# Some Numeric Hypergeometric Supercongruences

## TL;DR

This paper presents conjectures on hypergeometric supercongruences, supported by computational data and evaluation formulas, aiming to advance understanding in number theory and supercongruence phenomena.

## Contribution

It introduces new hypergeometric supercongruence conjectures based on classical evaluation formulas and extensive computational evidence.

## Key findings

- Proposes several new hypergeometric supercongruence conjectures.
- Provides computational verification using Magma and Sagemath.
- Connects supercongruences with classical evaluation formulas.

## Abstract

In this article, we list a few hypergeometric supercongruence conjectures based on two evaluation formulas of Whipple and numeric data computed using Magma and Sagemath.