Let **Technometics** be an arithmetic in which there are just $5$ digits (0,1,2,3,4), which are as follows-

$0$ may represent $0$ or $5$,

$1$ may represent $1$ or $6$,

$2$ may represent $2$ or $7$,

$3$ may represent $3$ or $8$,

$4$ may represent $4$ or $9$.

For example- If $1430$ is a number in Tehnometics, it can denote $16$ different numbers in normal number system, some of which are $6480$, $1935$, $1485$, etc. But a number in normal number system can have only one Technometical representation.

In a book of Technometics, Aniket finds a question which says,

"Given that $1041^2=2324131$, and $2221^2=2201121$, find the Technometric value of $B-A$, where $A$ and $B$ are the normal representations of 1041 and 2221 respectively."

What is the answer?

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