Retail
January 15, 2019
Bloomingdale's is one of the luxury retailers that has worked to combat fraudulent returns. Image credit: Bloomingdale's
By Sarah Jones
The growing popularity of cross-channel returns is creating more complexity for retailers, opening the door to greater fraud risk.
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","iv":"dcc6185d213a0d72374aec9978284aaf","s":"a3e366f8cdaa1222"}
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