The sum of the digits of a 3digit number is three times the sum of the digits of a 2digit number. When the 2digit number is subtracted from the 3digit number it gave another 2digit number of which its first digit is three times the first digit of the first 2digit number. If the last digit of the 3digit number equals the last digit of the second 2digit number, and three times of the sum of the first and second digit of the 3digit number equals the first digit of the second 2digit number.
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