semvec/pypi-packages huggingface dataset:
pybenjarvis 3.0.1
PyBEN jarvis is a getter for Akamai auto_etp local repo. Also adds the 'jarvis' module to site-packages
Requires Python: >=3.8
Keywords: python, gui, utils, utilities, automation, automation-tools

# pybenjarvis

![GitHub License](https://img.shields.io/github/license/DarkFlameBEN/pybenjarvis)
[![PyPI - Version](https://img.shields.io/pypi/v/pybenjarvis)](https://pypi.org/project/pybenjarvis/)
![python suggested version](https://img.shields.io/badge/python-3.12.5-red.svg)
![python minimum version](https://img.shields.io/badge/python(min)-3.10+-red.svg)
![platforms](https://img.shields.io/badge/Platforms-Linux%20|%20Windows%20|%20Mac%20-purple.svg)

## Introduction
PyBEN jarvis is a getter for Akamai auto_etp local repo. Also adds the 'jarvis' module to site-package

## Installation
> python -m pip install pybenjarvis

## Use

### auto_etp repository installation
> python -m pybenjarvis.install

### Jarvis module activation
> python -m pybenjarvis
mseq2latex 0.1.2
A simple tool to convert microsoft equation field strings to LaTeX format.
Requires Python: >=3.10

# mseq2latex

A simple tool for converting Microsoft Equation Fields (`EQ`) to LaTex formats.

## Usage

Using `uv` as python packet manager:

```bash
uv add mseq2latex
```

Import the converter and run:

```Python
converter = MSEQToLatexConverter()

test_case = "{ EQ \\f(2,RateChange) }"

result = converter.convert(test_case)
# \\frac{2}{RateChange}
```

## Standards

This tool follows the syntax and grammar of Microsoft Equation Fields from [Field codes Support](https://support.microsoft.com/en-us/office/field-codes-eq-equation-field-27300091-3780-4b88-836f-ae49ecde4692). However, for compatitability with LaTex formats, some commands are simplified for further extension.

## Supported commands

| Field Code | Description | LaTex | Render |
|------------|-------------|-------|--------|
| `\a \al \co2 \vs3 \hs3(Axy,Bxy,A,B)` | Array | `$$\begin{matrix} Axy & Bxy \\ A & B \end{matrix}$$` | $$\begin{matrix} Axy & Bxy \\ A & B \end{matrix}$$ |
| `\b \bc\{ (a)` | Bracket | `$\left\{ a \right\}$` | $\left\{ a \right\}$ |
| `\d \fo10 \ba5 (world)` | Displace | `$\text{world}$` | $\text{world}$ |
| `\f(1,2)` | Fraction | `$\frac{1}{2}$` | $\frac{1}{2}$ |
| `\i \su(1,5,3)` | Integral | `$\sum_{1}^{5} {3}$` | $\sum_{1}^{5} {3}$ |
| `\l(A,B,C,D,E)` | List | `$A,B,C,D,E$` | $A,B,C,D,E$ |
| `\o(A,B,C)` | Overstrike | `$A,B,C$` | $A,B,C$ |
| `\r(2,3)` | Radical | `$\sqrt[2]{3}$` | $\sqrt[2]{3}$ |
| `\s\up4(a)` | Super/Subscript | `$^{a}$` | $^{a}$ |
| `\x \to \bo(element)` | Box | `$element$` | $element$ |

## AIGC Statement

This project is co-editted with Github Coplilot.

## Contribution

Please feel free to submit PRs or fork!