I really like the realtime aspect, with interrupts and silence detection happening as well as in open ai’s advanced voice mode

This is marketing, there will be an advert posted in the banner later once the stealth product is ready. Plus also, AI inference costs have plummeted in the last ~6 months - whih is why so many AI services now have such generous free teirs.

I suspect they believe more in money than free speech.

I think we should see AI as a tool, not a content platform. And I expect my word processor etc. to not restrain me.

There are AI models, which are free to download and run locally, that are uncensored. That is the reality today.

Then there are platforms that host models they have developed. Is it not ok for those proprietary hosting platforms to apply guardrails to what their models respond with?

You need to select the llama 3 mode from the main page : https://www.aiuncensored.info/

AI Writer is a Notion-style editor with AI-powered features. You can use the prompter at the top to fill in the essay, and then use the notion like editor to edit and collaborate with the AI.

Built with javascript libraries, an MMORPG that can hold thousands of players in an open world RPG - inspired by minecraft and stardew valley with elements of WoW. Running on Kubernetes on the backend.

Summarises audio recording of a meeting - very good transcription + uses chatGPT to generate summary. Works for audio files (max 25mb)

Matrices, although great for computers, are often complicated and unintuitive. This blog was my first insight into an alternative symbolic interpretation for Linear Algebra. It has often led to problems and complicated equations being represented with far more simplicity. As well as teaching me to be more flexible and creative with my own notations.

Agreed. The graphical notation elegantly demonstrates that a lot of symbolic manipulation just boils down to pushing parts of a formula around until they fit a specific pattern, so that you can apply an identity and replace it with a different pattern.

> It has often led to problems and complicated equations being represented with far more simplicity.

How? AFAICT, the string diagram contains far too much incidental information for doing linear algebra. It contains even more information that a fully parenthesized tree of additions because it even contains information about how to evaluate duplicated expressions (eg. it tells if in (x+y)+(x+y) you should evaluate (x+y) twice or only once and then reuse the value). If we write a string diagram as a normal linear system the whole question of fullness and faithfulness would be dead obvious.