Colipse

The number of solutions of the equations $\left| z-(4+8i) \right| =\sqrt { 10 }$ And $\left| z-(3+5i) \right| +\left| z-(5+11i) \right| =4\sqrt { 5 }$

is $X$ , where $i=\sqrt { -1 }$

Then the value of $\frac { \left\lfloor \sqrt { X } \right\rfloor }{ \left\lceil \sqrt { X } \right\rceil }$ is _

The value of $\sqrt { X }$ should to taken upto first two decimal places.

Express the answer in decimals.