Pat Sin Leng () is a mountain range in the northeast New Territories of Hong Kong, located within the Pat Sin Leng Country Park. The name Pat Sin Leng literally means "Ridge of the Eight Immortals", who are eight well-known xian ("Immortals; Transcendents; Fairies") in Chinese Mythology. The eight peaks along the Pat Sin Leng mountain range are each named after a different Immortal. Mountain peaks There are eight peaks whose elevation range from 489m - 590m. From west to east, they are: Shun Yeung Fung Shun Yeung Fung () is the sixteenth highest peak in Hong Kong with an elevation of 590m, located in north Tai Po of New Territories. It is also the westernmost and highest peak of the Pat Sing Leng mountain range. The peak is named after the leader of Eight Immortals, Lü Dongbin ()'s secular name Chunyang Zi (). Chung Li Fung Chung Li Fung () is a mountain peak, part of the Pat Sin Leng range with an elevation of 529m. The peak is named after one of the Eight Immortals, Zhongli Han (). Kao Lao Fung Kao Lao Fung () is a mountain peak, part of the Pat Sin Leng range with an elevation of 543m. The peak is named after one of the Eight Immortals, Elder Zhang Guo (). Kuai Li Fung Kuai Li Fung () is a mountain peak, part of the Pat Sin Leng range with an elevation of 522m. The peak is named after one of the Eight Immortals, Iron-Crutch Li (). Tsao Kau Fung Tsao Kau Fung () is a mountain peak, part of the Pat Sin Leng range with an elevation of 508m. The peak is named after one of the Eight Immortals, Royal Uncle Cao (). Choi Wo Fung Choi Wo Fung () is a mountain peak, part of the Pat Sin Leng range with an elevation of 489m. The peak is named after one of the Eight Immortals, Lan Caihe (). Sheung Tsz Fung Sheung Tsz Fung () is a mountain peak, part of the Pat Sin Leng range with an elevation of 513m. The peak is named after one of the Eight Immortals, Han Xiang (). Hsien Ku Fung Hsien Ku Fung () is a mountain peak, part of the Pat Sin Leng range with an elevation of 511m. This is the easternmost peak of the range. The peak is named after one of