Presentación

Presentación del Tema, Objetivo y Orientaciones
[url=https://view.genial.ly/646a326bba5fb3001b7b3e4a/presentation-ecuaciones-cuadraticas][size=200]Dar clic aquí para ir a Genially[/size][br][br][img]data:image/png;base64,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[/img][/url]

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