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Report on the Indian schools of Manitoba and the North-West Territories
P. H. Bryce |
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Report on the lands of the arid region of the United States, with a more detailed account of the lands of Utah
John Wesley Powell; Willis Drummond; Clarence E. Dutton; Grove Karl Gilbert; A. H. Thompson |
![Report on the Migration of Birds in the Autumn of 1879. [First Report]](data:image/png;base64,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) 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Report on the Migration of Birds in the Autumn of 1879. [First Report]
J. A. Harvie-Brown; John Cordeaux |
![Report on the Migration of Birds in the Spring and Autumn of 1880. [Second Report]](data:image/png;base64,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) 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Report on the Migration of Birds in the Spring and Autumn of 1880. [Second Report]
J. A. Harvie-Brown; John Cordeaux; P. M. C. Kermode |
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Report on the Migration of Birds in the Spring and Autumn of 1881. Third Report
J. A. Harvie-Brown; Richard Manliffe Barrington; John Cordeaux; P. M. C. Kermode; Alexander Goodman More |
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Report on the Migration of Birds in the Spring and Autumn of 1882. Fourth Report
J. A. Harvie-Brown; Richard Manliffe Barrington; John Cordeaux; Alexander Goodman More |
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Report on the Migration of Birds in the Spring and Autumn of 1883. Fifth Report
J. A. Harvie-Brown; Richard Manliffe Barrington; John Cordeaux; Alexander Goodman More |
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Report on the Migration of Birds in the Spring and Autumn of 1884. Sixth Report / (Vol. II No. 1)
J. A. Harvie-Brown; Richard Manliffe Barrington; William Eagle Clarke; John Cordeaux; Alexander Goodman More |
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Report on the Migration of Birds in the Spring and Autumn of 1885. Seventh Report / (Vol. II No. 2)
William Eagle Clarke; J. A. Harvie-Brown; Richard Manliffe Barrington; John Cordeaux; Alexander Goodman More |
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Report on the Migration of Birds in the Spring and Autumn of 1886. Eighth Report / (Vol. II, No. 3.)
J. A. Harvie-Brown; Richard Manliffe Barrington; William Eagle Clarke; John Cordeaux; Alexander Goodman More |