This is the reference implementation of WFS 1.0.0 and WFS 1.1.0, supports all WFS operations including Transaction.

A population ecumene is the area of inhabited lands or settled areas generally delimited by a minimum population density. This ecumene shows the areas of the densest and most extended population within census subdivisions. A census subdivision (CSD) is the general term for municipalities (as determined by provincial or territorial legislation) or areas treated as municipal equivalents for statistical purposes (e.g., Indigenous Peoples reserves and communities and unorganized territories). Municipal status is defined by laws in effect in each province and territory in Canada. The assemblage of dissemination block population density data from the 2016 Census of Population are used to form the ecumene areas within census subdivisions. Areas included in the ecumene are dissemination blocks where the population density is greater than or equal to 0.4 persons per square kilometre or about one person per square mile. In some areas to capture more population within the ecumene the criteria was extended to 0.2 persons per square kilometre. The ecumene areas were generalized in certain areas to remove small uninhabited areas within the ecumene areas in census subdivisions. This map can be used as an “ecumene” overlay to differentiate the sparsely populated areas from the ecumene areas in conjunction with census subdivision data or other large-scale maps. This ecumene shows a more meaningful distribution of the population for Canada.

This is the reference implementation of WFS 1.0.0 and WFS 1.1.0, supports all WFS operations including Transaction.

A compliant implementation of WMS plus most of the SLD extension (dynamic styling). Can also generate PDF, SVG, KML, GeoRSS

A compliant implementation of WMS plus most of the SLD extension (dynamic styling). Can also generate PDF, SVG, KML, GeoRSS

multibeam_bathymetry Web Map Service (ArcIMS 9.3.1)

multibeam_backscatter Web Map Service (ArcIMS 9.3.1)

The Canada Base Map - Transportation (CBMT). This web mapping service provides spatial reference context with an emphasis on transportation networks. It is designed especially for use as a background map in a web mapping application or geographic information system (GIS). Access is free of charge under the terms of the following licence: Open Government Licence – Canada - http://open.canada.ca/en/open-government-licence-canada. Its data source is the CanVec product which is available on Open Government web site with title Topographic data of Canada - CanVec Series (https://open.canada.ca/data/en/dataset/8ba2aa2a-7bb9-4448-b4d7-f164409fe056).

A compliant implementation of WMS plus most of the SLD extension (dynamic styling). Can also generate PDF, SVG, KML, GeoRSS

The Atlas of Canada's Web Mapping Service (WMS) is an Internet-based service designed to provide developers of on-line mapping tools access to the Atlas of Canada's Framework Data Sets. By using this service, developers gain access to our most current and accurate base data for rendering customized maps. Our OGC-compliant WMS technology will be provided free of charge and does not require a contract, license agreement or any special software systems - only a web browser such as Internet Explorer or Firefox. This WMS provides access to five different Framework Data Sets (world, North ciccumpolar region, North America, Canada 7.5 million, and Canada 1 million). Each Framework Data sets provides is a set of integrated base map layers depicting the locations of features such as hydrology, roads, railways, populated places and administrative boundaries. A number of non-standard projections are available via this WMS. They are: 54003 - World Miller Cylindrical, 54004 - World Mercator, 54008 - World Sinusoidal, 54009 - World Mollweide, 54030 - World Robinson, 102016 - North Pole Azimuthal Equidistant, 102017 - North Pole Lambert Azimuthal Equal Area, 102018 - North Pole Stereographic, 102008 - North America Albers Equal Area Conic, and 102009 - North America Lambert Conformal Conic.