It is known that "\overline{BAD}+\overline{BAD}=\overline{G00D}" is a correct addition formula, in which the same letter represents the same number, and different letters represent different numbers. It is known that G00D is not 8 multiples of I would like to ask: What is the four-digit number represented by ABGD?
已知"\overline{BAD}+\overline{BAD}=\overline{G00D}"是一个正确的加法算式，其中相同的字母代表相同的数字，不同的字母代表不同的数字，已知G00D不是8的倍数．请问：ABGD代表的四位数是什么？
<result>3_810</result>