English This POAP certifies that the individual has successfully participated and completed all the tasks in the Chainlink Bootcamp on April 2024, for 20 hours in 10 days and two weeks. Portugues Esta POAP certifica que a pessoa participou e completou com sucesso todas as tarefas do Bootcamp Chainlink em abril de 2024, durante 20 horas ao longo de 10 dias e duas semanas. Español Este POAP certifica que la persona ha participado y completado con éxito todas las tareas del Chainlink Bootcamp en abril de 2024, durante 20 horas en 10 días y dos semanas. Turkish Bu POAP, bireyin 2024 Nisan'ında, 10 gün ve iki hafta boyunca 20 saat boyunca Chainlink Eğitim Kampı'ndaki tüm görevlere başarıyla katıldığını ve tamamladığını onaylar. Participants learned: ​Blockchain concepts and Wallets ​Solidity Fundamentals ERC20 Tokens and Chainlink Data Feeds ​Cross Chain Tokens using Chainlink CCIP ​Mentoring session with the Chainlink community ​NFTs and Chainlink Automation ​Chainlink CCIP in cross-chain dApps ​Random Numbers using Chainlink VRF ​Chainlink Functions to access off-chain data #ChainlinkBootcamp2024 About Chainlink Chainlink is the industry-standard decentralized computing platform powering the verifiable web. Learn more about Chainlink by visiting https://chain.link/ or reading the developer documentation at https://docs.chain.link/

Certificado de conclusão do #Chainlink Bootcamp em português realizado em Janeiro de 2023. | Certificate of completion of the #Chainlink Bootcamp in Portuguese held in January 2023.

Following this, we kick off the workshops for week #2: Introduction to Plonky2: During this workshop, William Borgeaud and Brendan Farmer from Polygon Zero presents Plonky2 - a recursive SNARK that improves on previous SNARK constructions and is natively compatible with Ethereum. It combines PLONK and FRI from STARKs, with fast proofs and no trusted setup with support for recursion and low verification cost on Ethereum. PIL - Polynomial Identity Language: In this workshop, Jordi Baylina from Polygon Hermez present the Polynomial Identity Language.