五帝錢，又稱帝王錢。是清朝最昌盛的五位帝王（順治、康熙、雍正、乾隆和嘉慶）在位期間所鑄造的古錢。順治帝的順治通寶、康熙帝的康熙通寶、雍正帝的雍正通寶、乾隆帝的乾隆通寶和嘉慶帝的嘉慶通寶。這五位帝王相繼在位180年，是清朝最輝煌的時期，在位期間國勢強盛，出現了前史上出名的“康乾盛世”。
Five emperor qian, also known as imperial qian. It was made during the reign of the five most prosperous emperors of the qing dynasty (shunzhi, kangxi, yongzheng, qianlong and jiaqing). Shunzhi tongbao of emperor shunzhi, kangxi tongbao of emperor kangxi, yongzheng tongbao of emperor yongzheng, qianlong tongbao of emperor qianlong and jiaqing tongbao of emperor jiaqing. The five emperors reigned for 180 years successively, which was the most glorious period of the qing dynasty. During their reign, the state became powerful and prosperous, and the famous "kang and qian flourishing period" appeared in the previous history.、
五帝經歷的年份剛好是風水學說上的一個完整三元九運。俗話說“風水輪流轉”，三元九運總共是一百八十年,其中包括上、中、下三元,一元為六十年,這恰好一個甲子。五帝錢五位皇帝在位也正好180余年，是“天、地、人”的完美結合，故能鎮宅化煞，并兼具旺財祈福功能。
The year of the five emperors happened to be a perfect luck in feng shui. As the saying goes, "feng shui turns around", three yuan nine total is 180 years, including the top, middle, bottom three yuan, one yuan for 60 years, which happens to be a jia. The five emperors, qian and qian, have been in power for more than 180 years. They are the perfect combination of "heaven, earth and human being", so they are able to transform the town into a mansion with the function of praying for prosperity and fortune.
古錢有風水之相，可辟邪，旺財等，而五帝錢形成于清代最鼎盛的五位帝王統治時期，實為旺財利器。不同時期的產量和治理方式不同，每種錢幣的價值比重也不同，其中以雍正通寶和順治通寶的收藏價值較高，如果只想收藏其中一部分的話，可以優先收藏這兩種，優中選優將收藏的價值最大化。
Ancient COINS have feng shui aspects, which can ward off evil spirits and boost wealth, etc. However, the five emperor COINS were formed in the most prosperous period of the reign of the five emperors in the qing dynasty. The yield of different period and management way are different, the value proportion of each kind of coin also is different, among them with yong zheng tong bao and shunzhi tong bao collect value is taller, if want to collect one part only, can collect these two kinds first, excellent choose excellent the value that collects maximization.
