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teams have created an end-to-end support, trading and security offering that meets the complexities and risks associated with crypto assets. 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Its flagship product, Wyden Infinity, is a unified trade and operating layer that covers the full digital asset trade lifecycle in a single environment—from price discovery and treasury management to best execution, settlement, and accounting."},{"question":"Who is Wyden designed for?","answer":"Wyden is purpose-built for banks and brokers that want to offer or scale regulated digital asset trading and management for their retail or institutional clients. The platform adapts to each institution's operating model and regulatory environment."},{"question":"Does Wyden support both retail and institutional use cases?","answer":"Yes. Wyden supports retail brokerage for banks and brokers offering simple spot crypto trading to end customers, as well as advanced institutional brokerage, including margin trading, derivatives, sophisticated order types, and comprehensive reporting."},{"question":"What parts of the digital asset trade lifecycle does Wyden cover?","answer":"Wyden covers the full digital asset trade lifecycle, including pre-trade treasury and risk management, liquidity aggregation, order execution, Smart Order Routing, post-trade settlement, position management, double-entry ledger bookkeeping, and regulatory reporting. The platform enables banks and brokers to orchestrate and automate every stage of their digital asset operations from a single environment."},{"question":"Can Wyden integrate with existing custody and core banking systems?","answer":"Yes. Wyden connects with leading custody providers and core banking systems through FIX, REST, and WebSocket APIs. Pre-built integrations with major custodians, core banking providers, market data sources, and liquidity venues enable institutions to embed digital asset trading into their existing operating model without rebuilding their technology stack."},{"question":"How does Wyden support best execution?","answer":"Wyden connects to a global network of more than 65 exchanges, brokers, and OTC desks. Smart Order Routing (SOR) and execution algorithms optimize order execution based on price, liquidity, and latency. Comprehensive execution reporting helps institutions demonstrate best execution quality to clients and regulators under frameworks such as MiCA."},{"question":"How many liquidity venues does Wyden connect to?","answer":"Wyden connects to more than 65 exchanges, brokers, and OTC desks worldwide, providing access to over 1,000 digital assets. The connectivity network is continuously maintained and expanded, allowing clients to focus on trading operations without managing connectivity infrastructure."},{"question":"What security and compliance certifications does Wyden hold?","answer":"Wyden is certified to ISO/IEC 27001:2022 and is SOC 2 compliant. The company operates as an ICT third party under DORA, supporting the compliance requirements of MiCA-regulated financial institutions. Security measures include 24/7 monitoring, role-based access control, end-to-end data encryption, continuous vulnerability management, and high-availability architecture."},{"question":"What makes Wyden specifically suited to banks and brokers?","answer":"Wyden is designed around the operational, compliance, integration, and governance requirements of regulated financial institutions. Every component is built to meet the controls, auditability, and scalability standards required by banks and brokers, including support for institutional outsourcing risk requirements and third-party security standards."},{"question":"How do I find out if Wyden is the right fit for my institution?","answer":"The best starting point is a conversation with Wyden's product experts to discuss your use case, client segments, integration requirements, and connectivity priorities. They can demonstrate how Wyden supports your institution's specific operating model and business objectives."}]}}}}}]}}}