====== 锡尼城锡尼斯卡圆环骑士竞赛 ====== The Sinjska Alka is a chivalric tournament that takes place annually, as it has since the 18th century, in the town of Sinj, in the Cetinska krajina region. During the contest, knights ride horses at full gallop along a main street, aiming lances at an iron ring hanging on a rope. The name of the tournament derives from this alka or ring, a word whose Turkish origin reflects the historical co-existence and cultural exchange between two different civilizations. The tournament rules, codified in a 1833 statute, promote ethics and fair play, and stress the importance of participation in community life. Participants must be members of local families of Sinj and the Cetinska krajina region. The whole community helps to make, conserve, restore and reconstruct weapons, clothes and accessories to support the continuation of the tradition. The tournament is also entwined with local religious practices, social gatherings, family visits and festivities at home and in the open air. The Sinjska Alka is the only remaining example of the medieval knightly competitions that were regularly held in the Croatian coastal towns until the nineteenth century. It has become a marker of local history and a medium for transferring collective memory from one generation to another. {{tag>非物质文化遗产}} ^{{:非遗:欧洲和北美洲:克罗地亚:锡尼城锡尼斯卡圆环骑士竞赛:20180917-103321.png}}^^ ^国别|{{:images:flag:flag_of_croatia.svg?30|}} 克罗地亚 Croatia| ^中文名称|[[https://ich.unesco.org/en/RL/sinjska-alka-a-knights-tournament-in-sinj-00357|锡尼城锡尼斯卡圆环骑士竞赛]]| ^英文名称|[[https://ich.unesco.org/en/RL/sinjska-alka-a-knights-tournament-in-sinj-00357|Sinjska Alka, a knights’ tournament in Sinj]]| ^登录年份|2010| ===== 遗产详细介绍 ===== ===== 遗产图片 ===== {{:非遗:欧洲和北美洲:克罗地亚:锡尼城锡尼斯卡圆环骑士竞赛:20180917-103245.png}}{{:非遗:欧洲和北美洲:克罗地亚:锡尼城锡尼斯卡圆环骑士竞赛:20180917-103248.png}} ===== 遗产邮票 ===== ==== 主要邮票 ==== 发行国家/地区:克罗地亚 Croatia |[{{:民俗:欧洲:克罗地亚:hr201501.jpg|锡尼城锡尼斯卡圆环骑士竞赛}}]| |[{{:民俗:欧洲:克罗地亚:hr201505.jpg|锡尼城锡尼斯卡圆环骑士竞赛}}]| |[{{:民俗:欧洲:克罗地亚:hr201506.jpg|副票(下)锡尼城锡尼斯卡圆环骑士竞赛}}]| ^2015 克罗地亚 非物质文化遗产 (4+1MS-1,MS,全张)^