FACTOID # 91: In the Maldives, there are more than 2 jails for every 1000 people.
 
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Encyclopedia > Robert Berger

Robert Berger invented the first aperiodic set of tiles consisting of 20426 distinct tile shapes by using the rules of Penrose Tilling and the Golden Rule in 1966. In mathematics, a periodic function is a function that repeats its values, after adding some definite period to the variable. ... Mission, or barrel, roof tiles For the towns named Tile, see Tile, Somalia and Tile, Lebanon. ... Golden Rule has several meanings: Golden Rule - in philosophy and Christianity (Gospel of Matthew chapter 7, verse 12), an ethical statement, also known as the Ethic of Reciprocity. ... 1966 was a common year starting on Saturday (link goes to calendar) // Events January January 1 - In a coup, Colonel Jean-Bédel Bokassa ousts president David Dacko and takes over the Central African Republic. ...


  Results from FactBites:
 
The Robert & Gloria Berger House (433 words)
Berger told Wright he could afford no more than $1500 for the architectural fee and a maximum of $15,000 for the home’s construction.
The house is built of stone, glass, wood and concrete, complementing the colors and shapes of the surrounding landscape and exemplifying Wright’s concept of organic architecture.
Berger, the house is easy to maintain and living in it is “like living in a work of art”.
NYU > FAS > News & Events > FAS in the News >Robert Berger, Beloved Faculty Member and Scholar of European ... (381 words)
Professor Robert E. Berger, a faculty member at the Faculty of Arts and Science for over three decades, had a longstanding interest in European immigration.
After Professor Berger retired from the faculty in 1989, he continued to reside in the Queens home in which he was raised, and maintained a collection of materials and memorabilia on the subject of European immigration to the United States.
In his will, Professor Berger asked that his estate be used by the Department of History to support students, academic programs, and research in the field of European history with a special focus on European immigration.
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