Kig/Screenshots: Difference between revisions

From KDE Wiki Sandbox
< Kig
(Added more screenshots)
 
(Marked up for translation)
Line 1: Line 1:
<languages />
<translate>
{{EduBreadCrumbs|parent=Kig}}
{{EduBreadCrumbs|parent=Kig}}
{{Construction}}


{| cellpadding="10"
== Kig Screenshots ==
| [[Image:Kig-exports.png|350px|thumb]]
 
| '''Kig''' exports to several formats: bitmap images, XFig and SVG vector format, LaTeX)
</translate>{| cellpadding="10"
| <translate>[[Image:Kig-exports.png|350px|thumb]]
| '''Kig''' exports to several formats: bitmap images, XFig and SVG vector format, LaTeX)</translate>
|-
|-
| [[Image:kig-sine-curve.png|350px|thumb]]
| <translate>[[Image:kig-sine-curve.png|350px|thumb]]
| '''Kig''' is drawing a sine-curve using locus and calculating functionality.
| '''Kig''' is drawing a sine-curve using locus and calculating functionality.</translate>
|-
|-
| [[Image:kig-pattern_1.png|350px|thumb]]
| <translate>[[Image:kig-pattern_1.png|350px|thumb]]
| A neat pattern
| A neat pattern</translate>
|-
|-
| [[Image:kig_pattern_2.png|350px|thumb]]
| <translate>[[Image:kig_pattern_2.png|350px|thumb]]
| Another neat pattern
| Another neat pattern</translate>
|-
|-
| [[Image:kig-radical_line.png|350px|thumb]]
| <translate>[[Image:kig-radical_line.png|350px|thumb]]
| One of the cool new Conic objects by Maurizio Paolini: the radical line of two conics. Have a look at the [[Kig/Macros | list of available macros]].
| One of the cool new Conic objects by Maurizio Paolini: the radical line of two conics. Have a look at the [[Kig/Macros | list of available macros]].</translate>
|}
|}
 
<translate>
[[Category:Education]]
[[Category:Education]]
</translate>

Revision as of 10:15, 15 September 2012

Other languages:

Home » Applications » Education » Kig » Screenshots

Kig Screenshots

Kig exports to several formats: bitmap images, XFig and SVG vector format, LaTeX)
Kig is drawing a sine-curve using locus and calculating functionality.
A neat pattern
Another neat pattern
One of the cool new Conic objects by Maurizio Paolini: the radical line of two conics. Have a look at the list of available macros.