---
title: Ratio Eight Series 2 Brew Guide and Manual
description: Ratio Eight Series 2 Brew Guide and Manual
---

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1. [Help Center](https://help.ratiocoffee.com/?hsLang=en)
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3. [Eight Series 2](https://help.ratiocoffee.com/getting-started?hsLang=en#eight-series-2)

# Ratio Eight Series 2 Brew Guide and Manual

 

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)

Lost the Ratio Eight Series 2 manual? No worries! *[Download a fresh PDF here.](https://drive.google.com/file/d/1J1Z6n5q_mnC7YSscKI7fTbA1QIsXcbnb/view?usp=sharing)*

- [Getting Started](https://help.ratiocoffee.com/getting-started?hsLang=en#main-content)

    - [Eight Series 2](https://help.ratiocoffee.com/getting-started?hsLang=en#eight-series-2)
    - [Six](https://help.ratiocoffee.com/getting-started?hsLang=en#six)
    - [Four](https://help.ratiocoffee.com/getting-started?hsLang=en#four)
    - [Eight Original](https://help.ratiocoffee.com/getting-started?hsLang=en#eight-original)
    - [Ratio Rewards](https://help.ratiocoffee.com/getting-started?hsLang=en#ratio-rewards)
- [Coffee Guides & Education](https://help.ratiocoffee.com/coffee-guides-education-1?hsLang=en#main-content)

    - [Water](https://help.ratiocoffee.com/coffee-guides-education-1?hsLang=en#water)
    - [Grind](https://help.ratiocoffee.com/coffee-guides-education-1?hsLang=en#grind)
    - [Coffee](https://help.ratiocoffee.com/coffee-guides-education-1?hsLang=en#coffee)
    - [Grinders](https://help.ratiocoffee.com/coffee-guides-education-1?hsLang=en#grinders)
    - [Dose](https://help.ratiocoffee.com/coffee-guides-education-1?hsLang=en#dose)
    - [Maintenance](https://help.ratiocoffee.com/coffee-guides-education-1?hsLang=en#maintenance)
    - [Materials](https://help.ratiocoffee.com/coffee-guides-education-1?hsLang=en#materials)
- [Maintenance](https://help.ratiocoffee.com/maintenance?hsLang=en#main-content)

    - [Cleaning](https://help.ratiocoffee.com/maintenance?hsLang=en#cleaning)
    - [Ratio Eight Series 2](https://help.ratiocoffee.com/maintenance?hsLang=en#ratio-eight-series-2)
    - [Ratio Eight Original](https://help.ratiocoffee.com/maintenance?hsLang=en#ratio-eight-original)
    - [Ratio Six](https://help.ratiocoffee.com/maintenance?hsLang=en#ratio-six)
    - [Ratio Four](https://help.ratiocoffee.com/maintenance?hsLang=en#ratio-four)
    - [Grinders](https://help.ratiocoffee.com/maintenance?hsLang=en#grinders)
- [Warranty](https://help.ratiocoffee.com/warranty?hsLang=en)
- [Returns](https://help.ratiocoffee.com/returns?hsLang=en)
- [Troubleshooting](https://help.ratiocoffee.com/troubleshooting?hsLang=en#main-content)

    - [Eight Original](https://help.ratiocoffee.com/troubleshooting?hsLang=en#eight-original)
    - [Eight Series 2](https://help.ratiocoffee.com/troubleshooting?hsLang=en#eight-series-2)
    - [Ratio Six](https://help.ratiocoffee.com/troubleshooting?hsLang=en#ratio-six)
    - [Ratio Four](https://help.ratiocoffee.com/troubleshooting?hsLang=en#ratio-four)
    - [Accessories](https://help.ratiocoffee.com/troubleshooting?hsLang=en#accessories)

- [Choosing the Right Ratio Machine](https://help.ratiocoffee.com/choosing-the-right-ratio-machine)
- [Warranty Form](https://ratiocoffee.com/pages/warranty-request-form)
- [Return Form](https://ratiocoffee.com/pages/return-request-form)

[![Chill listening crop-3](https://help.ratiocoffee.com/hs-fs/hubfs/b8418dc3-0886-4e57-a609-b76b4a600d63.png?width=100&height=25&name=b8418dc3-0886-4e57-a609-b76b4a600d63.png "Chill listening crop-3")](https://ratiocoffee.com/)

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