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Affichage n° des questions et nombre de questions

  • CarolineP
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2 years 2 months ago #224535 by CarolineP
Version de votre LimeSurvey : Version 2.73.0
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Bonjour, 
J'aimerais afficher le n° des questions dans mon questionnaire et dans la page d'accueil supprimer le message "Ce questionnaire contient X questions". J'ai donc activé les options correspondantes dans la rubrique "Présentation et navigation".
Or lorsque j'active le questionnaire, le numéros des questions n'apparait pas et la mention "Ce questionnaire contient....." apparait.
Pouvez-vous m'aider à résoudre ce problème? Je vous en remercie par avance! Caroline

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[/img]
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2 years 2 months ago #224553 by DenisChenu
Ne PAS copier/coller des images …

Sinon: tu as confondus : afficher les numéros des questions ET montrer «il ya X …»
Je suppose : parce-que au lieu de «les options correspondantes" tu aurais pu indiquer quelles options …
Ca serait plus facile …

manual.limesurvey.org/Presentation/en#Sh...tions_In_This_Survey

Assistance on LimeSurvey forum and LimeSurvey core development are on my free time.
I'm not a LimeSurvey GmbH member, professional service on demand , plugin development .
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