BringID

Verify your Internet activity and prove that you’re a real human and not a bot.

Users2K

Rating4.8

Reviews4

Manifest versionV3

7-day growth0

7-day growth rate0%

Preview

BringID Media preview

2 assets

Trend

30-day user trend

Review user movement over the last 30 days.

User Growth Over Time

Rating trend

30-day rating change

Track rating movement over time to see whether quality signals remain stable.

30-day rating change

Start

4.75

Latest

4.75

30-day rating change

0.00

2026年5月29日2026年6月4日

Growth overview

Daily, weekly, and monthly growth

Compare 1-day, 7-day, and 30-day net growth and growth rate.

1-day growthFlat

00%

7-day growthFlat

00%

30-day growthFlat

00%

Technical snapshot

Version, languages, and crawl freshness

Review publication date, version, supported languages, and crawl timestamps.

Version2.0.0

ManifestV3

Size6.0MiB

Languages1English

Published--

Store updated--

Last crawled--

Overview

Product summary

Review the store description, core capabilities, and common use cases.

BringID extension combines MPC-TLS and Semaphore zero-knowledge proofs to privately verify and prove your web data.

The extension is based on the TLS Notary work and open-source. Check the code on Github: https://github.com/BringID

Privacy

BringID does not collect or store personal data. In MPC-TLS verification, the notary only sees encrypted traffic and receives only the specific values required for proof generation (e.g. hashed account IDs, follower counts, or ride IDs). The notary signs an attestation, and the hashed account ID is committed on-chain as a Semaphore identity commitment. From these commitments, users can generate unlinkable zero-knowledge proofs of humanity without exposing their underlying identity.

Note: By design, successful proofs may indicate that a user belongs to a verified group (e.g. Uber riders, Apple ID owners). This information is used only to demonstrate uniqueness and humanity. No raw account data or identities are disclosed, and commitments cannot be linked across different proofs.

Learn more:

Reviews