Code Orange Dev School's avatar
Code Orange Dev School
npub1gxqy...ydt0
Asia’s Bitcoiner School
Code Orange Dev School's avatar
codeorange 15 hours ago
Join us for a monthly workshop with @npub1h88z...hqta Community Master of SEA at @Fedi and learn how to set up a @Fedimint federation - Private messaging - Shared custody of bitcoin - Mini apps and more image
Code Orange Dev School's avatar
codeorange 2 days ago
We are starting yet another monthly meetup to bring bitcoin to the masses. - Every 1st Thursday of the month - 11:00 UTC - Online on Discord Book it in your calendar and bring a no-coiner friend😇 image
Code Orange Dev School's avatar
codeorange 5 days ago
Congrats Chaitika, Harris and Ilie for winning some eCash during the quiz! Our Bitcoin Reading Club is an interactive way of learning private borderless payments and getting a nice dose of bitcoin culture. @Cashu @Fedi
Code Orange Dev School's avatar
codeorange 6 days ago
Bitcoin Meetup in Ubud, Bali covered self-custody, lightning payments and more during a beautiful sunset! See you next month @BitcoinIndo21
Code Orange Dev School's avatar
codeorange 1 week ago
Join our in person and online events - from Bitcoin Reading Club to OpenClaw Workshop, there is something for every bitcoiner! 😇 linktr.ee/codeorange image
Code Orange Dev School's avatar
codeorange 1 week ago
OpenClaw has a lot of traction amongst bitcoiners and it shows by the number of participants joined our workshop. We covered: - Setting up OpenClaw - Use cases - Hands on vibing and stress-testing. See you next month.
Code Orange Dev School's avatar
codeorange 3 weeks ago
This week we go deeper into the cryptography securing Bitcoin with @npub19f4g...r6j9 from @Bitcoin Dojo - secp256k1 - The Generator Point (G) - ECDSA: Signing & Verification - The Discrete Log Problem Understanding how private keys, public keys, and signatures actually work under the hood. Join here on Discord: image
Code Orange Dev School's avatar
codeorange 0 months ago
Another great @Bitcoin Dojo session with many bitcoin devs on the call. Here are questions we covered: 1. Explain the modulo operation. 2. Why must the modulus be prime for the set of integers modulo p to form a field? What breaks if we use a composite modulus instead? 3. What are the mathematical properties of a finite field? What are the field axioms? 4. Explain Fermat’s little theorem. How does it help compute inverses? 5. What are the properties of a mathematical group? What do we call a group that is commutative? 6. Explain how elliptic curve points form a group. 7. What is an elliptic curve? What are some of their practical uses in cryptography? 8. Explain elliptic curve point addition. 9. Explain the elliptic curve double-and-add algorithm. 10. What special function does scalar multiplication enable public key cryptography? See you all next week for another one with @npub19f4g...r6j9 😇 image