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Olympiad puzzle: how many pages from the digits?, sentence 0

Numbering pages from 1: pages 1 to 9 use 9 digits, pages 10 to 99 are 90 pages of 2 digits, 180 digits; together 189 digits.

Who acts: pages · What happens: number, use, be · To what, where: pages, 1, 9 digits, 90 pages

This is a sentence of the lesson «Olympiad puzzle: how many pages from the digits?» of the lessons course of Mova's primary school. The page gives its syntax tree — a dependency tree in the style of Universal Dependencies — and its pragmatics clause by clause: who acts (pages), what happens, when and where, as Mova's frames read it from the tree.

The tree

objcasenmodpunctnsubjnummodcasenmodparataxisnummodobjpunctconjflatcasenmodcopnummodobjcasenummodnmodpunctnummodappospunctadvmodnummodconjpunctrootNumberingVERBpagesNOUNfromADP1NUM:PUNCTpagesNOUN1NUMtoADP9NUMuseVERB9NUMdigitsNOUN,PUNCTpagesNOUN10NUMtoADP99NUMareAUX90NUMpagesNOUNofADP2NUMdigitsNOUN,PUNCT180NUMdigitsNOUN;PUNCTtogetherADV189NUMdigitsNOUN.PUNCT
The words, one row each (CoNLL-U)
#wordlemmaUPOSfeaturesheadrelation
1NumberingnumberVERBTense=Pres VerbForm=Partrootroot
2pagespageNOUNNumber=Plur1 Numberingobj
3fromfromADP_4 1case
411NUMNumForm=Digit NumType=Card2 pagesnmod
5::PUNCT_6 pagespunct
6pagespageNOUNNumber=Plur10 usensubj
711NUMNumForm=Digit NumType=Card6 pagesnummod
8totoADP_9 9case
999NUMNumForm=Digit NumType=Card7 1nmod
10useuseVERBMood=Ind Number=Plur Person=3 Tense=Pres VerbForm=Fin1 Numberingparataxis
1199NUMNumForm=Digit NumType=Card12 digitsnummod
12digitsdigitNOUNNumber=Plur10 useobj
13,,PUNCT_14 pagespunct
14pagespageNOUNNumber=Plur6 pagesconj
151010NUMNumForm=Digit NumType=Card14 pagesflat
16totoADP_17 99case
179999NUMNumForm=Digit NumType=Card15 10nmod
18arebeAUXMood=Ind Number=Plur Person=3 Tense=Pres VerbForm=Fin20 pagescop
199090NUMNumForm=Digit NumType=Card20 pagesnummod
20pagespageNOUNNumber=Plur1 Numberingobj
21ofofADP_23 digitscase
2222NUMNumForm=Digit NumType=Card23 digitsnummod
23digitsdigitNOUNNumber=Plur20 pagesnmod
24,,PUNCT_26 digitspunct
25180180NUMNumForm=Digit NumType=Card26 digitsnummod
26digitsdigitNOUNNumber=Plur20 pagesappos
27;;PUNCT_30 digitspunct
28togethertogetherADV_30 digitsadvmod
29189189NUMNumForm=Digit NumType=Card30 digitsnummod
30digitsdigitNOUNNumber=Plur23 digitsconj
31..PUNCT_1 Numberingpunct

Pragmatics

No stored speech act for this sentence.

#verbtense, moodwhowhat, whomto whomwherewhenotherroles by
1numbergerundpages1vn classify-29.10 «NP V NP»: agent=Agent page=Theme
2usepresentpages and pages9 digitsvn eat-39.1 «NP V NP»: agent=Agent digit=Patient
3is apresent90 pagesof 2 digits and 189 digitstree rules

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.

Licence: CC BY-SA 4.0, as the whole of Mova corpus 0.4, of which this treebank (the agreed school, mova-school-agreed-en.conllu) is part. The lessons were written for Mova's primary school. Sentence school:lessons:180-digits-on-pages.lesson:0.

The tree: Mova annot: Rust (en) → Haiku 5.5 (medium, Batches API) patches; gates UD 2.18; agreed by treeagree rules (Stanza, Trankit, spaCy trf): R5-strong ×2, R7-rel-agree ×1. The frames are read from the tree by Mova's frames reader (prag) when this page is built, the lesson read in order, so a pronoun may be resolved from an earlier sentence.

See the release 0.4.

This page in Markdown → https://md.mova.elamur.ai/free/en/corpora/school/lessons/180-digits-on-pages/0/