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A Klerksdorp sphere. It is 3 to 4 centimetres (1.2 to 1.6 in) in maximum diameter and 2.5 centimetres (0.98 in) in thickness. Klerksdorp spheres are small objects, often spherical to disc-shaped, that have been collected by miners and rockhounds from 3-billion-year-old pyrophyllite deposits mined by Wonderstone Ltd., near Ottosdal, South Africa.
If there is “There is absolutely no info” in 91.110.104.114's opinion, it is the fault of the proponents of the Klerksdorp spheres being artificial objects because they have not published any detailed evidence or arguments for the Klerksdorp spheres being artificial objects in credible sources, i.e. peer-reviewed journals, according to ...
Klerksdorp (/ ˈ k l ɑːr k s d ɔːr p / KLARKS-dorp) is located in the North West Province, South Africa. Klerksdorp is located 165 km (103 mi) southeast of Mahikeng, the provincial capital. [2] Klerksdorp was also the first capital of the then Transvaal Republic and used to be the home of the
The City of Matlosana (Tswana: Toropo ya Matlosana; Sotho: Toropo ya Matlosana; Afrikaans: Stad Matlosana; Xhosa: IsiXeko saseMatlosana), formerly the City Council of Klerksdorp, is a local municipality within the Dr Kenneth Kaunda District Municipality, in the North West province of South Africa.
Klerksdorp sphere From other capitalisation : This is a redirect from a title with another method of capitalisation. It leads to the title in accordance with the
Stilfontein (Afrikaans for quiet spring) is a former mining town which is located on the N12 (National Road) with 17,942 inhabitants, situated between Klerksdorp and Potchefstroom in North West Province of South Africa. It was incorporated into the City of Matlosana and some municipality administration is located in Matlosana (Klerksdorp).
Orkney is a gold mining town situated in the Klerksdorp district of the North West province, South Africa. It lies on the banks of the Vaal River approximately 180 km from Johannesburg near the N12 (national road from Johannesburg to George ).
The set of all spheres satisfying this equation is called a pencil of spheres determined by the original two spheres. In this definition a sphere is allowed to be a plane (infinite radius, center at infinity) and if both the original spheres are planes then all the spheres of the pencil are planes, otherwise there is only one plane (the radical ...