*begin*

**260723233115686*1931**

43744839742282591947

1181326544136*5138222

186378732807587076747

519650114814905002347

Any three of these numbers add up to a perfect square.

43744839742282591947

1181326544136*5138222

186378732807587076747

519650114814905002347

*end*

I have no means to check whether it is a true statement and revised

just 3 possible combinations by adding mod 100 the 2 last digits, i.e. 47+47+47= 41, 47+47+22=96 and 47+47+31=25.

I leave it to the solvers to check the 10 possible combinations and to explain what means were used and what was the runtime.

To make it more interesting 2 distinct digits I've replaced by an asterisk

**"*".**

Have fun finding if the statement is true!

If so - for what values of the asterisks?