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The grateful elephant, Opening, part 2, sentence 52

103; E. Chavannes, Cinq Cents Contes 25; A. Schiefner, Tibetan Tales 26; Gesta Romanorum 119; and the following stories in Grimm, Kinder- und Hausmärchen: 17 Die weisse Schlange, 60 Die zwei Brüder, 62 Die Bienenkönigin, 85 Die Goldkinder, 107 Die beiden Wanderer, 126 Ferenand getrü und Ferenand ungetrü, 191 Das Meerhäschen.

What happens: follow · To what, where: 103

This is a sentence of «The grateful elephant» by Eugene Watson Burlingame, Opening, part 2. The page gives its syntax tree — a dependency tree in the style of Universal Dependencies — and its pragmatics clause by clause: what happens, when and where, as Mova's frames read it from the tree.

Mova's own parse. This tree may be wrong.

The tree

punctcompoundappospunctcompoundapposflatflatpunctcompoundconjpunctcompoundapposnmodpunctconjflatlistpunctccdetamodconjcasenmodpunctcompoundpunctapposappospunctnummodcompoundconjappospunctnummodconjflat:foreignconjpunctapposnmod:unmarkedflatpunctlistnmod:unmarkedflatpunctapposnmod:unmarkedflatflatpunctnummodcompoundlistadvmodcompoundappospunctapposnmod:unmarkedflatpunctroot103NUM;PUNCTE.PROPNChavannesPROPN,PUNCTCinqPROPNCentsPROPNContesPROPN25NUM;PUNCTA.PROPNSchiefnerPROPN,PUNCTTibetanPROPNTalesPROPN26NUM;PUNCTGestaPROPNRomanorumPROPN119NUM;PUNCTandCCONJtheDETfollowingVERBstoriesNOUNinADPGrimmPROPN,PUNCTKinderPROPN-PUNCTundNOUNHausmärchenPROPN:PUNCT17NUMDiePROPNweisseNOUNSchlangePROPN,PUNCT60NUMDiePROPNzweiXBrüderPROPN,PUNCT62NUMDiePROPNBienenköniginPROPN,PUNCT85NUMDiePROPNGoldkinderPROPN,PUNCT107NUMDiePROPNbeidenPROPNWandererPROPN,PUNCT126NUMFerenandPROPNgetrüNOUNundADVFerenandPROPNungetrüNOUN,PUNCT191NUMDasPROPNMeerhäschenPROPN.PUNCT
The words, one row each (CoNLL-U)
#wordlemmaUPOSfeaturesheadrelation
1103103NUMNumForm=Digit NumType=Cardrootroot
2;;PUNCT_4 Chavannespunct
3E.E.PROPNNumber=Sing4 Chavannescompound
4ChavannesChavannesPROPNNumber=Sing1 103appos
5,,PUNCT_7 Centspunct
6CinqCinqPROPNNumber=Sing7 Centscompound
7CentsCentsPROPNNumber=Sing4 Chavannesappos
8ContesContesPROPNNumber=Sing7 Centsflat
92525NUMNumForm=Digit NumType=Card7 Centsflat
10;;PUNCT_12 Schiefnerpunct
11A.A.PROPNNumber=Sing12 Schiefnercompound
12SchiefnerSchiefnerPROPNNumber=Sing4 Chavannesconj
13,,PUNCT_15 Talespunct
14TibetanTibetanPROPNNumber=Sing15 Talescompound
15TalesTalePROPNNumber=Plur12 Schiefnerappos
162626NUMNumForm=Digit NumType=Card15 Talesnmod
17;;PUNCT_18 Gestapunct
18GestaGestaPROPNNumber=Sing4 Chavannesconj
19RomanorumRomanorumPROPNNumber=Sing18 Gestaflat
20119119NUMNumForm=Digit NumType=Card18 Gestalist
21;;PUNCT_25 storiespunct
22andandCCONJ_25 storiescc
23thetheDETDefinite=Def PronType=Art25 storiesdet
24followingfollowVERBVerbForm=Ger25 storiesamod
25storiesstoryNOUNNumber=Plur4 Chavannesconj
26ininADP_27 Grimmcase
27GrimmGrimmPROPNNumber=Sing25 storiesnmod
28,,PUNCT_31 undpunct
29KinderKinderPROPNNumber=Sing31 undcompound
30--PUNCT_29 Kinderpunct
31undundNOUNNumber=Sing27 Grimmappos
32HausmärchenHausmärchenPROPNNumber=Sing31 undappos
33::PUNCT_36 weissepunct
341717NUMNumForm=Digit NumType=Card36 weissenummod
35DieDiePROPNNumber=Sing36 weissecompound
36weisseweisseNOUNNumber=Sing4 Chavannesconj
37SchlangeSchlangePROPNNumber=Sing36 weisseappos
38,,PUNCT_40 Diepunct
396060NUMNumForm=Digit NumType=Card40 Dienummod
40DieDiePROPNNumber=Sing4 Chavannesconj
41zweizweiXForeign=Yes42 Brüderflat:foreign
42BrüderBrüderPROPNNumber=Sing40 Dieconj
43,,PUNCT_44 62punct
446262NUMNumForm=Digit NumType=Card40 Dieappos
45DieDiePROPNNumber=Sing44 62nmod:unmarked
46BienenköniginBienenköniginPROPNNumber=Sing45 Dieflat
47,,PUNCT_48 85punct
488585NUMNumForm=Digit NumType=Card40 Dielist
49DieDiePROPNNumber=Sing48 85nmod:unmarked
50GoldkinderGoldkinderPROPNNumber=Sing49 Dieflat
51,,PUNCT_52 107punct
52107107NUMNumForm=Digit NumType=Card49 Dieappos
53DieDiePROPNNumber=Sing52 107nmod:unmarked
54beidenbeidenPROPNNumber=Sing53 Dieflat
55WandererWandererPROPNNumber=Sing53 Dieflat
56,,PUNCT_57 126punct
57126126NUMNumForm=Digit NumType=Card59 getrünummod
58FerenandFerenandPROPNNumber=Sing59 getrücompound
59getrügetrüNOUNNumber=Sing53 Dielist
60undundADV_62 ungetrüadvmod
61FerenandFerenandPROPNNumber=Sing62 ungetrücompound
62ungetrüungetrüNOUNNumber=Sing59 getrüappos
63,,PUNCT_64 191punct
64191191NUMNumForm=Digit NumType=Card62 ungetrüappos
65DasDasPROPNNumber=Sing64 191nmod:unmarked
66MeerhäschenMeerhäschenPROPNNumber=Sing65 Dasflat
67..PUNCT_1 103punct

Pragmatics

#verbtense, moodwhowhat, whomto whomwherewhenotherroles by
1followgerundvn occur-48.3-1 «NP V»: agent=Theme

One row per clause the reader finds. «not said here»: a role filled from the clause above. «roles by»: a VerbNet class and frame when one fits the verb, else the reader's rules on the tree.

Text: «The grateful elephant» by Eugene Watson Burlingame, Project Gutenberg book 74064 (public domain in the USA). Tree: Mova's own parse, Elamur Cosmic License. Frames: Mova's frames reader (prag), the chapter read in order.

This page in Markdown → https://md.mova.elamur.ai/free/en/corpora/tales/pg74064/2/52/