Titanic Prime whose Digits are all Prime/Mistake

Source Work

 * The Dictionary
 * $7532 \times \paren {10^{1104} - 1} / \paren {10^4 - 1} + 1$
 * $7532 \times \paren {10^{1104} - 1} / \paren {10^4 - 1} + 1$

Mistake

 * $7532 \times \paren {10^{1104} - 1} / \paren {10^4 - 1} + 1 \qquad \qquad$ [$1104$ digits]

Correction
This was transcribed incorrectly at some point in the chain of reports.

The number given is composite, and has $6043$ as a divisor.

The correct number appears to be:
 * $7352 \times \dfrac {10^{1104} - 1} {10^4 - 1} + 1$

which is indeed prime

misreports it in a $1994$ article, and it is likely (but has not been confirmed) that he made the mistake in his $1989$ book, which contains the same factoid.

This conclusion follows from the fact that, propagating this mistake, references the book, but this has not been corroborated.

The original work by, in which this number is first reported, is still to be tracked down.