# Counting Permutations that Avoid Many Patterns

## TL;DR

This paper explores the enumeration of permutations that avoid multiple patterns, providing experimental data to understand their combinatorial properties in complex avoidance scenarios.

## Contribution

It offers new experimental insights into permutation pattern avoidance when multiple patterns are involved, an area with limited prior data.

## Key findings

- Identified patterns in permutation avoidance counts
- Provided data on permutations avoiding many patterns
- Suggested directions for theoretical analysis

## Abstract

This paper presents a collection of experimental results regarding permutation pattern avoidance, focusing on cases where there are "many" patterns to be avoided.