Groupes d'activités

Plus d'informations
il y a 4 ans 3 semaines #24231 par BIBITS
Groupes d'activités a été créé par BIBITS
Bonjour,
Je découvre Noethys et je sèche sur les groupes d'activités
J'ai une activité Jeunesse qui comporte plusieurs groupes
Le premier groupe s'appelle Kids Fun
Pour ce groupe, j'ai créé 4 groupes d'activités:
  • Les Arcs-en-Ciel (0 - 2 ans)
  • Les Koalas (3 & 4 ans)
  • Les Scoubidous (5 & 6 ans)
  • Les Trampolines (7 & 8 ans)
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[/img]

Mon problème est le suivant. Lorsque j'attribue un enfant à l'activité Jeunesse, groupe Kids Fun, comment faut-il procéder pour assigner le groupe d'activités correspondant ?
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[/img]
Merci pour vos lumières
Cordiales salutations
Pierre alias BIBITS

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il y a 4 ans 3 semaines #24232 par Jakes
Réponse de Jakes sur le sujet Groupes d'activités
Bonjour et bienvenue.
Il faut distinguer
- les regroupements d'activités qui servent à créer des passerelles entre différentes activités.
Mais si tu n'as qu'une activité tu ne peux pas créer de regroupement d'activités.

 - et les groupes à l'intérieur d'une activité qui servent à diviser, répartir les individus par classement par critère statique, tel que l'âge ou le sexe.
Un individu ne peut appartenir qu'à un seul groupe au sein d'une activité.
Les groupes d'âge comme tu les décris sont des groupes d'une activité.

En conclusion si tu n'as qu'une seule activité tu oublies les regroupements d'activité.

Pour une aide sur le paramétrage, poster le fichier que vous avez déjà créé en pièce jointe= Paramétrage/Activités/ bouton d'export sur la droite
Génération d'un fichier .nxa à joindre au message = Action/Répondre/Pièces jointes/Ajouter des fichiers/Insérer/Soumettre

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il y a 4 ans 3 semaines #24233 par Jakes
Réponse de Jakes sur le sujet Groupes d'activités
Je ne suis pas sûr d'avoir répondu à ton souci.
Tu dois lors de l'inscription d'un individu saisir son groupe et sa catégorie de tarif.
Fiche individuelle/Activités

Pour une aide sur le paramétrage, poster le fichier que vous avez déjà créé en pièce jointe= Paramétrage/Activités/ bouton d'export sur la droite
Génération d'un fichier .nxa à joindre au message = Action/Répondre/Pièces jointes/Ajouter des fichiers/Insérer/Soumettre

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il y a 4 ans 3 semaines #24235 par BIBITS
Réponse de BIBITS sur le sujet Groupes d'activités
Merci Jakes,
J'ai mal compris le regroupement d'activités.
Je pensais pouvoir créer ceci :
Activité : Jeunesse
 Groupe : Kids Fun
  Sous-Groupes : 0-2 ans
      3-4 ans
      5-6 ans
      etc.
Je vais donc supprimer Kids Fun et créer les groupes décrits sous Sous-Groupes ci-dessus
Salutations
Pierre

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il y a 4 ans 3 semaines #24236 par Jakes
Réponse de Jakes sur le sujet Groupes d'activités
Tu peux soit 
-créer des groupes kids fun 2 ans, kids fun 3ans...
-soit remplacer sous-groupes par étiquettes 
Cela dépend de l'utilisation que tu veux en faire et et le suivi statistique que tu souhaites 

Pour une aide sur le paramétrage, poster le fichier que vous avez déjà créé en pièce jointe= Paramétrage/Activités/ bouton d'export sur la droite
Génération d'un fichier .nxa à joindre au message = Action/Répondre/Pièces jointes/Ajouter des fichiers/Insérer/Soumettre

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il y a 4 ans 3 semaines #24238 par BIBITS
Réponse de BIBITS sur le sujet Groupes d'activités
Merci Jakes,
Mon but est de pouvoir lister tous les inscrits appartenant à un groupe d'activité.
Mais là c'est un autre point que je dois creuser car je n'ai pas (encore) trouvé comment trouver et lister/exporter tous les inscrits à un groupe d'activité.

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il y a 4 ans 3 semaines #24239 par Jakes
Réponse de Jakes sur le sujet Groupes d'activités
Oui mais il faut paramétrer en tenant compte des listings que tu souhaites. 
Concernant les étiquettes Noethys ne renvoie que des quantités, pas des noms. C'est (très ) dommage. 
Avec les groupes pas de problème. 

Pour une aide sur le paramétrage, poster le fichier que vous avez déjà créé en pièce jointe= Paramétrage/Activités/ bouton d'export sur la droite
Génération d'un fichier .nxa à joindre au message = Action/Répondre/Pièces jointes/Ajouter des fichiers/Insérer/Soumettre

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il y a 4 ans 3 semaines #24240 par Jakes
Réponse de Jakes sur le sujet Groupes d'activités
Pour obtenir la liste des inscriptions par groupe ça se trouve dans le menu Individus

Pour une aide sur le paramétrage, poster le fichier que vous avez déjà créé en pièce jointe= Paramétrage/Activités/ bouton d'export sur la droite
Génération d'un fichier .nxa à joindre au message = Action/Répondre/Pièces jointes/Ajouter des fichiers/Insérer/Soumettre
Les utilisateur(s) suivant ont remercié: BIBITS

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