Leonardo, a medieval mathematician from Pisa, discovered the Fibonacci sequence, which is a set of sequences; 1, 2, 3, . that the latter number is the sum of the previous two numbers. What is the relationship between the sequence and the growth of the tree? Because the new branches often take a period of "breathing" time for their own growth, the face can germinate new branches. Therefore, a sapling at a certain interval, such as one year, will grow later A new branch, the new branch "take a breath" the next year, the old branch still sprouts, after that, the old school sprouts at the same time as the "take a breath" branch one year later, the new branch of the year ??? "take a breath" the next year. The number of branches of a tree each year constitutes a Fibonacci column. The text is intended to explain:. ['List of Fibonacci numbers is now tree-based annual growth.', 'Fibonacci numbers are ubiquitous in nature.', 'Application of Fibonacci Numbers in Nature.', 'List of Fibonacci numbers showing long-term adaptation and evolution of plants in nature.']