L’Oréal La Roche-Posay Sustainability Apprenticeship 2027: €1,700 Monthly Apprenticeship in France for Master’s Students
Overview
L'Oréal is offering a 12-month apprenticeship with its dermatological brand La Roche-Posay, titled Junior Project Manager Sustainable Development & Social Impact (Sustainability Apprentice). It runs from January 2027 to December 2027 and is based in Île-de-France, France, with the La Roche-Posay and L'Oréal teams in the Paris region. It is aimed at master's students interested in sustainability, corporate social responsibility, social impact, philanthropy and project management.
What you get
The apprentice earns €1,700 per month. Other benefits include 75 percent of public transport costs reimbursed, one remote-working day per week, one day of paid leave per month, access to L'Oréal's learning platform, and preferential employee purchasing benefits. The role is full-time otherwise.
What the role involves
The apprentice works in the Sustainability, Brand Cause and Philanthropic Foundation team across three areas. The first is the La Roche-Posay Foundation and philanthropy, where the apprentice helps develop and deploy philanthropic programmes and communicate them internally and externally. The second is environmental sustainability, supporting sustainable transformation projects, piloting key environmental initiatives, creating content and campaign assets, and communicating environmental commitments. The third is social impact and brand cause, with programmes related to oncology and support for cancer patients, including piloting initiatives and creating communication content. The apprentice also gives day-to-day support to the team and works with NGOs, associations and internal teams in marketing, communications, research and innovation, and sustainable development.
Requirements
Applicants should be master's students. English is mandatory and French is highly desired.
Key dates
The posting is dated 31 August 2026. No specific closing date is stated, so interested candidates should apply while the position remains available.