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The shigaraki ware storage jar is part of the Japanese collection of the Indianapolis Museum of Art, which is in Indianapolis, Indiana. Created in about 1550, during the Muromachi period, it was at some point broken, which would severely limit its utility.
Shigaraki ware (信楽焼) is a type of stoneware pottery made in Shigaraki area, Japan. The kiln is one of the Six Ancient Kilns in Japan. Although figures representing the tanuki are a popular product included as Shigaraki ware, the kiln and local pottery tradition has a long history.
Some of the kilns improved their technology and are called the "Six Old Kilns": Shigaraki (Shigaraki ware), Tamba, Bizen, Tokoname, Echizen, and Seto. [9] [10] Among these, the Seto kiln in Owari Province (present day Aichi Prefecture) had a glaze technique. According to legend, Katō Shirozaemon Kagemasa (also known as Tōshirō) studied ...
Kōka "ninja house" Shigaraki ware ceramics Kōka ( 甲賀市 , Kōka-shi ) is a city in southern Shiga Prefecture , Japan. As of 30 September 2021 [update] , the city had an estimated population of 89,619 in 36708 households and a population density of 190 persons per km². [ 1 ]
Takamaro Shigaraki (信楽 峻麿, 1926 – 26 September 2014) was a Japanese Buddhist philosopher and priest within the Honganji-ha branch of Jōdo Shinshū. [1] Shigaraki is widely regarded as one of the most influential Buddhologists of the Jōdo Shinshū in the 20th century. [2] Shigaraki was born in Hiroshima in 1926.
Shigaraki Kohgen Railway Co., Ltd. (信楽高原鐵道株式会社, Shigaraki Kōgen Tetsudō Kabushiki-gaisha) is a Japanese third-sector railway company funded by Shiga Prefecture and the city of Koka. The railway operates the Shigaraki Line (信楽線), a former JR West line that was transferred to
This logo image consists only of simple geometric shapes or text. It does not meet the threshold of originality needed for copyright protection, and is therefore in the public domain. Although it is free of copyright restrictions, this image may still be subject to other restrictions.
A pyramid is a polyhedron that may be formed by connecting a polygonal base and a point, called the apex. Each base edge and apex form an isosceles triangle called a lateral face. [7] The edges connected from the polygonal base's vertices to the apex are called lateral edges. [8]