Choose four numbers from five numbers 1 4 5 6 7 to form a number of 1 divided by 3. What are these numbers?

If the sum of digits of each digit of a number is divisible by 3, then the number can be divisible by 3. If the sum of digits of each digit is divisible by 3, then the number is divisible by 3, which is also divisible by 1. Select four numbers from 14567, the minimum sum is 16, and the maximum sum is 22. Between 16 and 22, there are 16, 19, and 22 is divisible by 3. Select four numbers from 14567 so that their sum is equal to 16,19,22. The four digits of these four digits are the requirements: (1, 4,5,6)1456, 1465, 1546, 1564, 1645,/. 46 15,465 1,5 146,5 164,54 16,546 1,56 14,564 1,6 145,6 154,64 15, 645 1,65 14, 654 1( 1,5,6,7) 1567, 1576, 1657, 1675, 1756, 1765,5 167, 5 176,56 17,567 1,57 16, 576 1,6 157,6 175,65 17,657 1,67 15,675 1, 7 156,7 165,75 16,756 1,76 15,765 1(4,5,6, 7)4567,4576,4657,4675,4756,4765,5467,5476,5647,5674,5746,5764, 6457,6475,6547,6574,6745,6754,7456,7465,7546,7564,7645,7654