{
    "version": 1,
    "id": "les-diff-rents-types-de-questions",
    "name": "Les différents types de questions",
    "shape": {
        "type": "rect",
        "text": "Les différents types de questions",
        "width": 160,
        "height": 70,
        "fontSize": 14,
        "fontFamily": "Segoe UI",
        "textColor": "#ffffff",
        "bgColor": "#0e9cef",
        "opacity": 1,
        "imageData": null
    },
    "workflow": null,
    "tutorial": {
        "title": "Les différents types de questions",
        "intro": "Dans cette partie du guide nous allons voir comment créer ou éditer une question.",
        "steps": [
            {
                "title": "Les types de questions",
                "items": [
                    {
                        "type": "text",
                        "html": "Vous trouverez ci-dessous la liste des  type de question et leur rendu ",
                        "text": "Vous trouverez ci-dessous la liste des types de questions et leur rendu. "
                    }
                ],
                "collapsed": false,
                "substeps": [
                    {
                        "title": "Choix unique",
                        "items": [
                            {
                                "type": "text",
                                "html": "Dans une question à choix  unique l'utilisateur devras choisir une seul réponse parmi les réponse proposé un des cas les plus fréquent est le oui/non",
                                "text": "Dans une question à choix  unique l'utilisateur devra choisir une seule réponse parmi les réponses proposées :\nvous trouverez ci-dessous un exemple de rendu dans le questionnaire de ce type de question."
                            },
                            {
                                "type": "image",
                                "src": 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",
                                "widthPercent": 30,
                                "overlays": [],
                                "heightPercent": 0
                            }
                        ],
                        "collapsed": false,
                        "substeps": []
                    },
                    {
                        "title": "Choix multiple",
                        "items": [
                            {
                                "type": "text",
                                "html": "Dans une question à choix  multiple l'utilisateur devras choisir une ou plusieurs réponse(s) parmi les réponse proposée:\nvous trouverez ci dessous  un exemple de rendu dans le questionnaire de ce type de question",
                                "text": "Dans une question à choix multiple l'utilisateur devra choisir une ou plusieurs réponse(s) parmi les réponses proposées:\nvous trouverez ci-dessous un exemple de rendu dans le questionnaire de ce type de questions."
                            },
                            {
                                "type": "image",
                                "src": 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                                "widthPercent": 25,
                                "overlays": [],
                                "heightPercent": 0
                            }
                        ],
                        "collapsed": false,
                        "substeps": []
                    },
                    {
                        "title": "Chiffre libre",
                        "items": [
                            {
                                "type": "text",
                                "html": "Dans une question à chiffre libre l'utilisateur pour rentré le chiffre qu'il désire:\nvous trouverez ci dessous  un exemple de rendu dans le questionnaire de ce type de question",
                                "text": "Dans une question à chiffre libre l'utilisateur pourra rentrer le chiffre qu'il désire:\nvous trouverez ci-dessous un exemple de rendu dans le questionnaire de ce type de questions."
                            },
                            {
                                "type": "image",
                                "src": 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                        ],
                        "collapsed": false,
                        "substeps": []
                    },
                    {
                        "title": "Echelle analogique",
                        "items": [
                            {
                                "type": "text",
                                "html": "Dans une question à échelle analogique l'utilisateur pour rentré le chiffre qu'il désire:\nvous trouverez ci dessous  un exemple de rendu dans le questionnaire de ce type de question",
                                "text": "Dans une question à échelle analogique l'utilisateur pourra déplacer le curseur sur une échelle: \nvous trouverez ci-dessous un exemple de rendu dans le questionnaire de ce type de questions."
                            },
                            {
                                "type": "image",
                                "src": 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                                "widthPercent": 80,
                                "overlays": [],
                                "heightPercent": 0
                            }
                        ],
                        "collapsed": false,
                        "substeps": []
                    },
                    {
                        "title": "Texte libre",
                        "items": [
                            {
                                "type": "text",
                                "html": "Dans une question à chiffre libre l'utilisateur pour rentré le chiffre qu'il désire:\nvous trouverez ci dessous  un exemple de rendu dans le questionnaire de ce type de question",
                                "text": "Dans une question à texte libre l'utilisateur pourra rentrer le texte qu'il désire:\nvous trouverez ci-dessous un exemple de rendu dans le questionnaire de ce type de questions."
                            },
                            {
                                "type": "image",
                                "src": 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                                "widthPercent": 80,
                                "overlays": [],
                                "heightPercent": 0
                            }
                        ],
                        "collapsed": false,
                        "substeps": []
                    },
                    {
                        "title": "Tableau à 2 colonnes",
                        "items": [
                            {
                                "type": "text",
                                "html": "Dans une question tableau à 2 colonnes l'utilisateur pour rentré des valeur pour un coté gauche ou droite: cela peut etre utilisé pour un score de vision ou une évaluation de motricité par cotée.  \nvous trouverez ci dessous  un exemple de rendu dans le questionnaire de ce type de question",
                                "text": "Dans une question tableau à 2 colonnes l'utilisateur pourra rentrer des valeurs pour un côté gauche ou droite: cela peut-être utilisé pour un score de vision ou une évaluation de motricité par côté.  \nVous trouverez ci-dessous un exemple de rendu dans le questionnaire de ce type de questions."
                            },
                            {
                                "type": "image",
                                "src": 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                                "widthPercent": 34,
                                "overlays": [],
                                "heightPercent": 0
                            }
                        ],
                        "collapsed": false,
                        "substeps": []
                    },
                    {
                        "title": "Image",
                        "items": [
                            {
                                "type": "text",
                                "html": "Dans une question image l'utilisateur pour insérer un document.  \nvous trouverez ci dessous  un exemple de rendu dans le questionnaire de ce type de question",
                                "text": "Dans une question image l'utilisateur pourra insérer un document.  \nVous trouverez ci-dessous un exemple de rendu dans le questionnaire de ce type de questions."
                            },
                            {
                                "type": "image",
                                "src": 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",
                                "widthPercent": 45,
                                "overlays": [],
                                "heightPercent": 0
                            }
                        ],
                        "collapsed": false,
                        "substeps": []
                    },
                    {
                        "title": "Date complète",
                        "items": [
                            {
                                "type": "text",
                                "html": "Dans une question date complète l'utilisateur pour renseigné une date.  \nvous trouverez ci dessous  un exemple de rendu dans le questionnaire de ce type de question",
                                "text": "Dans une question date complète l'utilisateur pourra renseigner une date.  \nVous trouverez ci-dessous un exemple de rendu dans le questionnaire de ce type de questions."
                            },
                            {
                                "type": "image",
                                "src": 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",
                                "widthPercent": 20,
                                "overlays": [],
                                "heightPercent": 0
                            }
                        ],
                        "collapsed": false,
                        "substeps": []
                    },
                    {
                        "title": "Année de la date",
                        "items": [
                            {
                                "type": "text",
                                "html": "Dans une question date complète l'utilisateur pour renseigné une année.  \nvous trouverez ci dessous  un exemple de rendu dans le questionnaire de ce type de question",
                                "text": "Dans une question date complète l'utilisateur pourra renseigner une année.  \nVous trouverez ci-dessous un exemple de rendu dans le questionnaire de ce type de questions."
                            },
                            {
                                "type": "image",
                                "src": 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",
                                "widthPercent": 20,
                                "overlays": [],
                                "heightPercent": 0
                            }
                        ],
                        "collapsed": false,
                        "substeps": []
                    },
                    {
                        "title": "Année et mois de la date",
                        "items": [
                            {
                                "type": "text",
                                "html": "Dans une question date complète l'utilisateur pour renseigné une année puis un mois.  \nvous trouverez ci dessous  un exemple de rendu dans le questionnaire de ce type de question",
                                "text": "Dans une question date complète l'utilisateur pourra renseigner une année puis un mois.  \nVous trouverez ci-dessous un exemple de rendu dans le questionnaire de ce type de questions."
                            },
                            {
                                "type": "image",
                                "src": 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",
                                "widthPercent": 20,
                                "overlays": [],
                                "heightPercent": 0
                            }
                        ],
                        "collapsed": false,
                        "substeps": []
                    },
                    {
                        "title": "Menu de selection",
                        "items": [
                            {
                                "type": "text",
                                "html": "Dans une question menu de selection l'utilisateur devras choisir une seul réponse parmi les réponses proposées :\nvous trouverez ci dessous  un exemple de rendu dans le questionnaire de ce type de question",
                                "text": "Dans une question menu de sélection l'utilisateur devra choisir une seule réponse parmi les réponses proposées :\nvous trouverez ci-dessous un exemple de rendu dans le questionnaire de ce type de questions."
                            },
                            {
                                "type": "image",
                                "src": 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                                "widthPercent": 64,
                                "overlays": [],
                                "heightPercent": 0
                            }
                        ],
                        "collapsed": false,
                        "substeps": []
                    }
                ]
            }
        ],
        "conditions": []
    }
}