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)
Présenté par le Docteur LESLIE MEDINA
Au programme :
- Importance de la Biomécanique des aligneurs
- Les étapes de validation du plan de traitement virtuel 3D
- Savoir différencier les cas simples des cas complexes
Dr LESLIE MEDINA – Chirurgien-Dentaire spécialisé en orthodontie
- Le Docteur Leslie MEDINA obtient le titre de Docteur en Chirurgie-Dentaire à l'Université Denis-Diderot Paris VII en 2009.
- Elle intègre le cursus Certificat d'Etude Clinique Spéciale - Mention Orthodontie de l'Université Descartes Paris V.
- A l'issue de 4 ans de formation en alternance entre l'hôpital Bretonneau et le cabinet libéral, elle commence l'exercice exclusif de l'orthodontie en 2013.
- La même année, elle obtient la Certification Invisalign, et débute les traitements par aligneurs.
- Durant les années suivantes, elle suit de nombreuses formations sur ce sujet (European Aligner Society Summit, Invisalign Summit, Study club).
- Enfin, le Docteur Leslie MEDINA intervient dans des conférences sur les techniques multi-attaches (Genius Summit Islande 2022), ou sur les gouttières (FGSOCO Paris depuis 2020).