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L'APPRENTISSAGEInformations générales
Le contrat d'apprentissage est un contrat de travail entre un salarié et un employeur qui permet à l'apprenti de suivre une formation en alternance en entreprise et au centre de formation des apprentis (CFA) pour obtenir un diplôme ou un titre professionnel.
Sa durée est souvent comprise entre 1 et 3 ans, et peut éventuellement être adaptée en fonction du niveau initial de l’apprenti.
Le temps de travail de l’apprenti est identique à celui des autres salariés de l’entreprise incluant le temps de présence à la MFR, centre de formation d’apprentis (CFA).
Le planning d’alternance est défini à l’avance pour l’année. Il intègre les semaines de formation en entreprise et les temps d’étude à la Maison familiale rurale.
L’apprenti reçoit un salaire correspondant à un pourcentage du SMIC* selon l’âge et l’année d’exécution du contrat. |
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)
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(1) ou du salaire minimum conventionnel correspondant à l'emploi occupé pendant le contrat d'apprentissage, s’il est supérieur au Smic
L'apprenti préparant une licence professionnelle en 1 an bénéficie d'une rémunération correspondant à une 2ème année de contrat.
Majoration de salaire
Le pourcentage de rémunération réglementaire de l'apprenti est majoré de 15 points si les conditions suivantes sont toutes remplies :
• Le contrat est conclu pour une durée inférieure ou égale à 1 an
• L'apprenti prépare un diplôme ou un de même niveau que celui précédemment obtenu
• La qualification recherchée est en rapport direct avec celle qui résulte du diplôme ou titre précédemment obtenu
Les majorations liées au passage d'une tranche d'âge à une autre prennent effet à compter du 1er jour du mois suivant la date d'anniversaire de l'apprenti.
Succession de contrats
La rémunération de l'apprenti peut changer s'il a obtenu le diplôme ou le titre qu'il a préparé précédemment et qu'il signe un nouveau contrat.
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NOS FORMATIONS EN ALTERNANCE... Le réseau des MFR Occitanie |