![](data:image/jpeg;base64,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) Congreso de Periodoncia SAP-COS
![](data:image/jpeg;base64,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) Disertantes
![](data:image/jpeg;base64,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) Mesas redondas | JORNADAS DE PERIODONCIA SAP-COS | Fecha: 02 de Agosto de 2024 | Fuente: Científica COS |
- Fechas: 2 y 3 de agosto
- Lugar: Centro de convenciones Los Maderos
- DISERTANTES
- Viernes 2 de agosto, 14:30 h: Hugo Alejandro Albera (Arg.), "Manejo de tejidos en área estética en Rehabilitación implantosoportada"
- Sábado 3 de agosto, 08:30 h: Sergio Kahn (Br.), "Manipulación de tejidos blandos alrededor de dientes e implantes"
- MESAS REDONDAS
- Periodoncia mínimamente invasiva: Coord. Dr. Fabio Herrero (Rosario)
- Preservación alveolar post-extracción, una mirada desde la Periodoncia: Coord. Od. Esp. María Laura Ruiz (Paraná)
- Perimplantitis tratamiento no quirúrgico: Coord. Od. Esp. Gerardo Marcelo Neffen (Santa Fe)
- Regeneración periodontal. Devolviendo los tejidos perdidos: Coord. Od. Esp. Martín Vega Ferlin (San Luis)
- Recesiones gingivales. Presentación de casos clínicos: Coord. Od. Esp. Sebastián Vicente (Santa Fe)
- Consideraciones biológicas del perfil de emergencia en la restauración de implantes: Coord. Od. Esp. Germán Bork (Santa Fe)
- Sinergia perio-implanto-protésica, un mundo por explorar: Coord. Od. Esp. Ezequiel Fernando Risso (Rosario)
- Cirugía plástica periodontal: Coord. Od. Esp. Joaquín Taborda (Buenos Aires)
- Patología perimplantaria. Concepto y alternativas terapéuticas: Coord. Od. Esp. Dr. Martín De Pedro (Santa Fe)
- Tratamiento de la sonrisa gingival. Abordaje interdisciplinario: Coord. Od. Esp. Dra. Regina Bass (Córdoba)
- ARANCELES:
- Socios SAP, COS e ITI $ 100.000
- Socios AOA $ 120.000
- No Socios $ 140.000
- Extranjeros u$s 160
- Descuento en CUOTAS para SOCIOS COS
- LINK DE INSCRIPCIÓN
- Más información: Eva Perón 2467 - cientifica@cosantafesino.com.ar - WhatsApp 3426274781 EXCLUSIVO CURSOS
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