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(ROOT_0 (S_0 (ATS_3 (ATS_1 (ATS_2 (SBAR_0 (IN_2 than) (S_1 (ATS_1 (ATS_2 (PP_2 (IN_0 as) (NP_6 (ATNP_1 (DT_0 these) (JJ_1 long)) (NN_1 path))) (COMMA_0 ,)) (NP_0 (NN_2 tree))) (VP_3 (ATVP_4 (VBD_2 left) (PP_2 (IN_0 in) (NP_3 (NNP_1 Word) (NN_3 gravel)))) (ADVP_0 (IN_1 of) (DT_1 The))))) (COMMA_0 ,)) (NP_0 (PRP_1 he))) (VP_3 (ATVP_1 (VBP_0 mutter) (PP_2 (IN_0 in) (NP_3 (NP_5 (DT_0 the) (NN_2 car)) (PP_0 (IN_1 of) (NP_2 (DT_0 the) (NNS_1 classes)))))) (ADJP_0 (JJ_0 bare)))) (DOT_0 .)))