Preliminary Report on Gowganda Mining Division District of Nipissing Ontario

Part 6

Chapter 6703 wordsPublic domain

791. West Kootenay Minerals and Striæ, scale 4 m. = 1 in.

792. West Kootenay Geological sheet, scale 4 m. = 1 in.

828. Boundary Creek Mining district, scale 1 m.= 1 in.

890. Nicola Coal basins, scale 1 m. = 1 in.

941. Preliminary Geological Map of Rossland and vicinity, scale 1,600 ft. = 1 in.

1001. Topographical Map of Rossland, scale 400 ft. = 1 in.

1003. Rossland Mining camp, scale 1,200 ft. = 1 in.

ALBERTA.

594-596. Peace and Athabaska rivers, scale 10 m. = 1 in.

808. Blairmore-Frank coal-fields, scale 180 ch. = 1 in.

892. Costigan coal basin, scale 40 ch. = 1 in.

1010. Coal Areas of Peace and Athabaska rivers, scale 35 m. = 1 in.

MANITOBA.

804. Map of part of Turtle mountain showing coal areas, scale 1-1/2 m. = 1 in.

ONTARIO.

227. Lake of the Woods sheet, scale 2 m. = 1 in.

*283. Rainy Lake sheet, scale 4 m. = 1 in.

*342. Hunter Island sheet, scale 4 m. = 1 in.

343. Sudbury sheet, scale 4 m. = 1 in.

373. Rainy River sheet, scale 2 m. = 1 in.

560. Seine River sheet, scale 4 m. = 1 in.

570. French River sheet, scale 4 m. = 1 in.

589. Lake Shebandowan sheet, scale 4 m. = 1 in.

599. Timiskaming sheet, scale 4 m. = 1 in. (New Edition 1907).

605. Manitoulin Island sheet, scale 4 m. = 1 in.

606. Nipissing sheet, scale 4 m. = 1 in. (New Edition 1907).

660. Pembroke sheet, scale 4 m. = 1 in.

663. Ignace sheet, scale 4 m. = 1 in.

708. Haliburton sheet, scale 4 m. = 1 in.

720. Manitou Lake sheet, scale 4 in. = 1 in.

*750. Grenville sheet, scale 4 m. = 1 in.

770. Bancroft sheet, scale 2 m. = 1 in.

775. Sudbury district, Victoria mines, scale 1 m. = 1 in.

789. Perth sheet, scale 4 m. = 1 in.

820. Sudbury district, Sudbury, scale 1 m. = 1 in.

824-825. Sudbury district, Copper Cliff mines, scale 400 ft. = 1 in.

852. North-east Arm of Vermilion Iron ranges, Timagami, scale 40 ch. = 1 in.

864. Sudbury district, Elsie and Murray mines, scale 400 ft. = 1 in.

903. Ottawa and Cornwall sheet, scale 4 m. = 1 in.

944. Preliminary Map of Timagami and Rabbit lakes, scale 1 m. = 1 in.

964. Geological Map of parts of Algoma and Thunder bay, scale 8 m. = 1 in.

QUEBEC.

251. Sherbrooke sheet, Eastern Townships Map, scale 4 m. = 1 in.

287. Thetford and Coleraine Asbestos district, scale 40 ch. = 1 in.

375. Quebec sheet, Eastern Townships Map, scale 4 m. = 1 in.

571. Montreal sheet, Eastern Townships sheet, scale 4 m. = 1 in.

665. Three Rivers sheet, Eastern Townships Map, scale 4 m. = 1 in.

667. Gold Areas in south-eastern part, scale 8 m. = 1 in.

668. Graphite districts in Labelle county, scale 40 ch. = 1 in.

918. Chibougamau region, scale 4 m. = 1 in.

976. The Older Copper-bearing Rocks of the Eastern Townships, scale 8 m. = 1 in.

1007. Preliminary Map of townships east of Lake Timiskaming, scale 2 m. = 1 m.

NEW BRUNSWICK.

675. Map of Principal Mineral Occurrences. Scale 10 m. = 1 in.

969. Map of Principal Mineral Localities. Scale 16 m. = 1 in.

NOVA SCOTIA.

812. Preliminary Map of Springhill coal-field, scale 50 ch. = 1 in.

833. Pictou coal-field, scale 25 ch. = 1 in.

897. Preliminary Geological Plan of Nictaux and Torbrook Iron district, scale 25 ch. = 1 in.

927. General Map of Province showing gold districts, scale 12 m. = 1 in.

937. Leipsigate Gold district, scale 500 ft. = 1 in.

945. Harrigan Gold district, scale 400 ft. = 1 in.

995. Malaga Gold district, scale 250 ft. = 1 in.

1012. Brookfield Gold district, scale 250 ft. = 1 in.

NOTE.—Individual Maps or Reports will be furnished free to _bona fide_ Canadian applicants.

Applications should be addressed to the Director, Geological Survey Branch, Department of Mines, Ottawa.

Reports and Maps may be ordered by the numbers prefixed to titles.

Footnote 1:

Sketch map of Abitibi region, 1901. No. 760.

Transcriber’s Note

This book uses inconsistent spelling and hyphenation, which were retained in the ebook version. Some corrections have been made to the text, including normalizing punctuation.

Further corrections are noted below:

p. 33: so that withtin an area -> so that within an area