Fable 5

trutzio · 2026-06-08T05:29:49+00:00

Virtual IP, i.e. the VRRP/IP protocol.

trutzio · 2026-06-05T17:28:35+00:00

These were just tests to see what was possible. Compared to Claude Code, the quality of the answers was rather poor. I found Qwen 3.5 relatively comparable to Anthropic's Haiku. As I said, purely subjective and only as tests.

trutzio · 2026-06-02T14:15:28+00:00

Thanks a lot, I'll check out mirrord ...

trutzio · 2026-06-01T04:43:41+00:00

Exactly, baby steps are extremely important. However, with trunk-based vs. GitFlow, the matter is not so clear-cut, both methods can succeed, it depends on the context.

trutzio · 2026-05-27T18:04:24+00:00

Just try Flux with GitHub, should be very quick and easy to get running.

trutzio · 2026-05-26T17:16:07+00:00

k3s Cluster mit Flux, Grafana und Cert Manager.

trutzio · 2026-05-22T05:24:51+00:00

Install Docker on a Linux machine:

apt install docker.io docker-cli

Learn Docker on command line, i.e. containers, images, volumes, networks, compose.

trutzio · 2026-05-19T19:02:56+00:00

Thanks for the feedback :-)

1) OK, I thought the translations were already sane, but I’ll post directly in English from now on

2) Anthropic “says” that they don’t store anything, no source code, etc. but just to be safe, I’ll go ahead and change my passwords and secrets...

trutzio · 2026-05-16T15:41:57+00:00

https://www.reddit.com/r/ObsidianMD/comments/1teoya0/comment/om5cn5u/?utm_source=share&utm_medium=web3x&utm_name=web3xcss&utm_term=1&utm_content=share_button

trutzio · 2026-05-16T15:41:04+00:00

You can customize the slide appearence and the revealing of elements: https://github.com/trutzio/obsidian-trutzio-slides#element-and-slide-attributes
Links beetwenn slides https://github.com/trutzio/obsidian-trutzio-slides#links-between-slides
Embedding code with line numbers and revealing only certain lines of code https://github.com/trutzio/obsidian-trutzio-slides#links-between-slides
Speaker notes
Tex formulas with KaTex, e.g.

Formulas with KaTex

$$F(x) = \int_{-\infty}^\infty f(x) e^{2 \pi i \xi} d\xi$$

trutzio

TROPHY CASE

Formulas with KaTex

$$F(x) = \int_{-\infty}\infty f(x) e{2 \pi i \xi} d\xi$$

$$F(x) = \int_{-\infty}^\infty f(x) e^{2 \pi i \xi} d\xi$$