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        "author": "lefrcom",
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        "description": "![Python 3.7](https://img.shields.io/badge/python-3.7-green.svg)\n[![license](https://img.shields.io/github/license/mashape/apistatus.svg?maxAge=2592000)](https://github.com/leonfrcom/ErroRCalcS/blob/master/LICENSE)\n\n\n![icon](./pictures/icon/logo_text.png)\n\n\"ErroRCalcS\" is a GUI-tool to calculate uncertainties by using the uncertainties and the PyQt5 packages.\n\n## ErroRCalcS-BETA\nThis is the beta version of ErroRCalcS. Please check out ![this](https://github.com/leonfrcom/errorcalcs) for the stable version.\n\n## Input and Result Examples\n\n### General Inpus\n| variable | value | error | formula | result |\n| ------ | ------ | ------ | ------ | ------ |\n| V, T, n | 2, 283.5, 4.3 | 0, 0.5, 0.03 | (n\\*8.314\\*T)/V | 5067.591+/-36.467 |\n| x | 4.3 | 1.1 | sin(x)*3.5 | -3.2066+/-1.5431 |\n| y | 3.254 | 0.032 | log10(y) | 0.5124175+/-0,0042709 |\n| x, y | 4.3, 3.254 | 1.1, 0.032 | log(x)\\*\\*y | 3.4156+/-1.9497 |\n\n### Arithmetic Characters\n| characters and operators | meaning |  example |\n| ----- | ----- | ----- |\n| + | plus | 4+2=6 |\n| - | minus | 4-2=2 |\n| \\* | multiplication | 4\\*2=8 |\n| / | division | 4/2=2 |\n| \\*\\* | exponent | 4\\*\\*2=16 |\n| sqrt(x) | square root | sqrt(4)=2 |\n| log(x) | natural logarithm | log(2.71828)=1 |\n| logY(x) | logarithm with base Y | log10(2.71828)=0.4343 |\n| sin(x) | sinus in radian | sin(1)=0.8415 |\n| cos(x) | cosinus in radian | cos(1)=0.5403 |\n| tan(x) | tangens in radian | tan(1)=1.5574 |\n| asin(x) | arcsinus in radian | asin(1)=1.5707 |\n| acos(x) | arccosinus in radian | acos(1)=0 |\n| atan(x) | arctangens in radian | atan(1)=0.7854 |\n| exp(x) | exponentialfunktion of e^(x) | exp(2)=7.3891 |\n\n\n\n## Requirements\n- Python >= 3.4\n- uncertainties\n- PyQt5\n\n## Installation\nerrorcalcs-beta can be installed by `pip3 install errorcalcs-beta` or `python3 -m pip install errorcalcs-beta` (Linux) or simply `pip install errorcalcs-beta` (Windows). You can run the GUI with following code:\n\n\tfrom errorcalcs-beta.errorcalcs import run\\_e\\_c\n\trun\\_e\\_c()\n# errorcalcs-beta",
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