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What terms appear in the conclusion in the rabbit rule?
In the rabbit rule, all the terms that appear in the conclusion only appear in one premise.

Rabbit rule is a mathematical series, also called Fibonacci series. It is an infinite sequence, starting with 1 and 1, and each number after it is the sum of the first two numbers. The first items in this sequence are: 1, 1, 2, 3, 5, 8, 13, 2 1, ...

The rabbit rule was first put forward by Italian mathematician Fibonacci to describe the breeding mode of rabbits. Suppose a pair of newborn rabbits can mature and reproduce within one month, and give birth to a pair of new rabbits every month. According to this model, the rabbit rule can be deduced.

The rabbit rule sequence has some interesting features and applications.

Here are some things about the rabbit rule:

1, sequence nature: The sequence of rabbit rule is increasing, and each number is the sum of the first two numbers. Its nature and characteristics make it of great value in the application of some problems.

2. Golden section: The ratio of two adjacent numbers in the rabbit rule approaches the golden section value 1. 18. This golden section value has a wide range of applications and aesthetic significance in art, architecture, finance and other fields.

3. Application in nature: The rabbit rule is not only applied in mathematics, but also in many things in nature. For example, the arrangement of leaves in plants and the shape of spiral shells all reflect the regular distribution characteristics of rabbits.

4. Application of mathematical problems: The rabbit rule has important application value in solving some mathematical problems. For example, it can be used to calculate some complex mathematical problems, such as permutation and combination, Peibonahi series and so on.

5. Application in programming and computer science: Rabbit rule is also widely used in programming and computer science. Recursive algorithm can be used to solve some problems that need iterative calculation.

In a word, the rabbit rule is an interesting and widely used mathematical law. It is not only used in the field of mathematics, but also widely used in natural science, humanities, art and other fields. Understanding and applying the rabbit rule can help us better understand the laws of mathematics and the world. By mastering the rabbit rule, we can cultivate mathematical thinking, reasoning ability and problem-solving ability, while enjoying the beauty and creativity of mathematics.