#numb

He's a world-famous name to people who care about his music, but there are many people who have never heard of George Gershwin and those numbers increase. ↗

— Michael Feinstein

#care #george #gershwin #heard #his

We have a substantial number of countries that have pledged and provided all kinds of support for the United States in the event that war becomes necessary in Iraq. ↗

— Douglas Feith

#countries #event #iraq #kinds #necessary

At 30 a man should know himself like the palm of his hand, know the exact number of his defects and qualities, know how far he can go, foretell his failures - be what he is. And, above all, accept these things. ↗

— Albert Camus

#accept #defects #exact #failures #far

And so in my warnings, I was pointing to a number of incidents around the communion that could undermine our growing sense of communion - of becoming a global communion. So that's why I pointed to New Westminster in Canada, to incidents in the United States, and Sydney itself. ↗

— George Carey

#becoming #canada #communion #could #global

I wish your increase in holiness, number, love, religion, and righteousness; and wait you, and cease to contend with these men that are gone from us, for there is nothing that shall convince them but judgment. ↗

— Donald Cargill

#contend #convince #gone #holiness #i

Myths grow all the time. If I was to listen to the number of times I've thrown teacups then we've gone through some crockery in this place. It's completely exaggerated, but I don't like people arguing back with me. ↗

— Alex Ferguson

#back #completely #exaggerated #gone #grow

We're all fascinated by the numbers, as we were about the 100 points. ↗

— Wilt Chamberlain

#fascinated #numbers #points #were

Today, many companies are reporting that their number one constraint on growth is the inability to hire workers with the necessary skills. ↗

— William J. Clinton

#constraint #growth #hire #inability #many

It is impossible for any number which is a power greater than the second to be written as a sum of two like powers. I have a truly marvelous demonstration of this proposition which this margin is too narrow to contain. ↗

— Pierre de Fermat

#contain #demonstration #greater #i #impossible

I have found a very great number of exceedingly beautiful theorems. ↗

— Pierre de Fermat

#exceedingly #found #great #great number #i