20151216 18382200 1.0 TRUE This service represents the global submarine network cables and their landing sites. The data is prepared by <a href='https://www.telegeography.com/' target='_blank'>TeleGeography </a>and published <a href='https://github.com/telegeography/www.submarinecablemap.com' target='_blank'>here</a>. This data represents a cartographic representation of the actual data. For more information on, and access to, the authoritative data please visit the <a href='https://www.telegeography.com/research-services/global-bandwidth-research-service/index.html' target='_blank'>Global Bandwidth Research Service</a>.<div><br /></div><div>The data was downloaded from <a href='https://www.google.com/fusiontables/DataSource?docid=1ThJlnFAEBqJdYWKCdcnqdsjSJE1mnzkwaOh3fL3X#map:id=3' target='_blank'>here </a>and <a href='https://www.google.com/fusiontables/DataSource?docid=117TmsWlGqILvN0UZYP9rhFhlWG_1lYdQw3-6CtTX#map:id=3' target='_blank'>here </a>as KML documents for the cables and landing points.</div><div><br /></div><div>To view the corresponding web application, click <a href='http://richiecarmichael.github.io/cable/index.html' target='_blank'>here</a>.</div> Submarine Cables Worldwide Submarine Cables TeleGeography For authoritative data please visit the <a href='https://www.telegeography.com/research-services/global-bandwidth-research-service/index.html' target='_blank'>Global Bandwidth Research Service</a>. 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