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In the eighteen century Euler had advanced the formula n2+n+17, which, for successive values of n, yielded primes for n=0 through n=15.

Euler's formula n^2+n+17

Arguably this is beautiful, but does it compare with the bridges of Madison county?

Ernst Straus was one of the few people who had the opportunity to observe firsthand the difference in style between the master physicist and the master mathematician. In the tribute to Erdös on his seventieth birthday, Straus said: "Einstein often told me that the reason he chose physics over mathematics was that mathematics is so full of beautiful and attractive questions that one might easily waste one’s powers in pursuing them without finding the central questions. In physics he had the ‘nose’ for the central questions and he felt that it was the chief duty of the scientist to pursue those questions and not let himself be seduced by any problem - no matter how difficult or attractive it might be. Erdös has consistently and successfully violated every one of Einstein’s prescriptions. He has succumbed to the seduction of every beautiful problem he has encountered - and a great number have succumbed to him. This just proves to me that in the search for truth there is room for Don Juans like Erdös and Sir Galahads like Einstein."

Paul Hoffman: The man who loved only numbers, The story of Paul Erdös and the search for mathematical truth, Hyperion, New York, 1998.

Yeah, but besides his immensely beautiful equation E=mc2, Einstein could tie his shoes while this was a lifelong trouble for Erdös: up to the age of 40 it was done by his mother, afterwards he would ask for help of his fellow mathematicians. Erdös used derogatory terms for women and children. Do I have to tell you that he did not like dogs?

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