  Non-locality sharing for a three-qubit system via multilateral sequential
measurements was deeply discussed. Different from 2-qubit case, it is shown
that non-locality sharing between $\mathrm{Alice_{1}-Bob_{1}-Charlie_{1}}$ and
$\mathrm{Alice_{2}-Bob_{2}-Charlie_{2}}$ in 3-qubit system can be observed,
where two Mermin-Ardehali-Belinskii-Klyshko (MABK) inequalities can be violated
simultaneously. What's more, a complete non-locality sharing with 8 MABK
inequalities violations simultaneously can be also observed. Compared with
2-qubit case, the nonlocal sharing in a three qubit system shows more novel
characteristics.
