The introduction to Ethereum rollups provides an overview of layer 2 scaling solutions that aim to increase the transaction throughput of the Ethereum network.

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Introduction

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L2s and Rollups

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Rollup Types

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

Optimistic Rollups

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zkRollups

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

Pros & Cons

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

Introduction to Rollups and Layer 2s

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