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The sequence 13, 31, 46, 63, 81, 97, 112, 130, 148, 162, ...,$13, 31, 46, 63, 81, 97, 112, 130, 148, 162, 180, \dots,$ (soonsequence A348300 in the oeisOEIS) shows the largest digital sum the square of an n$n$-digit (decimal) number has.

Is this sequence strictly increasing?

The sequence 13, 31, 46, 63, 81, 97, 112, 130, 148, 162, ..., (soon in the oeis) shows the largest digital sum the square of an n-digit (decimal) number has.

Is this sequence strictly increasing?

The sequence $13, 31, 46, 63, 81, 97, 112, 130, 148, 162, 180, \dots,$ (sequence A348300 in the OEIS) shows the largest digital sum the square of an $n$-digit (decimal) number has.

Is this sequence strictly increasing?

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The sequence 13, 31, 46, 63, 81, 97, 112, 130, 148, 162, ..., (soon in the oeis) shows the largest digital sum the square of an nn-digit (decimal) number has.

Is this sequence strictly increasing?

The sequence 13, 31, 46, 63, 81, 97, 112, 130, 148, 162, ..., (soon in the oeis) shows the largest digital sum the square of an n-digit number has.

Is this sequence strictly increasing?

The sequence 13, 31, 46, 63, 81, 97, 112, 130, 148, 162, ..., (soon in the oeis) shows the largest digital sum the square of an n-digit (decimal) number has.

Is this sequence strictly increasing?

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