Conectores:
En informática, los conectores, normalmente denominados
"conectores de entrada/salida" (o abreviado conectores E/S) son
interfaces para conectar dispositivos mediante cables. Generalmente tienen un
extremo macho con clavijas que sobresalen. Este enchufe debe insertarse en una
parte hembra (también denominada socket), que incluye agujeros para acomodar
las clavijas. Sin embargo, existen enchufes "hermafroditas" que
pueden actuar como enchufes macho o hembra y se pueden insertar en cualquiera
de los dos.![](data:image/jpeg;base64,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)
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