Help:Wiki markup examples: Difference between revisions

Revision as of 14:57, 6 December 2005

Revision as of 02:17, 27 January 2006

Line 219:

|-

|

;Basic + [[Help:Editing#Text_formatting_Text formatting --_controlling_how_it_looks controlling how it looks|Text formatting]]

You can also ''italicize''/etc. links: e.g., ''[[Wikipedia]]''.

|<pre><nowiki> ''[[Wikipedia]]'' </nowiki></pre>

Line 248:

Use a pipe "'''|'''" to create a '''link label''':

*[[Help:Link|About Links]]

*[[List of cities by country#Morocco|Cities in Morocco]]

Cities in Morocco]]

|<pre><nowiki>*[[Help:Link|About Links]]

*[[List of cities by country#Morocco|Cities in Morocco]]

Cities in Morocco]]

</nowiki></pre>

|-

Line 366 ⟶ 364:

A picture: [[Image:Wiki.png]]</nowiki></pre>

or, with alternative text (''strongly'' encouraged) <!-- actually required in HTML4 --> vbgf

<pre><nowiki>[[Image:Wiki.png|Wikipedia - The Free Encyclopedia]] </nowiki>

Wikipedia - The Free Encyclopedia]] </nowiki>

</pre>

[[w:Web browser|Web browser]]s render alternative text when not displaying an image -- for example, when the image isn't loaded, or in a text-only browser, or when spoken aloud. See [[w:Wikipedia:Alternative text for images|Alternative text for images]] for help on choosing alternative text. See [[Help:Extended image syntax|Extended image syntax]] for more options.

There is [[Help:Images and other uploaded files#More_details_and_examples_on_embedding_internal_images__into_articlesMore details and examples on embedding internal images into articles|more information]] on resizing and other formatting tricks.

|-

|

Line 385 ⟶ 382:

Use a "media" link: [[media:Sg_mrob.ogg|Sound]]

<br>There is

[[Help:Images and other uploaded files#Supported_file_typesSupported file types.3B_miscellaneous3B miscellaneous|More information on other media types]].

|<pre><nowiki>[[media:Sg_mrob.ogg|Sound]]</nowiki></pre>

|}

Line 411 ⟶ 408:

</tr>

<tr valign="top"><td>

You can also write <i>''italic</i>'' and <b>'''bold</b>'''.

This is useful in mathematical formulas where you need specific font styles rather than emphasis.

:<b>'''F</b>''' = <i>''m</i><b>'''''a</b>'''

(The difference between these two methods is not very important for graphical browsers, so most people ignore it). But it may make a big difference for the visually impaired ;-)

</td>

<td>

<pre><nowiki>You can also write <i>''italic</i>'' and <b>'''bold</b>'''.

This is useful in mathematical formulas where you

need specific font styles rather than emphasis.

:<b>'''F</b>''' = <i>''m</i><b>'''''a</b>'''</nowiki></pre><!-- that's not a mathematical formula, though -- sure it is, just because it's being applied to physics doesn't make it stop being mathematics -->

</td>

</tr>

Line 474 ⟶ 471:

<tr valign="bottom" id="subscript"><td>Subscript: x₂<br/>

Superscript: x²² or x&sup2;²

Most browsers have an easier time formatting lines with &amp;sup2; than with &lt;sup>2&lt;/sup>

&epsilon;ε₀ =

8.85 &times;× 10^{&minus;12−12}

C&sup2;² / J m.

<br/>

<br/>

Line 487 ⟶ 484:

<td valign="bottom"><pre><nowiki>Subscript: x₂

Superscript: x²² or x&amp;sup2;

</nowiki></pre>

<pre><nowiki>

Line 503 ⟶ 500:

<tr valign="top"><td>

;Using non-breaking spaces

<i>''x</i>²''²&nbsp;&nbsp;

&nbsp;&ge;≥

&nbsp;&nbsp;&nbsp;0 true.

</td>

<td><pre><nowiki>

<i>''x</i>²''²&amp;nbsp;

&amp;nbsp;&amp;ge;

&amp;nbsp;&amp;nbsp;0 true.

Line 516 ⟶ 513:

<tr>

<td>

;Using [[Help:Table#Simple_exampleSimple example|Wikitext piped tables]]

{||-

|''x''²

|<i>x</i>²

| width=20px | || width=20px | &ge;0≥0 || true.

|-

| a || || b

Line 528 ⟶ 525:

<pre><nowiki>

{||-

|''x''²

|<i>x</i>²

| width=20px | || width=20px | &ge;0≥0 || true.

|-

| a || || b

Line 547 ⟶ 544:

;Example:

arrow &rarr;→

''italics''

Line 566 ⟶ 563:

* reformat text (removing newlines and multiple spaces)

<nowiki>

arrow &rarr;→

''italics''

Line 590 ⟶ 587:

* don't reformat text

<pre>arrow &rarr;→

''italics''

Line 610 ⟶ 607:

* interpret special wiki markup

* don't reformat text

arrow &rarr;→

''italics''

Line 670 ⟶ 667:

;typewriter font:

<tt>arrow &rarr;→</tt>

<tt>''italics''</tt>

Line 742 ⟶ 739:

û ü ÿ<br/>

<br/>

À Á Â Ã Ä Å <br/>

&Agrave; &Aacute; &Acirc; &Atilde; &Auml; &Aring; <br/>

Æ Ç È É Ê Ë <br/>

&AElig; &Ccedil; &Egrave; &Eacute; &Ecirc; &Euml; <br/>

Ì Í

&Igrave; &Iacute;

&Icirc;Î &Iuml;Ï &Ntilde;Ñ &Ograve;Ò <br/>

Ó Ô Õ

&Oacute; &Ocirc; &Otilde;

&Ouml;Ö &Oslash;Ø &Ugrave;Ù <br/>

Ú Û Ü ß

&Uacute; &Ucirc; &Uuml; &szlig;

&agrave;à &aacute;á <br/>

â ã ä å æ

&acirc; &atilde; &auml; &aring; &aelig;

&ccedil;ç <br/>

è é ê ë ì í<br/>

&egrave; &eacute; &ecirc; &euml; &igrave; &iacute;<br/>

î ï ñ ò ó ô <br/>

&icirc; &iuml; &ntilde; &ograve; &oacute; &ocirc; <br/>

œ õ

&oelig; &otilde;

&ouml;ö &oslash;ø &ugrave;ù &uacute;ú <br/>

û ü ÿ

&ucirc; &uuml; &yuml;

</td>

<td><pre><nowiki>

Line 788 ⟶ 785:

† ‡ • - – —

¿ ¡ « » § ¶<br/>

&iquest; &iexcl; &laquo; &raquo; &sect; &para;<br/>

&dagger;† &Dagger;‡ &bull;• - &ndash; &mdash;

</td>

<td><pre><nowiki>

Line 803 ⟶ 800:

™ © ® ¢ € ¥ £ ¤

™ © ® ¢ € ¥ £ ¤</td>

&trade; &copy; &reg; &cent; &euro; &yen; &pound; &curren;</td>

<td><pre><nowiki>

™ © ® ¢ € ¥ £ ¤

Line 818 ⟶ 815:

Σ Φ Ψ Ω

&alpha;α &beta;β &gamma;γ &delta;δ &epsilon;ε &zeta;ζ <br/>

&eta;η &theta;θ &iota;ι &kappa;κ &lambda;λ &mu;μ &nu;ν <br/>

&xi;ξ &omicron;ο &pi;π &rho;ρ &sigma;σ &sigmaf;ς <br/>

&tau;τ &upsilon;υ &phi;φ &chi;χ &psi;ψ &omega;ω<br/>

&Gamma;Γ &Delta;Δ &Theta;Θ &Lambda;Λ &Xi;Ξ &Pi;Π <br/>

Σ Φ Ψ Ω

&Sigma; &Phi; &Psi; &Omega;

</td>

<td><pre><nowiki>

Line 852 ⟶ 849:

→ ↔ ↑

∫ ∑ ∏ √ − ± ∞<br/>

&int; &sum; &prod; &radic; &minus; &plusmn; &infin;<br/>

&asymp;≈ &prop;∝ &equiv;≡ &ne;≠ &le;≤ &ge;≥<br/>

× · ÷ ∂ ′ ″<br/>

&times; &middot; &divide; &part; &prime; &Prime;<br/>

∇ ‰ ° ∴ ø<br/>

&nabla; &permil; &deg; &there4; &oslash;<br/>

&isin;∈ &cap;∩ &cup;∪ &sub;⊂ &sup;⊃ &sube;⊆ &supe;⊇<br/>

&not;¬ &and;∧ &or;∨ &exist;∃ &forall;∀ &rArr;⇒ &hArr;⇔<br/>

&rarr;→ &harr;↔ &uarr;↑<br/>

Problem symbols:

Line 864 ⟶ 861:

ℵ ∉

&alefsym;ℵ &notin;∉ </td>

<td valign="middle"><pre><nowiki>

∫ ∑ ∏ √ − ± ∞