 |
The Food of the Gods / A Popular Account of Cocoa
Brandon Head |
 |
The Food of the Gods and How It Came to Earth
H. G. Wells |
 |
The Food Question: Health and Economy
Various |
 |
The Fool
David Mason |
 |
The Fool Errant / Being the Memoirs of Francis-Anthony Strelley, Esq., Citizen of Lucca
Maurice Hewlett |
 |
The fool of the family
Bracebridge Hemyng |
 |
The Fool: A Play in Four Acts
Channing Pollock |
 |
The Foolish Almanak for Anuthur Year / The Furst Cinc the Introdukshun ov the Muk-rake in Magazeen Gardning, and the Speling Reform ov Owr Langwij by Theodor Rosyfelt
Various |
![The Foolish Dictionary / An exhausting work of reference to un-certain English words, their origin, meaning, legitimate and illegitimate use, confused by a few pictures [not included]](data:image/png;base64,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) 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The Foolish Dictionary / An exhausting work of reference to un-certain English words, their origin, meaning, legitimate and illegitimate use, confused by a few pictures [not included]
Gideon Wurdz |
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The Foolish Lovers
St. John G. Ervine |