genice2-svg 2.2
SVG format plugin for GenIce.
License: MIT
Keywords: genice,SVG

![](data:image/png;base64,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)

    genice2 4R -f png[shadow:rotatex=2:rotatey=88] > 4R.png


# [genice2-svg](https://github.com/vitroid/genice-svg/)

A [GenIce2](https://github.com/vitroid/GenIce) plugin to illustrate the structure in SVG (and PNG) format.

version 2.2

## Requirements


* svgwrite
* genice2>=2.1b0
* pillow
* cycless

## Installation from PyPI

```shell
% pip install genice2-svg
```

## Manual Installation

### System-wide installation

```shell
% make install
```

### Private installation

Copy the files in genice2_svg/formats/ into your local formats/ folder.

## Usage
        
    Usage:
        % genice CS2 -r 3 3 3 -f svg[rotatex=30:shadow] > CS2.svg

    Options:
        rotatex=30
        rotatey=30
        rotatez=30
        polygon        Draw polygons instead of a ball and stick model.
        arrows         Draw the hydrogen bonds with arrows.
        shadow=#8881   Draw shadows behind balls.
        bg=#f00        Specify the background color.
        O=0.06
        H=0            Size of the hydrogen atom (relative to that of oxygen)
        HB=0.4         Radius of HB relative to that of oxygem
        OH=0.5         Radius of OH colvalent bond relative to that of oxygem
        width=0        (Pixel)
        height=0       (Pixel)

Png is a quick alternative for svg. Use png if making svg is too slow.
        
    Usage:
        % genice CS2 -r 3 3 3 -f png[shadow:bg=#f00] > CS2.png

    Options:
        rotatex=30
        rotatey=30
        rotatez=30
        shadow         Draw shadows behind balls.
        bg=#f00        Specify the background color.
        H=0            Size of the hydrogen atom (relative to that of oxygen)
        O=0.06         Size of the oxygen atom in nm.
        HB=0.4         Radius of HB relative to that of oxygen
        OH=0.5         Radius of OH colvalent bond relative to that of oxygen
        width=0        (Pixel)
        height=0       (Pixel)

## Test in place

```shell
% make test
```