Hola amigos, resulta que tengo aqui esta tbalet para cambiarle conector carga, se lo cambio lo pruebo, le meto cargador y me carga la bateria 100% cuando la voy poner la taba de atras y la cierro la vualvo probar, y ya no me carga, le e vuelto lo compruebo desmontada, le conecto cargador mido me da 5v.
La vuelvo montar sin tapadera la enciendo y sigue sin cargar, ya de tanto probar, le vuelvo poner conector nuevo compruebo 5v le conecto todo y sigue igual, la compruebo sin la bateria mido me da carga en los punto de la bateria, la vualvo conectar la enciendo le meto cargador y sigue igual no me detecta cargador, haber si hay un video de que 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
La vuelvo montar sin tapadera la enciendo y sigue sin cargar, ya de tanto probar, le vuelvo poner conector nuevo compruebo 5v le conecto todo y sigue igual, la compruebo sin la bateria mido me da carga en los punto de la bateria, la vualvo conectar la enciendo le meto cargador y sigue igual no me detecta cargador, haber si hay un video de que 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
