It is said that Zhuge Liang likes to play a math game with his subordinates, that is, write down the following six lines and six columns of numbers on a piece of paper:

45 13 25 15 75 10 35 14 55 12 65 1 1

6322 1327 8320 4324 732 1 5233

5286 8283 9283 7284 4287 6285

1498 7492 3496 849 1 2497 6493

964 1 3647 7643 5645 6644 1649

6766 7765 8764 9763 4768 5767

Then take any number from each line and add up these six numbers. Zhuge Liang can give the correct answer immediately every time, and all the soldiers in the army sit up and take notice of this strategist.

Each row has the same 10 digit and 100 digit, and each row of 6 rows takes 100 digit, and the sum of 10 digit is 3000.

At the same time, the sum of thousands and units is the same among peers, the first behavior is 7, the second behavior is 8, the third behavior is 1 1, the fourth behavior is 9, the fifth behavior is 10, and the sixth behavior is12; Six numbers add up, and the sum of thousands and units is 57.

At the same time, add the "3" of "3000" of the sum of hundreds and tens to thousands, so that the sum of ten thousand and tens of the final result should be 60.

When you take out six numbers, you only need to calculate thousands (or single digits), and the result plus 3 is the tens of thousands of answers, and the hundredth is 0. Subtract 10,000 digits from 60 to get 10 digits.