Images

The Encodian population engine supports image insertion using the following two methods:

Insert an Image via URL

Insert an Image via Base64

Please ensure you have followed the Document Preparation steps, please also review the Image Formatting options.

Document Preparation

When using the image token you must add the token inside a text box, please follow this instruction:

1.gif

 

Insert Image - Hyperlink

The URL must be publicly accessible, if the URL requires authentication the image cannot be accessed and therefore would not be inserted.

Example Document: Encodian - Template Syntax - Image Url.docx

Example JSON Data:

{
"companyName": "Encodian",
"imageUrl": "https://cdn.apps-encodian.com/logos/enc-small-logo.png"
}

The image token requires a single parameter, the URL value, see below:

<<image [imageUrl]>>

mceclip0.png

This generates the following output:

mceclip1.png

Clearly, this doesn't look great! Firstly to remove the grey border around the image via Microsoft Word:

mceclip2.png

Secondly, utilise the switch, this is further explained in the Image Formatting section of this article.

<<image [imageUrl] -fitSize>>

mceclip3.png

This generates the following output:

mceclip4.png

Insert Image - Base64

Example Document: Encodian - Template Syntax - Image Base64.docx

Example JSON Data:

{
"companyName": "Encodian",
"imageBase64": "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"
}

The image token requires a single parameter, the Base64 value, see below:

<<image [imageBase64]>>

mceclip6.png

This generates the following output:

mceclip7.png

Clearly, this doesn't look great! Firstly to remove the grey border around the image via Microsoft Word:

mceclip2.png

Secondly, utilise the switch, this is further explained in the Image Formatting section of this article.

<<image [imageBase64] -fitSize>>

mceclip9.png

This generates the following output:

mceclip4.png

Image Formatting

The image token requires a single parameter, the URL value, see below:

<<image [imageUrl]>>

Additionally, the following switches can be added to control how the image is formatted once inserted into the text box within the document:

The -keepRatio preserves the size of the textbox and stretches the image within bounds of the textbox preserving the ratio of the image.

<<image [imageUrl] -keepRatio>>

The -fitHeight preserves the width of the textbox but changes its height according to the ratio of the image.

<<image [imageUrl] -fitHeight>>

The -fitWidth preserves the height of the textbox but changes its width according to the ratio of the image.

<<image [imageUrl] fitWidth>>

The -fitSize changes the size of the textbox according to the size of the image.

<<image [imageUrl] -fitSize>>

The -fitSizeLim changes the size of the textbox according to the size of the image without increasing the size of the textbox.

<<image [imageUrl] -fitSizeLim>>
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