Template:Infobox interval/doc: Difference between revisions

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The '''Infobox Interval''' template was built to help presenting basic information about [[interval]]s in a unified form, to make them obvious by glance. Also the formatting of the wiki text itself is easier to read and improve when it is obviously structured by this template.

=== Usage ===

There are three different ways to use this template:

The template should be placed at the beginning of an interval page. There are three different ways to use this template:

* Small ratios: <code><nowiki>{{Infobox Interval}}</nowiki></code> (the ratio is inferred from page name), <code><nowiki>{{Infobox Interval|7/4}}</nowiki></code>, <code><nowiki>{{Infobox Interval|Ratio=7/4}}</nowiki></code>.

** When use this form? In most cases, whenever both numerator and denominator of the ratio are small enough to fit within Lua numbers as integers. You should not encounter any problems with integers up to {{nowrap|2<sup>32</sup> − 1}}, and you might happen to not encounter any problems when those are 2<sup>53</sup>. With larger numbers, you are almost guaranteed to get inaccurate results.

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-{{dochead}}{{lua}}
+{{Dochead}}{{lua}}
 The '''Infobox Interval''' template was built to help presenting basic information about [[interval]]s in a unified form, to make them obvious by glance. Also the formatting of the wiki text itself is easier to read and improve when it is obviously structured by this template.
 === Usage ===
-There are three different ways to use this template:
+The template should be placed at the beginning of an interval page. There are three different ways to use this template:
 * Small ratios: <code><nowiki>{{Infobox Interval}}</nowiki></code> (the ratio is inferred from page name), <code><nowiki>{{Infobox Interval|7/4}}</nowiki></code>, <code><nowiki>{{Infobox Interval|Ratio=7/4}}</nowiki></code>.
 ** When use this form? In most cases, whenever both numerator and denominator of the ratio are small enough to fit within Lua numbers as integers. You should not encounter any problems with integers up to {{nowrap|2<sup>32</sup> &minus; 1}}, and you might happen to not encounter any problems when those are 2<sup>53</sup>. With larger numbers, you are almost guaranteed to get inaccurate results.