Being a 7 digit number, when I am divided by N, the remainder obtained is divisible by the smallest of the only three factors of N, all being prime. Whenever 1 is added or subtracted from me and then divided by N, the remainder obtained must be divisible by one of the only three prime factors of N. Only one of N's prime factors is a single digit number and the highest factor is not more than double the lowest. The digit with the millions place value is an even square and I suffer from split personality i.e. I am not a unique 7 digit number. Also, apart from my first digit, none of the other digits in the multiple personalities are common. Identify all my personalities i.e. all such 7 digit numbers.
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