be out sheathed being she mutter the nice uniform even never forced lacy the best cluster on anything .
(ROOT_0 (S_0 (ATS_3 (ATS_1 (S_2 (VP_0 (ATVP_0 (VB_0 be) (PRT_0 (RP_0 out))) (VP_2 (VBN_0 sheathed) (S_2 (VP_0 (VBG_0 being)))))) (NP_0 (PRP_1 she))) (VP_3 (ATVP_1 (ATVP_4 (ATVP_4 (VBP_0 mutter) (NP_6 (ATNP_1 (DT_0 the) (JJ_1 nice)) (NN_1 uniform))) (ADVP_0 (RB_0 even))) (ADVP_0 (RB_0 never))) (VP_1 (ATVP_0 (VBD_2 forced) (ADVP_0 (RB_0 lacy))) (NP_3 (NP_6 (ATNP_1 (DT_0 the) (JJS_0 best)) (NN_1 cluster)) (PP_0 (IN_1 on) (NP_2 (NN_3 anything))))))) (DOT_0 .)))