A three-digit number whose digits are not 0 can be divisible by 8, and three two-digit numbers can be obtained by crossing out its hundreds, tens and ones digits respectively (for example, by this method, 247 will be obtained 47, 27, 24). It is known that one of these two-digit numbers is a multiple of 5, another is a multiple of 6, and a third is a multiple of 7. What is the original three-digit number?
一个各位数字均不为0的三位数能被8整除，将其百位数字、十位数字和个位数字分别划去后可以得到三个两位数(例如，按此方法由247将得到47、27、24)．已知这些两位数中一个是5的倍数，另一个是6的倍数，还有一个是7的倍数．原来的三位数是多少？
<result>656</result>