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nF/85CZX6k5g+h943SuVF034fCrdDxUKKwSOagUMmPRt/fmt1XVHHF8vnodxg0eW7aIvHPT/xL4+/DVXA3LIEy4q/bBzjDhGV+vHySulWEeuMfLz9LepuK9l/AJpYjK9oPwTj+Y9ark/aUezP5/63EMpPESZDrIVC+N1wK/vwpyEVEUl158v3xevwnQ9rMAN/pMm8tyvyN7TQIchMR102Q28O4yOgHS0MB4fhQZkj64qjM6Cw4PNZJxil33bse/bMwxbWzuhar/5M64GRFVdOciMuo/0TsrgXDzoq+/WnU+3hKRb77jYHhKWUhaysix9YJee2wwgww9/7FwKmYTICwob1FPMmnUuZ7nq8EL4Oehaf7MBgBuvVbQiz7kegFa+JM47Q1mfq+SNT1E9aot8Yd8DBldxG6FpZDHxgKPt+RYNvK3fAVmGKiBbkcm0+B7SpDwIPacf4K9LZeA8e1G3wYjoLBoPh97IVgPWEMtZ1MHblS+YajgZpQ66bwZVic20J2oafDNaCbkCmUe/PEJxnJ0uKXu2tytNs3XDTzzNPWcGXBnOVMZ+2W+yYKhZ8OozMaWlk7t2P3LtgWXoAgpW84h4zRAeD6z5J1GQXajAD/ksD11ZBwGkRT2iGa/MSmg0JWBifVWriM8oPAd4BFWbqJfE+u2+Bw7M8BT4tMoXw6hUfDQ5lK6QVPkn0W/Dm9uJYbj193Jk6nmWW6PGnK9by/nIDxaZhjkChKPseqfVDf2yZI5hiZa//8ye81j4H7oOw70gJ0r4SDsB8LeXOOWu2m8zY9DFwL4UMbopmykJJ/Br+kXkqoq6t3E6R3iBA65qyymhp1TCVyOPiZRFr7yXleht4P4TBsJxP6Ktb0bHzQdjJPLF+fp1BURuPPoHM+2/zfCb32ncRhsCN40ulWvAKzwI76H3pqU1rQ949avdJ1e8bAcIgnmGRDdAfGg5PjHFwASZeHrJqs5N+wqJz0+aBNlqzKKsjJn0vZzvXyRYTxJ2Q5Zo2iJcRmNFKbbLIiipeJvoHSExBuneeLjJhvN5vv6R6mH4eDQdfK90/Xi4fmAvADkAfB/9zXZ1xJsPFQ9D3x/YTHgy7qAHAxO09uLJ/n3XAH+i8QBnEezofwbJ3nINqdC25KZeZbQfO/1DePHG/aAwlD+/2J9wHH+SpoOwl+iX68bl0rX4TGxvTP5/uSkScOagUVWXmXCm07WBfvOuovPPHKNk69nip7gR+yuBjchLPB2/YxmEZ7tY1R13WR5Mly9HUfPPmd6CxxYr0BVmcppOVTby/yw0m4Hvu00zTNtJZX71d8CKy2v5kGiQLs7XdYeJbqmXgIVhLqcWF7a7hWXqeO1ytVUFKZdmzDthyj811pvko2k6kWte84bd8Dq5T8H6dsqdvyF1eEAAAAAElFTkSuQmCC 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Social
Social Data
Cost and overhead previously rendered this semi-public form of communication unfeasible.
But advances in social networking technology from 2004-2010 has made broader concepts of sharing possible.