WELCOME TO COROLLARY THEOREMS
             EXTERNAL LINKS

 


TO
COROLLARY
THEOREMS
[EN SITE]


SPRE
COMPLEMENT
CONTROL
[RO SITE]

 
 

HOME PAGE: UNIQUE, INCITING, AWESOME!

 Order
 your customized
 set of
 Abstract Graphics
 TODAY,
 RIGHT NOW!
  RED LEAF



 

NOTE
All Abstract Graphics pictures we display on the following pages are signed by
O G POPA
. He is the very Author, and the sole Copyright owner.

ATTENTION
This site is currently under construction. However, it is also operational, and it will remain operational throughout its upgrading phase.

The first thing you should know about Abstract Graphics is the fact that we have developed 11 distinct categories, as they are listed on our AG Gallery page. A few explanations about the nature of our Abstract Graphics are presented on this page. If you want to watch a couple of (very short) videos about Abstract Graphics check this page.

Note that this site is using CSS2/CSS2 transitions and animations. Therefore, in order to see our pages correctly please visit this page.
 


GREEN LEAF"The power of abstraction" is the coronation of all intellectual activities. Practically, when someone gets a good grasp on abstraction, then he/she is capable of becoming "a creator"! Mathematicians, philosophers, writers, composers, and highly trained system programmers in particularthose who design abstract models of our realitywork a lot with abstraction, and they simply crave on truly abstract shapes/colors/things. For everybody, abstraction is the most advanced and the most profound expression of all human endeavors! [Consider the following abstract poem—a Nobel prize winner!]


The Cloths of Heaven


Had I the heaven's embroidered cloths,
Enwrought with golden and silver light,
The blue and the dim and the dark cloths
Of night and light and the half-light.

I would spread the cloths under your feet
But I, being poor, have only my dreams.
I have spread my dreams under your feet:
Tread softly, because you tread on my dreams . . .

William Butler Yeats (Ireland, 1865–1939)

Welcome to Abstract Graphics!

 
 
 
 
x
Send your comments regarding this page using support@corollarytheorems.com, noi@editcc.com, or cus@2agraph.com
Page last updated on: April 13, 2017
© SC Complement Control SRL. All rights reserved.
 

OUR CANADIAN FLAG

x

Valid HTML 4.01!

Site page valid according to W3C

Valid CSS!

Stylesheets pages valid according to W3C

Valid ISO-HTML document

Site pages valid according to ISO-HTML

x