Around 1950-51... I was finally getting away from the pictographs and looking for something... So it was necessary to find other forms, a different changed concept. So finally after a certain period of transition I hit on dividing the canvas into two parts, which then became like an imaginary landscape... What I was really trying to do when I got away from the pictographs was to make this notion of the kind of polarity clearer and more extreme. So the most extreme thing that I could think of doing at the time was dividing the canvas in half, make two big divisions and put something in the upper division and something in the lower section. So I painted that way... I would say roughly from 1952 to 56/57. About five years.
Adolph GottliebRelated topics
big canvas certain clearer concept different dividing division extreme find five getting half hit imaginary kind landscape looking lower necessary notion period polarity say section something thing think time transition trying upper way years divisions partsRelated quotes
We no longer have political movements. While thousands of us may come together for a rally or march, we are bound together on such occasions by a single shared interest. Any effort to convert such interests into collective goals is usually undermined by the fragmented individualism of our concerns. Laudable goals-fighting climate change, opposing war, advocating public healthcare or penalizing bankers-are united by nothing more than the expression of emotion. In our political as in our economic lives, we have become consumers: choosing from a broad gamut of competing objectives, we find it hard to imagine ways or reasons to combine these into a coherent whole. We must do better than this.
Tony Judt
Let us not despair; it is a blessed cause, and success, ere long, will crown our exertions. Already we have gained one victory; we have obtained, for these poor creatures, the recognition of their human nature, which, for a while was most shamefully denied. This is the first fruits of our efforts; let us persevere and our triumph will be complete. Never, never will we desist till we have wiped away this scandal from the Christian name, released ourselves from the load of guilt, under which we at present labour, and extinguished every trace of this bloody traffic, of which our posterity, looking back to the history of these enlightened times, will scarce believe that it has been suffered to exist so long a disgrace and dishonour to this country.
William Wilberforce
It is one of the most beautiful characteristics of Theosophy that it gives back to people in a more rational form everything which was really useful and helpful to them in the religions which they have outgrown... in this teaching as to the immortality of the soul and the life after death, Theosophy...does not put forward these great truths merely on the authority of some sacred book of long ago; in speaking of these subjects it is not dealing with pious opinions, or metaphysical speculations, but with solid, definite facts, as real and as close to us as the air we breathe or the houses we live in - facts of which many among us have constant experience - facts among which lies the daily work of some of our students, as will presently be seen.
Charles Webster Leadbeater
You may not be her first, her last, or her only. She loved before she may love again. But if she loves you now, what else matters? She's not perfect-you aren't either, and the two of you may never be perfect together but if she can make you laugh, cause you to think twice, and admit to being human and making mistakes, hold onto her and give her the most you can. She may not be thinking about you every second of the day, but she will give you a part of her that she knows you can break-her heart. So don't hurt her, don't change her, don't analyze and don't expect more than she can give. Smile when she makes you happy, let her know when she makes you mad, and miss her when she's not there.
Bob Marley
The method applied by Newton to the grounding of the Infinitesimal Calculus, and which since the beginning of this century has been recognised by the best mathematicians as the only one that furnishes sure results, is the method of limits. The method consists in this, viz., instead of considering a continuous transition from one value of a quantity to another, from one position to another, or, speaking generally, from one determination of a concept to another, one considers in the first place a transition through a finite number of intervals and then allows the number of these intervals to increase so that the distances of two successive points of division all decrease infinitely.
Bernhard Riemann
