New Project Preview: CSPS | 新项目预告：CSPS

People who are frequently inspired always come up with unexpected ideas. We will add a new type of prime number search, with the following expression:

(∏ (i=t~t+n, step=1~m) (Xi^(Xi+1)))±1

Examples of known prime numbers that fit this expression include:

6^7*7^8*8^9*9^10+1 = 755227942802964967320880939009
8^9*10^11*12^13*14^15+1 = 223401773619096534323120168568816559718400000000001

We will continue to explore more prime numbers that fit this type of expression. Hopefully, we will make new discoveries before long.

经常有灵感的人总能带来出人意料的设想。我们将增加一种新的质数搜索类型，其表达式如下：

(∏ (i=t~t+n, step=1~m) (Xi^(Xi+1)))±1

符合这个表达式的已知质数示例如：

6^7*7^8*8^9*9^10+1 = 755227942802964967320880939009
8^9*10^11*12^13*14^15+1 = 223401773619096534323120168568816559718400000000001

我们将继续探索更多符合这个表达式类型的质数。希望我们不久之后就能有新的的发现。

People who are frequently inspired always come up with unexpected ideas. We will add a new type of prime number search, with the following expression: ``` (∏ (i=t~t+n, step=1~m) (Xi^(Xi+1)))±1 ``` Examples of known prime numbers that fit this expression include: ``` 6^7*7^8*8^9*9^10+1 = 755227942802964967320880939009 8^9*10^11*12^13*14^15+1 = 223401773619096534323120168568816559718400000000001 ``` We will continue to explore more prime numbers that fit this type of expression. Hopefully, we will make new discoveries before long. 经常有灵感的人总能带来出人意料的设想。我们将增加一种新的质数搜索类型，其表达式如下： ``` (∏ (i=t~t+n, step=1~m) (Xi^(Xi+1)))±1 ``` 符合这个表达式的已知质数示例如： ``` 6^7*7^8*8^9*9^10+1 = 755227942802964967320880939009 8^9*10^11*12^13*14^15+1 = 223401773619096534323120168568816559718400000000001 ``` 我们将继续探索更多符合这个表达式类型的质数。希望我们不久之后就能有新的的发现。