Paramétrage d'impression
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il y a 4 ans 3 semaines #24242
par BIBITS
Paramétrage d'impression a été créé par BIBITS
Bonjour,
Y a-t-il moyen de sélectionner les colonnes que l'on souhaite faire apparaître/disparaître dans les impressions ?
Je fait une liste des inscriptions en sélectionnant un groupe d'activité spécifique, je n'ai pas besoin de la colonne Activité ni Groupe
Et comment déterminer la largeur des colonnes, par exemple Email, pour une plus grande largeur
Dans Paramètres d'impression je ne trouve pas cela.
Merci et belle journée
Pierre
Y a-t-il moyen de sélectionner les colonnes que l'on souhaite faire apparaître/disparaître dans les impressions ?
Je fait une liste des inscriptions en sélectionnant un groupe d'activité spécifique, je n'ai pas besoin de la colonne Activité ni Groupe
Et comment déterminer la largeur des colonnes, par exemple Email, pour une plus grande largeur
Dans Paramètres d'impression je ne trouve pas cela.
Merci et belle journée
Pierre
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il y a 4 ans 3 semaines #24243
par Jakes
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
Réponse de Jakes sur le sujet Paramétrage d'impression
Bonjour
Dans la fenêtre permettant d'accéder à la liste des impressions il y a un bouton sur la droite qui permet de configurer la liste en ajoutant ou supprimant des données.
Dans la fenêtre permettant d'accéder à la liste des impressions il y a un bouton sur la droite qui permet de configurer la liste en ajoutant ou supprimant des données.
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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il y a 4 ans 3 semaines #24245
par BIBITS
Réponse de BIBITS sur le sujet Paramétrage d'impression
Merci Jakes,
Tu es (trop) rapide, j'ai fini par découvrir le bouton peu avant que tu me répondes.
Tu es (trop) rapide, j'ai fini par découvrir le bouton peu avant que tu me répondes.
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il y a 4 ans 3 semaines #24246
par BIBITS
Réponse de BIBITS sur le sujet Paramétrage d'impression
Jakes, malgré la suppression de plusieurs colonnes, cela me donne ceci :
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[/img]
Peut-on ajuster la largeur des colonnes ?
Ou n'y a-t-il que la taille de la police avec laquelle on peut faire quelque chose ?
Merci
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[/img]
Peut-on ajuster la largeur des colonnes ?
Ou n'y a-t-il que la taille de la police avec laquelle on peut faire quelque chose ?
Merci
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il y a 4 ans 3 semaines #24248
par Jakes
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
Réponse de Jakes sur le sujet Paramétrage d'impression
Oui il faut que je fasse attention, il m'est arrivé de répondre avant qu'on me pose la question.
Il m'arrive aussi de répondre à côté de la question...
Sinon je ne constate pas ce souci. Les largeurs de colonnes sont automatiques et en rapport avec leur nombre.
C'est quoi le problème ?
Tu obtiens quoi ? Tu voudrais quoi ?
Si l'ajustement est important pour toi tu peux aussi faire un ExportExcel et modifier à ta guise.
Il m'arrive aussi de répondre à côté de la question...
Sinon je ne constate pas ce souci. Les largeurs de colonnes sont automatiques et en rapport avec leur nombre.
C'est quoi le problème ?
Tu obtiens quoi ? Tu voudrais quoi ?
Si l'ajustement est important pour toi tu peux aussi faire un ExportExcel et modifier à ta guise.
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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il y a 4 ans 3 semaines #24249
par BIBITS
Réponse de BIBITS sur le sujet Paramétrage d'impression
A mon avis tu n'as pas vu le résultat de l'impression.
Est-ce que le fait de coller une image dans le message supprime l'image ?
Le texte dans la cellule s'adapte à la largeur fixe de la cellule et cela fait du "text wrapping" ou renvoi à la ligne automatique si bien qu'une adresse de mail, par exemple, se retrouve sur 3 lignes dans la cellule.
Il est vrai que l'export résout cela
Merci
Est-ce que le fait de coller une image dans le message supprime l'image ?
Le texte dans la cellule s'adapte à la largeur fixe de la cellule et cela fait du "text wrapping" ou renvoi à la ligne automatique si bien qu'une adresse de mail, par exemple, se retrouve sur 3 lignes dans la cellule.
Il est vrai que l'export résout cela
Merci
Connexion ou Créer un compte pour participer à la conversation.
- Jakes
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il y a 4 ans 3 semaines #24250
par Jakes
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
Réponse de Jakes sur le sujet Paramétrage d'impression
Effectivement je n'ai pas cherché à imprimer avec un grand nombre de colonnes, mais il faut bien comprendre qu'une page ne peut pas accueillir des colonnes à l'infini.
Il faut donc réduire les marges, la taille de la police et mettre en orientation paysage. C'est vrai aussi pour tous les traitements de texte.
Même avec Excel tu seras obligé de prendre la loupe !
Tu peux joindre une image dans le message sans problème avec Pièces jointes/Ajouter des fichiers/Insérer/Dans le message
Il faut donc réduire les marges, la taille de la police et mettre en orientation paysage. C'est vrai aussi pour tous les traitements de texte.
Même avec Excel tu seras obligé de prendre la loupe !
Tu peux joindre une image dans le message sans problème avec Pièces jointes/Ajouter des fichiers/Insérer/Dans le message
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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