Inclusive
mathematics education based on digital learning
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November 1st, 2021: Official
beginning of the project.
November 26th, 2021: The website is online.
November 29th, 2021: Kickoff meeting.
November 24th, 2022: Mid-term
review meeting.
October 5th, 2023: Closure meeting.
October 6th,
2023: IMEDiL multiplier event, La Défense (France).
October 23th, 2023: IMEDiL multiplier event, Bologna
(Italy).
October 28th, 2023: IMEDiL multiplier event, Braga
(Portugal).
October 31st, 2023: All results of
the IMEDiL project are online!
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)