User:Kmw2700

This user is a naturalized citizen of Canada living in Alberta.

This user is a proud resident citizen of Canada.

This user comes from Austria.

en-3This user can contribute with an advanced level of English.

deDieser Benutzer spricht Deutsch als Muttersprache.

at-3Dieser Benutzer spricht sehr gut Österreichisches Deutsch.

fr-1Cet utilisateur peut contribuer avec un niveau élémentaire de français.

bar-1Dea Nutza redt a weng Boarisch.

la-1Hic usor simplici latinitate contribuere potest.

HTML-1This user is a beginning HTML user.

This user assumes good faith.

Or tries to do so.

<ref>This user would like to see everyone using inline citations. Please...

Where possible.

This user contributes to Wikimedia Commons.

Hi there,

This page is mostly for helping me edit or to store my ideas. Maybe you find something useful. Enjoy!

/Sandbox| Wikipedia:Dead-end_pages|,
Wikipedia:WikiProject_Proposed_Deletion_Patrolling|, Special:RecentChanges|, Wikipedia:Vandalism#Warnings|, Wikipedia:Citing sources/example style|,
Dictionary|, Wikipedia:Linking|en:Wikipedia:Wikipedia does not need you ?!|
All pages (Template namespace)
Wikipedia:AutoWikiBrowser
Manual of style List format

Bradford Hill criteria
A quite interesting article to do with determining causality.

NFPA 704
Oxford, Nova Scotia
Gallery of country coats of arms
Monetary economics
America's Stonehenge
Concentration ratio
Waltendorf

Pat Garrett and Billy the Kid

97 Street, Edmonton (currently ain't got no photos)

Muskrat Falls Spannender Text über historisches Ereignis im 2. WK.

Template: {{Refimprove|article|{{subst:DATE}}|talk=y}}

Rundle Park.

Mongoose.

This is a link to my user page on se German language Wikipedia

Tip of the day...

Using Math

When using math in an article, there are two different types of markup that one can use. It is important to be consistent throughout an article and use the same type of markup. If a formula appears all on the same line, it would be better to use HTML than LaTeX, because L^∞ looks better in line than $L^{\infty }$ does; however it's generally a bad idea to attempt to render $Q(x)={\frac {1}{\sqrt {2\pi }}}\int _{x}^{\infty }e^{-t^{2}/2}dt={\frac {1}{2}}\,\operatorname {erfc} \left({\frac {x}{\sqrt {2}}}\right),\ x\geq {}0$ in HTML.

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Wikipedia:Manual of Style/Mathematics  

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