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Willie Möller
Attended University Of Pretoria
Lives in Somerset West
360 followers|61,597 views
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Willie Möller

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Christ the King
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Ana StPaul's profile photoWillie Möller's profile photo
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Hi Ana, I responded via email. God bless :)
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SMS/Whatsapp/Wechat/Line/Kakao, or use any other Android apps on Win/Mac with #AirDroid3:http://goo.gl/Vzk9EM
Access Android phone/tablet from computer remotely and securely. Manage SMS, files, photos and videos, WhatsApp, Line, WeChat and more on computer.
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South Africa s mobile Internet a global network of interconnected networks looks very different to what many people imagine
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With new cloud9 IDE beta, you can now develop Dart apps easily!
I just installed dart sdk, added dart-sdk/bin/ to PATH variable and here you go:) Works flawless.

More info how to get c9 beta access here:
https://c9.io/site/news/2014/07/get-early-access-to-the-new-cloud9-beta/
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Stay with me, Lord #StPadrePio #StPrayers http://buff.ly/1EnCKwh http://buff.ly/1EnCLQU

Prayer of St. Pio of Pietrelcina after Holy Communion

Stay with me, Lord, for it is necessary to have You present so that I do not forget You. You know how easily I abandon You.

Stay with me, Lord, because I am weak and I need Your strength, that I may not fall so often.

Stay with me, Lord, for You are my life, and without You, I am without fervor.

Stay with me, Lord, for You are my light, and without You, I am in darkness.

Stay with me, Lord, to show me Your will.

Stay with me, Lord, so that I hear Your voice and follow You.

Stay with me, Lord, for I desire to love You very much, and always be in Your company.

Stay with me, Lord, if You wish me to be faithful to You.

Stay with me, Lord, for as poor as my soul is, I want it to be a place of consolation for You, a nest of love.

Stay with me, Jesus, for it is getting late and the day is coming to a close, and life passes; death, judgment, eternity approaches. It is necessary to renew my strength, so that I will not stop along the way and for that, I need You. It is getting late and death approaches, I fear the darkness, the temptations, the dryness, the cross, the sorrows. O how I need You, my Jesus, in this night of exile!

Stay with me tonight, Jesus, in life with all its dangers. I need You.

Let me recognize You as Your disciples did at the breaking of the bread, so that the Eucharistic Communion be the Light which disperses the darkness, the force which sustains me, the unique joy of my heart.

Stay with me, Lord, because at the hour of my death, I want to remain united to You, if not by communion, at least by grace and love.

Stay with me, Jesus, I do not ask for divine consolation, because I do not merit it, but the gift of Your Presence, oh yes, I ask this of You!

Stay with me, Lord, for it is You alone I look for, Your Love, Your Grace, Your Will, Your Heart, Your Spirit, because I love You and ask no other reward but to love You more and more.

With a firm love, I will love You with all my heart while on earth and continue to love You perfectly during all eternity. Amen.
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 Getting started on 2015... and also with #biicode 2.0! Learn how to easily improve your C++ projects with us :) http://web.biicode.com/learn/getting-started/
 
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Here is an early preview for the upcoming Spine runtime for StageXL. It's not ready for production but still fun to play with :)

http://www.stagexl.org/temp/spine/example.html
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Wallace-Bolyai-Gerwien theory is the theory that any two polygons are equidecomposable. 
That is that one can be cut into finitely many polygon pieces and be rearranged to obtain the second polygon.

In geometry, the Wallace–Bolyai–Gerwien theorem, named after William Wallace, Farkas Bolyai and Paul Gerwien, states that any two simple polygons of equal area are equidecomposable; i.e. one can cut the first into finitely many polygonal pieces and rearrange the pieces to obtain the second polygon.

"Rearrangement" means that one may apply a translation and a rotation to every polygonal piece.

Unlike the generalized solution to Tarski's circle-squaring problem, the axiom of choice is not required for the proof, and the decomposition and reassembly can actually be carried out "physically"; the pieces can, in theory, be cut with scissors from paper and reassembled by hand.

The theorem can be understood in two steps. First, every polygon can be cut into triangles: for convex polygons this is immediate, by cutting off each vertex in turn, while for concave polygons this requires more care. Each of these triangles can then be converted to a right triangle, by dropping an altitude (that is, drawing a line perpendicular to the triangle's base and through the top vertex). This is sufficient to easily compute the area, as each right triangle is half a rectangle, or alternatively can be cut halfway up to be reassembled into a rectangle. The second and subtler step is that each right triangle (or equivalently rectangle) can be decomposed into a rectangle with a side of a given (unit) length. Once this is proven, it follows that every polygon can be decomposed into a rectangle with unit width and height equal to its area, which proves the theorem._

sources:
http://en.wikipedia.org/wiki/Wallace%E2%80%93Bolyai%E2%80%93Gerwien_theorem
http://xysciences.com/post/91366137971/wallace-bolyai-gerwien-theory-is-the-theory-that

#maths   #mathematics   #geometry   #amazing   #science  
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Willie's Collections
People
Have him in circles
360 people
Trausti Hraunfjord's profile photo
David Hoicka's profile photo
Natalie Ausmeier's profile photo
Cage Lin's profile photo
Sophie Peters's profile photo
Henriquelv vieira's profile photo
Belayet Hosen's profile photo
Faith Finding's profile photo
Mohammed Bakhash's profile photo
Work
Occupation
Software Developer
Skills
C++, Catechesis
Places
Map of the places this user has livedMap of the places this user has livedMap of the places this user has lived
Currently
Somerset West
Previously
Kempton Park - Pretoria - Heldervue
Links
Other profiles
Story
Tagline
A human person embedded in the realm of 0's and 1's.
Education
  • University Of Pretoria
    BSc(Hons). Computer Science
  • Hoërskool Jeugland
    Matric
Basic Information
Gender
Male
Willie Möller's +1's are the things they like, agree with, or want to recommend.
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A game of giant imagination.

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Feel free to use my resources as you want, be it in free or commercial games, edited how you want, or as bases for your own sprites. Just be

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Where can I find free sprites and images? [closed]
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I need sprites and images, such as characters, landscapes and others. Where can I find them?