Mira este video para ver cómo cargar papel 5x7 o más pequeño en el cassette superior.
Instrucciones escritas
Puede cargar papel fotográfico de tamaño 4" x 6" (10 x 15 cm) o 5" x 7" (13 x 18 cm) en el casete superior.
Puede cargar grandes tamaños de papel en el cassetteinferior.
Recomendamos el papel fotográfico original de Canon para imprimir fotos. Obtenga más información sobre los tipos de medios que puede utilizar con laimpresora.
Si corta papel normal en tamaños más pequeños, como 4" x 6" o 5" x 7" para realizar impresiones de prueba, puede causar atascos de papel.
- Alinee los bordes del papel cuidadosamente antes de cargarlo. Cargar papel sin alinear los bordes puede causar atascos de papel.
Si el papel está rizado, sostenga las esquinas rizadas y doble suavemente en la dirección opuesta hasta que el papel se vuelva completamente plano.
Cuando use Photo Paper Plus Semi-gloss SG-201, cargue una hoja a la vez, incluso si está rizada. Si enrolla este papel para aplanarlo, esto puede causar grietas en la superficie del papel y reducir la calidad de impresión.
- Extraiga el cassette superior de la impresora.
- Deslice la guía de papel (A) al frente y (B) a la derecha para abrir las guías.
- Cargue la pila de papel CON EL LADO DE IMPRESIÓN HACIA ABAJO y colóquela en el centro del cassette superior.
Alinee la pila de papel con el borde del cassette (superior) como se muestra en la figura a continuación. Si la pila de papel está en contacto con las protuberancias (C), es posible que el papel no se alimente correctamente.
Si el papel tiene el lado de impresión (delante o detrás), como el papel fotográfico, cárgelo con el lado más blanco (o el lado brillante) hacia abajo.
- Alinee la guía de papel (A) al frente con la pila de papel.
Para tamaños estándar, alinee la guía de papel (A) con el lugar donde hace clic en su lugar.
- Deslice la guía de papel (B) a la derecha para alinear las guías derecha e izquierda con ambos lados de la pila de papel.
No deslice las guías de papel demasiado fuerte contra el papel. Es posible que el papel no se alimente correctamente.
No cargue hojas de papel superiores a la marca de límite de carga (D).
Mantenga la altura de la pila de papel por debajo de las pestañas (E) de las guías de papel.
- Empuje el cassette superior hasta el final en la impresora.
- Pulse el botón de apertura (F) para abrir la bandeja de salida de papel.
La extensión de la bandeja de salida se abre automáticamente cuando se abre la bandeja de salida de papel.
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)
Después de cargar el papel, seleccione el tamaño y el tipo del papel cargado en la pantalla de configuración de impresión del controlador de la impresora.
If your product issue was not resolved after following the steps above, or if you require additional help, please create or log in to your Canon Account to see your technical support options.
Or if you still need help, visit our Canon Community by clicking the button below to get answers:
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