Monad ($MON) Hoje: Desempenho Estável em um Mercado Volátil
11 de julho de 2026 — O Monad ($MON) está mostrando uma força moderada hoje, à medida que continua atraindo atenção no setor de criptomoedas. Resumo Atual do Mercado A partir de hoje, o MONUSDT está sendo negociado a US$ 0,02296, alta de +1,28% nas últimas 24 horas. Embora o token ainda permaneça bem abaixo de sua máxima histórica de aproximadamente US$ 0,04876 (26 de novembro de 2025), ele se recuperou significativamente de sua mínima histórica de US$ 0,01614 registrada em fevereiro de 2026. Com apenas cerca de 32% da oferta máxima atualmente em circulação, o Monad ainda tem bastante espaço para crescer à medida que o projeto evolui e mais tokens entram no mercado ao longo do tempo.
Monad showing slight strength today. Market Cap: $856M FDV: $2.63B Volume: $29.7M Still early stage with only ~32% of max supply circulating. Room to grow if the project delivers. Bullish on Monad or just watching? Let me know your opinion! 🔥 #Monad #MON #Crypto
Newton Mainnet Beta is Live: Finally Bringing Real Authorization to Onchain DeFi
The launch of Newton Mainnet Beta marks a significant step forward for decentralized finance. For the first time, we have a proper onchain authorization layer that checks every transaction against predefined policies before settlement. Instead of reacting after something happens, Newton delivers signed pass/fail attestations directly onchain. This proactive approach changes everything. Think about it like Visa’s authorization network, but built fully decentralized for the onchain economy. Newton adds the critical “pre-approval” check that crypto has been missing. Other tools only report what already occurred. Newton enforces rules upfront. One of the most exciting use cases right now is with curated DeFi vaults. These vaults already manage billions in assets and are growing fast. However, their risk parameters, compliance rules, and security checks have traditionally lived offchain in fragmented systems. With Newton, vault operators can now make those rules enforceable directly onchain. The Newton Vault SDK (developed by Magic Labs) bundles compliance, security, and risk management into one seamless onchain enforcement layer. Early integrations like Euler are already live, with more partners coming. Newton operates across four key enforcement domains: Compliance: OFAC sanctions screening and regulatory requirements Identity: User verification and eligibility checks Security: Real-time threat detection and blocking Risk: Counterparty risk, APY limits, leverage controls, and oracle health monitoring These policies are built in collaboration with institutional leaders such as Chainalysis, Hexagate, Vaults.fyi, RedStone, and Credora. The technical stack is secured by Eigen Labs, Succinct, Rhinestone, and Octane. Behind Newton is Magic Labs — the team behind embedded wallets, backed by PayPal Ventures. With over 57 million wallets created and powering infrastructure for projects like Polymarket, they bring serious credibility to this space. Newton is starting strong with vaults but has clear ambitions to expand into RWAs, stablecoins, and AI agents. At its core is the vision of an “Internet of Policies” marketplace where developers and institutions can create, share, and deploy verifiable policies. If you’re active in DeFi, this is one project worth watching closely. Real onchain enforcement could unlock safer, more institutional-friendly decentralized finance. What are your thoughts on proactive transaction authorization? Drop them below 👇 @NewtonProtocol $NEWT #Newt
Just checked out Newton Mainnet Beta and I'm genuinely impressed! 🚀 This onchain authorization layer actually checks transactions against policies BEFORE they settle. No more guessing — you get clear pass/fail attestations onchain. Super useful for those big DeFi vaults. Finally, risk limits, compliance, and security can be enforced properly onchain. Newton Vault SDK with Euler is live, and there's so much more coming with RWAs, stablecoins & AI agents. Big shoutout @NewtonProtocol #newt $NEWT