According to the rule in Figure 2-3, if the m-th number in line n is? (expressed by the algebraic formula of N, and N is greater than m), then the 2002 number in line 2001 should be one two hundred and thirty-four five thousand six hundred and seventy-eight ten trillion and one hundred and eleven billion two hundred and thirteen million one hundred and forty-one thousand five hundred and sixteen . Figure 2-3

According to the rule in Figure 2-3, if the m-th number in line n is? (expressed by the algebraic formula of N, and N is greater than m), then the 2002 number in line 2001 should be one two hundred and thirty-four five thousand six hundred and seventy-eight ten trillion and one hundred and eleven billion two hundred and thirteen million one hundred and forty-one thousand five hundred and sixteen . Figure 2-3

(n-1)^2+m
The number 2002 in line 2001 should be (2001-1) ^ 2 + 2002
You write a few more lines and push them slowly

1%*2%*100*200*3%*300

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1=5,2=234567,3=345678,4=456789,5=?
This is a question that everyone can answer. If you pay attention, you can answer it!

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