VisualEditor:Test

Customize navigation
You can change the content displayed in the header, footer, and sidebars by using special Tweeki pages.


 * MediaWiki:Tweeki-navbar-brand - Specify a logo hosted on Mediawiki. For example:
 * MediaWiki:Tweeki-navbar-left - We left this empty.
 * MediaWiki:Tweeki-navbar-right - We created a custom dropdown list with the following syntax: was  Note: If the link and the display text are the same, you can just specify the link:   You can also use MediaWiki's special keywords for defining UI elements. For example, our navbar-right looks like this:
 * MediaWiki:Tweeki-sidebar-left - We use the  keyword here. MintyDocs adds the manual TOC to the   element and we have code in GenesysTweeki to only display the left sidebar if there is TOC content from MintyDocs.
 * MediaWiki:Tweeki-sidebar-right - We again use keywords: EDIT-EXT,ACTIONSB,MANAGESB,MDPDF,TOC
 * This is some text
 * Iii
 * iii

EDIT-EXT = Edit button.d
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xuxu teste

 * ACTIONSB = Page actions. The list varies depending on whether you're viewing published or draft content.
 * MANAGESB = Manage content. Links to manage product/version/manual.
 * MDPDF = Download a PDF.
 * TOC = Mediawiki page-level TOC, which Tweeki re-purposes for Bootstrap's scrollspy.
 * MediaWiki:Tweeki-toc-top - Specify the text for the back to top link.


 * MediaWiki:Tweeki-footer - We use the  keyword to display the default MediaWiki footer content, which is configurable. You can also change it by adding links to this page instead of using the   keyword.
 * MediaWiki:Tweeki-footer-custom - Currently set to the  keyword so it includes a "Login" link in the footer for users who aren't logged in. You can also use custom links here.

Tttttt

SERVER
machine VLC9APP0120

socle : Unix RHEL 9

Contient Infosphere 11.7 (cf. procédure d'installation Infosphere )

...

Test test test test test  test 

$$e = mc^2$$

Quality Assurance

BROWSER
Requiert habilitation au rôle I9_Infosphere_Browser

N'importe quel poste utilisateur du groupe est habilitable

....

$\begin{align} f(x) & = (a+b)^2 \\ & = a^2+2ab+b^2 \\ \end{align}$


202.105.136.122 06:43, 10 January 2019 (UTC)
Test. Just to see what it gives. Wikrian

■ 주요국 경제동향 및 해외시각

ㅇ [미국] 캔자스시티 연은 총재, 금리인상 검토 시 인내를 촉구

- 댈러스 연은 총재, 추가 금리인상을 최소 1~2분기 연기할 필요

ㅇ [유럽] 영국 하원, 메이 총리의 EU 이탈 협정안을 반대 다수로 부결

- ECB 드라기 총재, 역내경제는 예상보다 취약·대규모 금융지원 강조

ㅇ [중국] 인민은행, 예금준비율 인하와 역환매조건부채권 등으로 유동성 유지 표명

ㅇ [해외시각] 미국의 중국에 대한 강경기조, 원활한 무역협상 타결로 연결은 기대난

- 유로화의 미래, 최적통화지역 문제에도 다수 지지로 지속 가능성은 유효

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