Keynote by @crimsonclad: True Web3 is fast, feeless and social: Why identity and data ownership matter for better building. This keynote was presented by @crimsonclad on the Main Stage at the Web3Berlin

Gone are the days when you have to use crusades ,sword,gun, artillery or planes to ramshackle a nation.These all have become nothing more than a showpiece and just decorum and equality maintaining means

Soon after my SSC in 2011, I started my first ever tuition for which I got paid. Since then I am doing tuition or teaching in coaching centers till date. Getting salary from tuition was not my first priority

Can Privacy be added to BTC? Zero knowledge proofs were not efficient enough to make it work back then. In 2013 scientists figured out how to combine encryption and blockchain. Find out more watching this

Hello EYFI Community, Due to some internal project testing for the EYFI yield farming platform airdrop will start from 8 june 2021, Wants to buy an EYFI coin then they have to wait Until 7th June 2021

☀︎︎☀︎︎☀︎︎☀︎︎☀︎︎ Ecc Current Price👆☀︎︎☀︎︎☀︎︎☀︎︎☀︎︎☀︎︎☀︎︎ 👉EᵗʰᵉʳCᵒⁿⁿᵉᶜᵗक्या है...❓ EᵗʰᵉʳCᵒⁿⁿᵉᶜᵗ BⁱᵗCᵒⁿⁿᵉᶜᵗ का 2nd Pʳᵒʲᵉᶜᵗ हैं ======================= 👉अब ये BⁱᵗCᵒⁿⁿᵉᶜᵗ क्या है...❓ 2016 में BⁱᵗCᵒⁿⁿᵉᶜᵗ

☀︎︎☀︎︎☀︎︎☀︎︎☀︎︎ Ecc Current Price👆☀︎︎☀︎︎☀︎︎☀︎︎☀︎︎☀︎︎☀︎︎ 👉EᵗʰᵉʳCᵒⁿⁿᵉᶜᵗक्या है...❓ EᵗʰᵉʳCᵒⁿⁿᵉᶜᵗ BⁱᵗCᵒⁿⁿᵉᶜᵗ का 2nd Pʳᵒʲᵉᶜᵗ हैं ======================= 👉अब ये BⁱᵗCᵒⁿⁿᵉᶜᵗ क्या है...❓ 2016 में BⁱᵗCᵒⁿⁿᵉᶜᵗ

ZEC NU5 + THORchain RUNE Merger, Current events on this hot ticket privacy-preserving currency.

[ CLICK AND BE Eterconnected : 𝐖𝐨𝐫𝐥𝐝 𝐥𝐚𝐫𝐠𝐞𝐬𝐭 𝐁𝐢𝐭𝐜𝐨𝐧𝐧𝐞𝐜𝐭 𝐜𝐨𝐦𝐦𝐮𝐧𝐢𝐭𝐲 𝐢𝐬 𝐥𝐚𝐮𝐧𝐜𝐡𝐢𝐧𝐠 𝐄𝐭𝐡𝐞𝐫𝐜𝐨𝐧𝐧𝐞𝐜𝐭 (𝐄𝐂𝐂 𝐜𝐨𝐢𝐧), 𝐥𝐞𝐭'𝐬 𝐥𝐞𝐚𝐫𝐧 𝐦𝐨𝐫𝐞 𝐰𝐢𝐭𝐡

Hello everyone, Im sharing here a talk I gave in Brazil last year, on the work we have doing using the blockchain and crypto technologies as means for development in the region. Pioneering with social

在之前的文章中，我们学习并测试了Memo加密的原理，一个关键性结论就是： Pub(Alice) * Priv(Bob) = Pub(Bob) * Priv(Alice) (图源 ：pixabay) 而这个乘积就是被当作Memo加密的密钥来用的，一般代码中称其为：shared_secret。 错误的探索

I'm basically building from the ground up, since as far as I can tell there's no Java libraries for Hive. I'm down for it though, it means I get to learn a lot. First question is the titular one, since

The 2018 EOS Community Conference was held in Seoul, Korea shortly after the launch of the EOS Mainnet. This event was mainly a place for the BPCs to make themselves known to the holders and get votes.

La «Memoria RAM» es un tipo de «memoria electrónica» que se usa dentro de los ordenadores y otros dispositivos tecnológicos informáticos, y es utilizada para servir como elemento de alojamiento de ciertos

EOS Tribe releases into open source swift-ecc library used to generate EOS key pairs and sign transactions implemented in native Swift language: Source We have invested significant resources into developing

pixabay 昨天，我又學到一個新知識，讓我感到很新奇，原來，我長久以來的認知是錯誤的。 我雖不是技術人，但起碼一些技術概念跟名詞都算懂的了，所以，這次的學習，讓我很受用，所以也跟大家分享一下。 那就是，關於在區塊鏈上"開帳戶"這件事的基本認知。

EOS Signature Verification and ECDSA Tooling with Elixir Photo by Kelly Sikkema on Unsplash Elixir is one of my favorite programming languages. It's a wonderful backend languages and it really lends itself

EOS Signature Verification and ECDSA Tooling with Elixir Photo by Kelly Sikkema on Unsplash Elixir is one of my favorite programming languages. It's a wonderful backend languages and it really lends itself

Hey, Steemit! It will be blog of DeepWebVPN.net on English. We will post our news and something that we think is important for our customers. You are welcome! Basic info about DeepWebVPN full disk encryption

椭圆曲线的原理 作者：杨金宝 公开密钥算法总是要基于一个数学上的难题。比如RSA 依据的是：给定两个素数p、q 很容易相乘得到n，而对n进行因式分解却相对困难。 椭圆曲线的数学难题是建立在椭圆曲线上的点相加的次数的结果，无法推导出相加了几次. 射影平面和默比乌斯带 我们对普通平面直角坐标系上的点A的坐标（x,y）做如下改造： 　　令x=X/Z ，y=Y/Z（Z≠0）；则A点可以表示为（X:Y:Z）。