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The OpenStreetMap (OSM) project completed the move from a Creative Commons license to ODbL in September 2012 [4] in an attempt to have more legal security [5] and a more specific license for databases rather than creative works.
Early work on OpenStreetMap tools, including the iD editor, was funded by a $575,000 grant from the Knight Foundation. [8] On July 11, 2016, MapQuest discontinued the open tile API [9] and users such as GNOME Maps were switched to a temporarily free tier of the Mapbox tileserver, [10] while considering alternatives. [11]
The ODbL does not require any particular license for maps produced from ODbL data. Prior to 1 August 2020, map tiles produced by the OpenStreetMap Foundation were licensed under the CC-BY-SA-2.0 license.
Weather reconnaissance aircraft, such as this WP-3D Orion, provide data that is then used in numerical weather forecasts.. The atmosphere is a fluid.As such, the idea of numerical weather prediction is to sample the state of the fluid at a given time and use the equations of fluid dynamics and thermodynamics to estimate the state of the fluid at some time in the future.
The 27th parallel north is a circle of latitude that is 27 degrees north of the Earth's equatorial plane.It crosses Africa, Asia, the Pacific Ocean, North America, and the Atlantic Ocean.
The ODbL does not require any particular license for maps produced from ODbL data. Prior to 1 August 2020, map tiles produced by the OpenStreetMap Foundation were licensed under the CC-BY-SA-2.0 license. Maps produced by other people may be subject to other licences.
The 35th parallel north is a circle of latitude that is 35 degrees north of the Earth's equatorial plane.It crosses Africa, the Mediterranean Sea, Asia, the Pacific Ocean, North America and the Atlantic Ocean.
This is a tutorial for creating interactive maps on Wikipedia for lines, using OpenStreetMap data, available on a compatible Open Database License.This is designed for transit routes, but is easily applicable for creating maps of roads, rivers, and other linear objects.