User:Mfloryan

El directorio enciclopédico desde la Wikipedia.

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This user comes from Poland.
This user lives in Nottinghamshire.
The Robin Hood county.
Inkscape This user contributes using Inkscape.
Firefox This user prefers Mozilla Firefox.
\sum_{n=0}^{\infty} \frac{4{(-1)^n}}{2n+1} = \pi This user is an advanced mathematician.
This user has a keen interest in Physics.
prog-4 This user is an expert programmer.
C# This user can program in C#.
php This user can program in PHP.
C++ This user can program in C++.
Java This user can program in Java.

xml This user can write XML.
xhtml This user can write XHTML.
Wikipedia:Babel
pl Polski jest językiem ojczystym tego użytkownika.
en-4 This user is able to contribute with a near-native level of English.
its This user understands the difference between its (of it) and it's (it is).
. The This user does not put two spaces after a full stop.
fr-1 Cet utilisateur peut contribuer avec un niveau élémentaire de français.
es-1 Este usuario puede contribuir con un nivel básico de español.
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This is a Wikipedia user page.

This is not an encyclopedia article. If you find this page on any site other than Wikipedia, you are viewing a mirror site. Be aware that the page may be outdated and that the user to whom this page belongs may have no personal affiliation with any site other than Wikipedia itself. The original page is located at http://en.wikipedia.org/wiki/User:Mfloryan.

Marcin Floryan was born on October 26, 1979 in Warsaw, Poland and now lives in Newark-on-Trent, UK. You might find some information on my home page: Marcin Floryan PL


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Picture of the day
Blow-fly

A close-up of the head of a blow-fly. The name blow-fly comes from an older English term for meat that had eggs laid on it, which was said to be fly blown. The first association of the term “blow” with flies was used by William Shakespeare in his plays Love's Labour's Lost, The Tempest, and Antony and Cleopatra. Blow-flies are usually the first insects to come in contact with carrion because they have the ability to detect death from up to ten miles (16 km) away.

Photo credit: Richard Bartz
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