![](data:image/png;base64,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)
7
1 Insert SIM card
The phone is a Dual SIM mobile phone allowing you to use the facility of two networks.
To insert SIM card(s):
Insert the SIM card correctly in the card slot(s) (See figure below), suggest switch off the phone
when you insert SIM card.