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Arrange the digits 4, 5, 6, 7, and 8 to find the maximum product produced by a three-digit and two-digit number created using these 5 digits. For example, 456 x 78 = 35568 and 564 x 87 = 49068. Therefore 49068 would be the greater product. Your task is to find the maximum product using these five digits (using each digit only once) arranged as three-digit and two-digit factors?
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