KyberSwap

Rating

BBB

Score63.00

DEX

Sec. Infrastructure Overview

Current Bug Bounty:

No Bug Bounty

Bug Bounty Max Payout: 0 $

Has paid White Hats before:

Date of Last Audit: 1 Jan 1

Recent Security Incidents

Incident
Amount Lost
Date

Secured By

The Protocol is secured by

Name
Type
Website
0
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Past Audits

Number of Audits

3

Number of Vul. Found

22

Date of Last Audit

1 Jan 1

Past Audit Reports

Last codebase change was on: 1 Jan 1

Company
Date
Number of Vul Found
Link
1 Jan 1
0
View Report
1 Jan 1
0
View Report
1 Jan 1
0
View Report

Show Code Locations

Show all Vulnerabilities

Vulnerabilities reported in past audits

Severity
Title
Location
Link
REDUCTED
REDUCTED
REDUCTED
View Report
REDUCTED
REDUCTED
REDUCTED
View Report
REDUCTED
REDUCTED
REDUCTED
View Report

Code Structure

Lines of Code

0

Amount of Contracts

89

External Integrations

0 Code Summery

KyberSwap is a multichain DeFi hub designed to enable users to trade their funds freely and securely without intermediaries. It has facilitated over $20 billion in transactions for thousands of traders and supports more than 100 projects built on its platform. The development of KyberSwap is governed by a community platform that allows token holders to influence its roadmap through proposals. Additionally, KyberSwap offers various tools, including an intelligent trade route scanner and a Zap as a Service (ZaaS) API, to enhance user experience and streamline decentralized liquidity provision.

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Code Structure & Dependency

Show Codefile metrics

Centralization

Decentralization Score

18 out of 20

Contract Upgradability

No upgradability

Frontend

Go to Dapp

Maintenance Score

2.00

Poor

Excellent

Admin / Governance Functions

Timelocks

Uses Timelocks

Pauseability

No pause

Admin Wallet

0x2475039bF2ECDCe2EE4C82954e64bE9674f43546

No Timelocks

Recommendations

The condition getTickAtSqrtRatio(currentSqrtP) == currentTick may not hold. In some edge cases, getTickAtSqrtRatio(currentSqrtP) == currentTick+1 due to the tick is crossed but the price is closed to currentSqrtP (and must be rounded up for the solvency of the AMM).

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