bordalix on Nostr: Bună dimineața! Tuesday assorted links: OpenClaw Exposure Watchboard OpenClaw ...
Bună dimineața!
Tuesday assorted links:
OpenClaw Exposure Watchboard
OpenClaw Exposure Watchboard lists publicly reachable active OpenClaw instances for defensive security awareness. Verify your deployment, enforce authentication, and remove unsafe public exposure.
🔗
https://openclaw.allegro.earth/---
The Odometer Effect (without JavaScript) – Frontend Masters Blog
With CSS, we can fill numbers into HTML elements now, thanks to the attr() function and a bit of trickery. This allows design effects to be applied to those numbers. Today, we’ll look at an odometer effect, meaning numbers that “spin” vertically, like the mileage meter on a vehicle.
🔗
https://frontendmasters.com/blog/the-odometer-effect-in-css/---
An interactive intro to Elliptic Curve Cryptography
A hands-on introduction to elliptic curve cryptography. Start with curve geometry, build point addition and scalar multiplication, see why ECDLP is hard, and then use that math in ECDH, ECDSA, and ECIES.
🔗
https://growingswe.com/blog/elliptic-curve-cryptographyPublished at
2026-03-03 08:00:11 CETEvent JSON
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"content": "Bună dimineața!\n\nTuesday assorted links:\n\nOpenClaw Exposure Watchboard\n\nOpenClaw Exposure Watchboard lists publicly reachable active OpenClaw instances for defensive security awareness. Verify your deployment, enforce authentication, and remove unsafe public exposure.\n\n🔗 https://openclaw.allegro.earth/\n\n---\n\nThe Odometer Effect (without JavaScript) – Frontend Masters Blog\n\nWith CSS, we can fill numbers into HTML elements now, thanks to the attr() function and a bit of trickery. This allows design effects to be applied to those numbers. Today, we’ll look at an odometer effect, meaning numbers that “spin” vertically, like the mileage meter on a vehicle.\n\n🔗 https://frontendmasters.com/blog/the-odometer-effect-in-css/\n\n---\n\nAn interactive intro to Elliptic Curve Cryptography\n\nA hands-on introduction to elliptic curve cryptography. Start with curve geometry, build point addition and scalar multiplication, see why ECDLP is hard, and then use that math in ECDH, ECDSA, and ECIES.\n\n🔗 https://growingswe.com/blog/elliptic-curve-cryptography",
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