How solving for identity can fix mobile measurement
Posted Bya Luxury Daily columnistOn In Columns,Featured,Opinion | No Comments{"ct":"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","iv":"246b81e4f9571b94741340e5a87033f4","s":"7e4eadc0276ae35a"}
