Determine the largest five digit base-14 positive integer such that when multiplied by a single base-14 digit, the result is a six digit base-14 positive integer with all digits identical.
The smallest tetradecimal positive integer in conformity with the given conditions is: 1964B, and the required largest tetradecimal positive integer is D58A4.
For an explanation, refer to the computer program assisted solution submitted by Charlie in this location.
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