This　paper　is　concerned　with　the　interactions　of　delta-shock　waves　for　the　Aw-Rascle　traffic　model　with　split　delta　functions.　The　solutions　are　obtained　constructively　when　the　initial　data　are　three　piecewise　constant　states.　The　global　structure　and　large　time-asymptotic　behaviors　of　the　solutions　are　analyzed　case　by　case.　Moreover,　it　can　be　found　that　the　Riemann　solutions　are　stable　for　such　small　perturbations　with　initial　data　by　studying　the　limits　of　the　solutions　when　the　perturbed　parameter　epsilon　-＞　0.