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Chien Tung

Kau cim
Wong Tai Sin Temple 13, Mar 06.JPG
Traditional Chinese /
Literal meaning Request a stick or Beg a stick

Kau Cim, Kau Chim or Lottery poetry (simplified Chinese: 求签; traditional Chinese: 求簽) is a fortune telling practice that originated in China in which the querent (person asking the question) requests answers from a sacred oracle lot. The practice is often performed in a Taoist or Buddhist temple in front of an altar. Kau Cim is often referred to as Chien Tung or Chinese Fortune Sticks by westerners. In the USA, a version has been sold since 1915 under the name Chi Chi Sticks. Kau Cim is also sometimes known as "The Oracle of Kuan Yin" in Buddhist traditions.

A German Werner Banck classify the content of 420 sets to 24 categories and 160 sub categories.

The practice of kau cim interpreting dates back to the Jin Dynasty, according to the Jade Box Records, an ancient Chinese book on date selection, written by the famous Daoist monk Xu Xun in the 3rd century. Despite the Cultural Revolution in mainland China during the 1960s and 1970s, lottery poetry still prevails today in temples of Taiwan, Hong-Kong, Macau and mainland China. Most Taoism temples have lottery poetry to provide religious guidance for the believers.

The prediction begins with the cup storing a number of the sticks. After the querent has finished their devotions to the main deity, the querent purifies the cylinder by revolving it around the incense burner three times and mixing the sticks by hand. The querent kneels in prayer, holding the cup between their palms and asking their question to the deity, either aloud or by whispering. This part needs to be done decisively as one should not shift questions or hesitate on the question in the middle of the rite. The shaking of the cylinder, which is usually tipped slightly downward, results in at least one stick leaving the cylinder and being dropped onto the floor. In most cases, if multiple sticks leave the cylinder, those fortunes do not count and must be shaken again. Each stick, with its designated number, represents one answer.


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