#pro

You have a diasporic black world, and the only way to put it back together again is symbolic. It's like Humpty Dumpty. Whoever could edit the 'Encyclopedia Africana' would provide symbolic order to the fragments created over the past 500 years. That is a major contribution. ↗

— Henry Louis Gates

#back #black #contribution #could #created

Microsoft certainly makes products for the Macintosh. ↗

— Melinda Gates

#macintosh #makes #microsoft #products

My background was computer science and business school, so eventually I worked my way up where I was running product groups - development, testing, marketing, user education. ↗

— Melinda Gates

#business #business school #computer #computer science #development

There are absolutely lots of teachers who are trying to come into the profession, but they are not attracted enough to say, 'I'm going to switch careers to do it,' or they are often not retained... because the salaries and the compensation aren't there to make it happen. ↗

— Melinda Gates

#attracted #because #careers #come #compensation

The history of modern art is also the history of the progressive loss of art's audience. Art has increasingly become the concern of the artist and the bafflement of the public. ↗

— Paul Gauguin

#also #artist #audience #become #concern

Stressing output is the key to improving productivity, while looking to increase activity can result in just the opposite. ↗

— Paul Gauguin

#improving #increase #just #key #looking

No country without an atom bomb could properly consider itself independent. ↗

— Charles de Gaulle

#atom bomb #bomb #consider #could #country

I mean the word proof not in the sense of the lawyers, who set two half proofs equal to a whole one, but in the sense of a mathematician, where half proof = 0, and it is demanded for proof that every doubt becomes impossible. ↗

— Carl Friedrich Gauss

#demanded #doubt #equal #every #half

Further, the dignity of the science itself seems to require that every possible means be explored for the solution of a problem so elegant and so celebrated. ↗

— Carl Friedrich Gauss

#dignity #elegant #every #explored #further

The problem of distinguishing prime numbers from composite numbers and of resolving the latter into their prime factors is known to be one of the most important and useful in arithmetic. ↗

— Carl Friedrich Gauss

#composite #distinguishing #factors #important #into