

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