- In the EU, the big countries would instead dominate both chambers on the basis of the proposal we are now debating.
- I EU skulle i stället de stora länderna dominera båda kamrarna enligt det förslag som vi nu diskuterar.
- You raise these hopes firstly because Germany is a big country, with the largest population in Europe, and it is also the most powerful country economically.
- Ni väcker dessa förhoppningar först därför att Tyskland för det första är ett stort land - det tätast befolkade i Europa - och för det andra därför att det ekonomiskt sett är det mäktigaste.
- If a link in this chain breaks, there will be nothing for the big countries to work on either and, consequently, the work of Portugal, Finland and Slovenia is just as important as that of Germany and France, from which, naturally, we expect something special.
- Om en länk i kedjan brister kommer det inte att finnas något för de stora länderna att arbeta med heller, alltså är Portugals, Finlands och Sloveniens arbete lika viktigt som Tysklands och Frankrikes - som vi naturligtvis väntar oss något extra av.
show query
SET search_path TO f9miniensv;
WITH
list AS (SELECT
t11.token_id AS t11,
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t21.token_id AS t21,
t22.token_id AS t22,
r1.dep_id AS dep1,
r2.dep_id AS dep2
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deprel r1
JOIN depstr s1 ON s1.dep_id = r1.dep_id
JOIN word_align a1 ON a1.wsource = r1.head AND a1.wsource < a1.wtarget
JOIN word_align a2 ON a2.wsource = r1.dependent
JOIN deprel r2 ON r2.head = a1.wtarget AND r2.dependent = a2.wtarget
JOIN depstr s2 ON s2.dep_id = r2.dep_id
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FROM
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LEFT JOIN word_align ON wsource = token_id
WHERE
sentence_id IN (
SELECT sentence_id
FROM
list
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)
GROUP BY sentence_id),
numbered AS (SELECT row_number() OVER () AS i, *
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list),
sentences AS (SELECT *, .2 * (1 / (1 + exp(max(c) OVER (PARTITION BY i) - min(c) OVER (PARTITION BY i)))) +
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FROM
(
SELECT i, 1 AS n, sentence_id, ARRAY[t11,t12] AS tokens
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;