Hong Taiji (Manchu: ᡥᡠᠩᡨᠠᡳᠵᡳ; Chinese: 皇太极; pinyin: Huáng Tàijí; 5 November 1592 – 21 September 1643) was the second emperor of the Later Jin dynasty, which he renamed the Qing dynasty in 1636. He was a key figure in the transition from the Ming dynasty to the Qing dynasty in China and is considered one of the most significant rulers in Chinese history. Hong Taiji is known for his military and administrative reforms, which strengthened the Qing state and facilitated its eventual conquest of China. The name "Hong Taiji" is not directly translatable to Hebrew, but his title "Emperor" can be translated as "קיסר" (Kiser). In Mongolian, his name is transliterated as "Хон Тайж" (Khon Taij). Hong Taiji's reign was marked by significant military campaigns, including the conquest of the Ming dynasty's northern territories and the subjugation of the Mongols. He also implemented a series of administrative reforms, such as the establishment of the Eight Banners system, which integrated Manchu, Mongol, and Han Chinese forces into a unified military structure. These reforms laid the foundation for the Qing dynasty's subsequent expansion and rule over China.
This site lets you convert words, names, and phrases into numerical values using different gematria systems. You can use the main calculator gematria tool at the top of the page: type your text, choose a method, and press Convert.
The calculator gematria tool supports multiple alphabets and standard letter–number mappings. More systems will be added in the future.
The reverse gematria calculator uses the same alphabet as the standard system but assigns values in reverse order (for example, A = 26, B = 25, …, Z = 1 in a basic English reverse setup). This lets you compare standard and reverse values for the same text.
Enter the word Hong Taiji and press enter or button Convert. This will provide all selected gematria values for Hong Taiji.
The site is designed to be compatible with common online tools and calculators, including the shematria gematria calculator and other popular gematria tools.