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Word: toronto (lookup in dictionary) (lookup stats)
Dates: during 1930-1939
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Usage:

After running away with the first two games, 3-to-1 and 9-to-4, on their home rink, the Red Wings went to play the Toronto Maple Leafs on theirs. With seven minutes left the Red Wings, ahead by 3-to-0, loafed. The Maple Leafs promptly scored three goals, the third 42 seconds before the series would otherwise have ended, won the game, 4-to-3, in overtime. Chastened, Detroit's Red Wings settled down to work in the fourth game, won it 3-to-2 for the series and their first world's championship...

Author: /time Magazine | Title: Sport: Dynamic Detroit | 4/20/1936 | See Source »

January 5, 1937, McGill; January 7, Toronto; January 9, Dartmouth; January 12, Brown at Providence; January 16, Princeton; February 6, Dartmouth at Hanover; February 10, Queens College; February 13, Princeton at Princeton; February 20, University of Montreal at Montreal; February 27, Yale at New Haven; March 6, Yale; March 11, Yale playoff at New Haven...

Author: NO WRITER ATTRIBUTED | Title: COMPLETE 1937 HOCKEY SCHEDULE IS ANNOUNCED | 4/16/1936 | See Source »

International Group: Montreal Maroons, Toronto Maple Leafs, New York Americans...

Author: /time Magazine | Title: Sport: Playoffs & Profits | 4/6/1936 | See Source »

...league, formed through the efforts of Major Forbes, McGill's Athletic Director, and Yale's Coach Holcombe York, includes the four members of the Quadrangular League, and Canadian teams from McGill, Toronto, Queens, and Montreal...

Author: NO WRITER ATTRIBUTED | Title: INTERNATIONAL HOCKEY LEAGUE SHAPES PLANS | 3/2/1936 | See Source »

...embarrassing solution" was the work of Polish-born Relativist Ludwik Silberstein, 63, of Toronto. Albert Einstein, convinced that Nature is not divided into compartments, wants to confine charged and uncharged particles, gravity and light within a single geometrical framework. Some time ago he concocted relativistic field equations in which particles were treated as "singularities" in the field. Dr. Silberstein carried this out for a two-particle problem, found that, though all stress between the particles disappeared, they remained stationary. Since either Newtonian or Einsteinian gravity would require them to fall together, this seemed to be a reductio ad absurdum...

Author: /time Magazine | Title: Science: Open for Repairs | 2/17/1936 | See Source »

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