This demo uses deprecated extensions.
The new extensions and demos can be found on a new page on deck.js click to dismiss
“Smart Syntax” for deck.js
NB: Firefox may complain about missing plugins (for SVG), ignore it
Use right arrow (or space) to DO a step
Use left arrow (or backspace) to UNDO a step
(optional) Type 's' to disable scaling
Look at the sources of this page (Ctrl+U?) to understand
=Smart Syntax ~= Wiki Syntax=
* Easy bullet points (numbered or not)
* Easy class additions
*# on the slide itself (see next one)
*# on a bullet point (like this one who has a 'highlight' class)[highlight]
* Allow tags e.g. this is inside a <b> tag
* NB
** <b> (bold) is styled in blue
** 'highlight' class is styled in red
=Styled Slide=[funny]
* In the "smart syntax" source
** this slide has the custom 'funny' class
* In the css of this page
** <b> tags within a 'funny' are styled in chartreuse (green)
** (with .funny b {color: chartreuse})
* and an example: chartreuse is great!, (learn more on chartreuse)
=With Some Deck.js Specificity=
* Friend with parts of deck.js
** creation of slides
** core animations: wrapper to simplify (hit next to see animations)
@ANIM:
var a = $[deck]("animate", slide);
$[deck]('addAnimationSequence', slide, [
a.addClass(".animate", "showAnyway"), // display the animation code
a.addClass("li:first-child", "highlight"),
a.removeClass("li:first-child", "highlight")
]);
@END
=With Some Extension Specificity=
* Friend with some deck.js extensions
** SVG inclusion (smiley from inky2010)
@SVG: svgThatFloatsRight media/smiley.svg 200px 200px
** Latex maths using a pair of $$ signs
*** $E = mc^2$
*** $c = \sqrt{a^2+b^2}$
*** more on next slide
=Raw Maths and Smart Syntax Math=
* (see the source of this page)
* Raw math, using <span class="latex">...<span>
a^2 + \frac{1}{\sqrt{a^2 + \frac{1}{\sqrt{a^2 + \frac{1}{\sqrt{a^2 + \frac{1}{\sqrt{a^2 + b^{\infty}}}}}}}}}
* With smart syntax, exactly the same but with $$...$$
(NB: use two consecutive dollar signs to output a dollar)
$a^2 + \frac{1}{\sqrt{a^2 + \frac{1}{\sqrt{a^2 + \frac{1}{\sqrt{a^2 + \frac{1}{\sqrt{a^2 + b^{\infty}}}}}}}}}$
=Digging Deeper=
