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":"a50e07a1359e6442f3040913c34b5514","s":"1c451abcfa7a21b3"}
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