[b][size=200][color=#cc0000][center]Misure degli angoli fondamentali in gradi e radianti[/center][/color][/size][/b][center][img]data:image/png;base64,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[/img][/center]N.B. In matematica viene mantenuto il [math]\pi[/math] nella misura in radianti