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Template:Bar chart/styles.css This template can be used to create a horizontal bar chart, scrolling down a page, in a format which can be parsed by text-based web browsers. The data items can be simple numbers, or the result of calculations based on template parameters.
Template:Ahnentafel is a family tree template that will handle an ahnentafel of between 3 places (2 generations) and 511 places (9 generations). The template presents genealogical data in the form of a graphical ahnentafel ancestry tree (realized as an HTML table ).
These templates shows a chess diagram, a graphic representation of a position in a chess game, using standardised symbols resembling the pieces of the standard Staunton chess set. The default template for a standard chess board is {{ Chess diagram }} .
This page aims to assist Wikipedians working with biographical articles containing family trees.. The most common way is to display a family tree on Wikipedia is as an ahnentafel by Template: Ahnentafel.
The example also shows how the chart's overall style can be overridden by more specific styles set by {}. In this case, the color of the first row of cells is set to yellow using the features of the {} template; see that template's documentation for details on how to specify the CSS of rows and individual cells of a chart.
Omitting the separator generates a blank row. Another useful separator is <hr> which produces a horizontal line. Break {{Bar box break}} is a template to split bar box tables into multiple charts while maintaining alignment of the columns.
According to the Starwalk, the next planetary alignment will be visible on Feb. 28. There, stargazers will be able to view Saturn, Mercury, Neptune, Venus, Uranus, Jupiter and Mars in the evening.
A Smith chart to calculate electrical impedance with no values plotted; although not a nomogram, it is based on similar principles. Like a slide rule, a nomogram is a graphical analog computation device. Also like a slide rule, its accuracy is limited by the precision with which physical markings can be drawn, reproduced, viewed, and aligned.