Battling Bunyan
Battling Bunyan is a 1924 American silent sports comedy film directed by Paul Hurst and starring Wesley Barry, Frank Campeau and Molly Malone.[1] In order to raise cash in a hurry, a young man takes up professional boxing despite the fact he is totally unsuited to it.
Battling Bunyan | |
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Directed by | Paul Hurst |
Written by | Jefferson Moffitt Ford Beebe |
Starring | Wesley Barry Frank Campeau Molly Malone |
Cinematography | Frank Cotner |
Edited by | Fred Burnworth |
Production company | Encore Pictures |
Distributed by | Pathé Exchange |
Release date | December 28, 1924 |
Running time | 53 minutes |
Country | United States |
Language | Silent English intertitles |
Cast
- Wesley Barry as Battling Bunyan
- Frank Campeau as Jim Canby
- Molly Malone as Molly Costigan
- Landers Stevens as Pierson
- Al Kaufman as Referee
- John Ralesco as Johnny Prentiss
- Jackie Fields as Sailor Levinsky
- Chester Conklin as A Stranger
- Pat Kemp as Rudy
- Harry Mann as Prizefighter Manager
gollark: Using my patented ***ALGORITHM*** of basic statistics and wild guessing™.
gollark: That's basically what I said (the extra volume of halloween stuff mucks up the ratios).
gollark: Any opinions on my theory of what's going on with the pricing? Basically, I said that if extra dragons are introduced to the total but not the rest of the system (golds, whatever else), then rarer stuff's ratios will be affected more than common stuff, so the gold pricing goes crazy and nebulae stay the same.
gollark: 3.
gollark: My theory of what's up, copied from the forum thread:If many new eggs are being introduced to the system, then that will most affect the stuff which is rarest, by making it rarer by comparison, but commons will stay the same. As for why it happened now? Weekly updates, possibly.Example:Imagine there are 200 dragons, 5 of which are golds.The ratio of golds to total dragons is now 5:200 = 1:40. If the target ratio is 1:50 then prices will be higher to compensate.Now imagine there are an extra 200 dragons added, none of which are golds.The ratio would then be 5:400 = 1:80. Then, assuming the same target, prices will drop.This is of course simplified, and the ratios may not work like this, but this matches observed behavior pretty well.
References
- Lussier p.97
Bibliography
- Tim Lussier. "Bare Knees" Flapper: The Life and Films of Virginia Lee Corbin. McFarland, 2018.
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