Team:Imperial College London/Template

From 2009.igem.org

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(Creating pages using the new template)
 
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==<font color="red">Creating pages using the new template</font>==
==<font color="red">Creating pages using the new template</font>==
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1) Create a new page using as reference the [spider diagram of the website's structure]
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1) Create a new page using as reference the [https://static.igem.org/mediawiki/2009/8/8a/II09_Website_SpiderDiagram.jpg Spider diagram of the website's structure]. The structure is reflected in the menu on the left.
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2) Add the following code to the page:
2) Add the following code to the page:
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<b>
<nowiki>
<nowiki>
         {{Imperial/09/TemplateTop}}
         {{Imperial/09/TemplateTop}}
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         {{Imperial/09/TemplateBottom}}
         {{Imperial/09/TemplateBottom}}
</nowiki>
</nowiki>
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</b>
3) Add your content between the two tags. You can use wiki code. Think logically and in a hierarchical way: for example, the modelling will have different sections such as Overview, Assumption and predictions, the mathematical model and finally simulations.
3) Add your content between the two tags. You can use wiki code. Think logically and in a hierarchical way: for example, the modelling will have different sections such as Overview, Assumption and predictions, the mathematical model and finally simulations.
4) Smile.
4) Smile.
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<!-- **************** CONTENT FINISHES HERE **************** -->
 
{{Imperial/09/TemplateBottom}}
{{Imperial/09/TemplateBottom}}

Latest revision as of 10:16, 28 August 2009

Creating pages using the new template

1) Create a new page using as reference the Spider diagram of the website's structure. The structure is reflected in the menu on the left.

2) Add the following code to the page:

{{Imperial/09/TemplateTop}} **** Content comes here **** {{Imperial/09/TemplateBottom}}

3) Add your content between the two tags. You can use wiki code. Think logically and in a hierarchical way: for example, the modelling will have different sections such as Overview, Assumption and predictions, the mathematical model and finally simulations.

4) Smile.

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