data:image/png;base64,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QIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Lastly, brainstorm yourself how you can help reduce the digital divide? 2type how you can do thisyour answer, is cool! thanks for sharing!4score1Now click on the blue ball for your final test!3Last fact: the difference in geography, for example rural vs urban areas also contributes to the digital divide. Since interent companies tend to target rural areas less, rural areas are often less privileged.15Ok Thats it for me! Click on the purple ball for more info on how the digital divide is being handled to make it better!10ghost10000010