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Featured Post
Succinct Offers ZK Verification to  Chainlink CCIP 2.0 Users

Succinct Offers ZK Verification to Chainlink CCIP 2.0 Users

by Succinct September 28, 2026

Succinct and Chainlink are accelerating institutional adoption by offering a new ZK security option for high-value transfers between chains.

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Featured Post
Base Adds ZK Proofs to Base Azul with SP1

Base Adds ZK Proofs to Base Azul with SP1

by Succinct May 4, 2026
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SP1 Integrates NVIDIA cuPQC to Optimize Proving with NVIDIA Accelerated Computing

SP1 Integrates NVIDIA cuPQC to Optimize Proving with NVIDIA Accelerated Computing

September 3, 2026

How Close Can Proving Get to Computing? Introducing Flock

How Close Can Proving Get to Computing? Introducing Flock

June 25, 2026

An Experiment in Formal Verification with Claude

An Experiment in Formal Verification with Claude

May 20, 2026

Introducing Confidential Transactions to OP Succinct

Introducing Confidential Transactions to OP Succinct

May 12, 2026

SP1 Integrates NVIDIA cuPQC to Optimize Proving with NVIDIA Accelerated Computing

SP1 Integrates NVIDIA cuPQC to Optimize Proving with NVIDIA Accelerated Computing

September 3, 2026

How Close Can Proving Get to Computing? Introducing Flock

How Close Can Proving Get to Computing? Introducing Flock

June 25, 2026

An Experiment in Formal Verification with Claude

An Experiment in Formal Verification with Claude

May 20, 2026

Introducing Confidential Transactions to OP Succinct

Introducing Confidential Transactions to OP Succinct

May 12, 2026

Recent Posts
Introducing Succinct Network: The Protocol for Programmable Truth

Introducing Succinct Network: The Protocol for Programmable Truth

by Uma Roy February 6, 2024

Succinct is building a decentralized prover network so that anyone can build blockchain applications and infrastructure secured by cryptographic truth, not trust. Succinct unifies the proof supply chain, providing highly available proof generation infrastructure with best-in-class pricing, for rollups, coprocessors and other applications using zero-knowledge proofs. An

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