logo
Quarc Documentation
License
Initializing search
    • Home
      • Install
      • Your first module
      • Module contracts
      • Implementations
      • Interfaces
      • Values, streams, and types
      • Stream results from QUA
      • Module configuration
      • Wiring and running
      • Inline entrypoints
      • Transport
      • Targets
      • Jobs
      • Python API
      • CLI
      • quarc.toml
      • Limits
      • The build
      • The module graph
    • Tutorials
      • 01 — Hello, module
      • 02 — Modules and interfaces
      • 03 — Optimize a packet action
      • 04 — Projects, builds, and targets
      • 05 — FPGA timing
      • 06 — C++ modules locally
      • 07 — Poll an asynchronous result
    • License
      • Cookie Policy
      • Website Privacy Policy
    cRfooxjRaFkJSJyKKRJzpA==;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

    This content is protected with AES encryption.

    Contact your administrator for access to this page.

    2026-02-24 2026-02-24
    Was this page helpful?
    Thanks for your feedback!
    Thanks for your feedback! Let us know how we can improve this page below.
    Copyright © 2025 Q.M Technologies Ltd.
    Made with Material for MkDocs

    Cookie consent

    We use cookies (including Google Analytics and Microsoft Clarity) to recognize your repeated visits and preferences, as well as to measure the effectiveness of our documentation and whether users find what they're searching for. With your consent, you're helping us to make our documentation better.