The auctioning of Nike x Louis Vuitton sneaker for over $350,000 surprised us all. But such Added Luxury Value is vital. How can labels better estimate it? Image credit: Sotheby's Is Virgil Abloh’s Nike x Louis Vuitton sneaker worth $352,800?
Posted Bya Luxury Daily columnistOn In Apparel and accessories,Featured,Industry sectors | No Comments
The auctioning of Nike x Louis Vuitton sneaker for over $350,000 surprised us all. But such Added Luxury Value is vital. How can labels better estimate it? Image credit: Sotheby's 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ijVoJQEn6hFIkdGhkxAjVHDlyuBlUuyrgv2JqFQSzVNzGvh14q+9wySF3EhIPswdL5xnxtFbWJQ9ccFGYOZ8bFx6EDWkYRfn1UPuBWd7eAbMvi2zuzO1b3oFmHFb0e6\/g2ol+N35IWN2Ns\/1bYlAMYBnlWM07RqBgpKpgnY\/0Kgy2SbqrhZzF9XWEwbSDD4ORgeOaq5IWBgJTttM3FeNH6Zz6ssiZtFaI1b6HeV0aEm3LRb3zC4SU0OlaNiPOA94iFUV\/XjTBmZE5FzQ9EsJfGEdOTcX3kKKh3oyejYWwzXSJJmko50AHeGiMJtcgggvWYNQyF9HHqNrAB\/5ifclwTnS\/o+FvwlFUUzCqIVGoVvPX5B1DD\/sxb9VH\/dnZ71zQ\/aRHW+PYJ+8ULwx0BtdLpwFkDpcliawlIoeabWyOiXO7RMNeyJwiHaByqcnozGrWOOtC4gAy+v1gndAzr9d\/gQ0Ye48d646zP46CgJ5oxO9rDFgrXcsnQlmlbSJar1fYsDaMv7YMdoSVE3+MWaBBf0KYnv2BBV6j6Ca5+pVwzsrp0KxPaVWo6OhxcvRcwTzJnEWoubRcxNHimhZW+i8OAvJp8H\/zG6XKOxjyR\/Df9XHpu2kEMFA9H8jBDjWbQJLFZG19zDADqGd\/EYOce3yaqUBs5ngaFELU4\/VdfSVJfpMuZOI4iIaAksQCLgEssna1xoBpsppJ8CwPWY8ZK6ICmxoFn26yadVNKH8Le9\/RSxxQ+j\/4yvHnZFQiyy9l21n3\/fSztJJ+NgYWeUecHzUAP9XzOjVogsUygWkYezK1IJQ7KfOCQO+W3p4hLm16QReCUgO+pAh1bxYeo+52wkSNiCE0Z7QvYJycGsMIxFwVBU0zWr5Cx7nZCV1IBh3Zar2w6ico\/ZkzR6yz0mZXqyACM+5x8x+6g1ZUY1GcSbTF4vy0DYRz8nkuselR8uUbjF4yxkih1554zfv9Ib6lPAH0v\/kGPXUHWRP1ci4yN8RDsJAaEGn2+aZoX3ISmqE4r\/Fk4BoIhtH9p88yDNpkXVsHB1LKw2EmQRq5m6f1yIkJhh7RBUDTYne6QfIJgIGaamM2p\/LabtCvDa8A2rZAw4nUFpZc3lLPq3ELZcOQsYJl9ttyAGP0PBDytRthK76\/aGACTnsL+f8L+XU3+UYslvef66ehzqV1qt2qeg4Gd8sUVFsT2TMw0PVyvVRPYUAZQw65hK+mJX2a\/+7U5iAsaL9QYJO+65ThdoqUqLhrPQr\/DUzzZtwOhAzjrmfmSiQNX+rlyrgWySlUTyodDRnVNIDYq2epYL6dv+voaOhFAhy9bGwknwe0iUzb5pJD4mr5Nk1x4iK+JhraTw6fiZnKjsnt2Lir4SNSYCP2v9CBYyY9Svl+\/YqtzQHFfmntQgNMkUdzytqHejAxFqWqLRk5SupezxpnINwt\/QM4x\/V947PPe\/DuOLUtPezTavYpXaQXuo92X04TSlfM3o8GUn3YibwUuWTBR\/CkBjW+eXeRJmNY0wBmZhpysIlZVWN1pI+Eof9\/R69S5HDEG5Y5gIr71HaohF3ZWgMziUf\/8mcud5GZG5XAJ\/6Cc\/vRwZVZRC2+gu3SIBmrBe+Q6xuLbm4GV0uhzItL2+AV9nh8OT\/x7TbPCIgQRzH884+5o6Ier+2XvKNMlxJWOsGEoEh6bhCMHbkoz9CmcAF7QRR0EKaKGOJKuyqjRmY4jptPAPUudZwyBvaW3+eo\/DwPAx3C\/aKDrj6B8e\/MsKbYlHdSZuCoknPX\/Re0D1SiEYjwjwb1\/Uo8trlKWA+FPrdGlbraE\/OXumtEtUen7zn6UMRyFdnFHfkHBS92e8ZaffQmBvFpu+Dqw2nIrFUrDiBvVAavDlB09DXtujsjw0OVuujnQQNttrvZ24k+KtSqbHG+Qa+O0e0fHX5L8YHRbc0skPvVImj6IsVX1wIjxUAVHk5QPDAhT9eS0PcJ\/Sl5ugHc7m6UsJ0Y7nQjkypm5VvCA4xfSlma2iwffmiB6mUzkZgXNbRqoLxY0iWrRueSA06XM7BWjX3kEdA3vid5730OJqav6wtT5SxJDKcxbWS+W6Y95a4ZyBAIy9JrktI0NOf3h4VMWg7ZAJQkRCdGGnx4BE8j+9lHaKjosewSg8DSNSImgiVJAq+Eu6A5uJb55etA5tSAvlZrxDFeKSzKWaPK81Y7GVBWMDXxKfoM\/S9aMxkALaEgQx6R0oMnTAKLN7B07HLJ3piQNvSMImlWlAIUTSEreueTGGpUxE3LJ1rbdZdmlmHwxeocoA0DIm8DRULf2zGw043RBW2BUlqp0O03WSR8jrhpT1eIeGfPLGKf0YhJUqJPDWVM3M+gZ2UFzwUkOeEBUVCWXYSNj3IM+p7DaizWmfllR4umNZjp2+CDsRcwkegcveodAxpnxBkVbIck+QI8mCXkEVcw9Tp2m\/M8G6gY5tH+D\/K2zFoKCFcCT3JjhUlZL2ZIz4v+SJDqs9izuEuvpaeHravxGD9sGDvBkpHbKcR0qvXpsKXqI1xUGyabN9Adk2+1cYL1WW253WPW\/\/0evlT8zaf4epr1\/G0oPwURr1WtZQL9yRMJhlu3YqJozpRZDzfsGwXSoLo9Wr2uHThbeUhFgAUolR\/t3KoqyYEuz45LMMGrvHHwXN7o+N6LQGyPBki3NCffbFRFUaLCiL7TqbWBM8Nz7XKoF5kkTpWDCqY1BtXgsYPRJPjpu\/yjsFSmC6vUx7Ap9tv3zQtbkH47dmQln3Dqz\/lfUZfF6Ar9hn4PWD7MOX5XrMnmtNkuqlkqgm5T+Wn4QDgl+v87NU9rJpfl\/f89bq8Cp7OYi+BlXrb\/HzLpt3IVUQZeQq7ab9qvBzzSzeNYg\/mut18LCxCZbOIQ3bdVe8KL43D6VoQmbqVFIA5k\/7y\/L0kDwDdOdrVYR\/rGo\/pd5Yeqy\/X1abY3bsQfChfMcuN0phw7niaqieGTsQvXMBTTm0T9Ciifpd0n1SvqaNS0KucXg2RNPC4amyceCQDbo5juYE3+9Arq7rY5ULCyHqtj6rZZDAT3Ryt7dzLAAGjGwqIcGZVmhj9dbszhuq4IaGZLB8j7w6pfsB7CyzdlNo0Wdjz5vA0VWIMt1xDAMabS86tj0\/oJ\/PsSaiMhtyjhyYyIi9mg64k8FHjGzibDory\/Raoga8U2rqu18fSfbPJ3Tv1OMxhBxbygD4fb81tdRkQECwgOdQEwvTW6325emaRZpy3yiD5k281rQ7h5A4ftr7EK3RdbdZkRe+de9gStqYJLqzMfjX8l5KXpmncn1GIDI\/yhxPMwp1uoAJoGrDvTQvuhRkELdnGMrcavGBT5023kH12DKaIY2WCO+yiHZ9T8wsKnE2ieGdHm5ca9t+\/7tHFQbkJ1isyRhGxA7ZaENLkO1Am6YvRvINkou92vR07jOzcNP3l\/kPGlQGBKRVEnAtwrBCEhYRedPH0fPW\/k6MjPgZ91pN4LFVE4KpjS+gMt+WhazCGH9ykt08WlJ3OcwIG+h9bVCNXKDkeoGKIrVVQGDABB1ID5ZLOzzxHwdQ+r4WUHPhz+cJuSHWHSxxMtH\/mN7iRVAil4KaFVQaY7gPcqhwSMZNhKeB4YJnM6S59WMKN+Kn+v8B2MzyGjWijctNphSAKEQt6HS22G787CIyN\/PaN1BiuFOOBRpqmj+Cf8RSdCk4PMjXvNz1eCK2pVBLO3Qma4+TIDxfOpYO4b9++3rbDJk3IHVkVcYLdw\/aIirZ+kwTUg+CLtmz0\/9WP2v6gk7YmchJbM3wj3OndqwEYTmusmHgFRwZRlHASTLIqfT3XgxssAQmyQazqwF9an4n7pukehlucDwZPyyI3NtJocKX\/PgX7XuvDLDm2WR9NlsP+SHFgU7FxUFA5c8cd7Lb8GLVkIbEqmYD0eSvyz4kujGsv4VXwU0TrFnq+DZQyM8G157plSj5ho1LsgWnokRyeLLQf\/M0rGdkG9YSAJTONOlo4xhH5GdDj5M40zfQRIwZJnCRseakuvAFHsGL3ssObn66+HJPm\/Wi0z3QoVtAD58P67kFgZBIT2Jqbx2M5Bm02nDaXPYW7tpj9tb4asyheTrjPpi77kSq1ZPTKfGfGpL2FnNhcVgJ\/TCkbecVoO+roO2nQVl3wAw6MB62+ihaMHeimNt58hBLFAaZ\/rjO5OkLhKiXA4JVX24DD5cXfnRPTO6ZfuKa3Bg1qxmmFHZoFZ\/mY8sEvzhtJX1sFzxO0YRxpvrRiaK+JklaPAEfoAwMH7ECLN0aVAs7UhEDBu944OGJVQq89aCeycdu+\/kf0IW4PSYDMF+pPV\/Mhi5p2rn9Wg3vX6+ofz1mHtZlDdsHh3\/qx6tv9korct56iuW2P7Y8M8lXAjHFH6QqTAAQnxBQSZ5mXsAsXmPeqICwSbAtHAfRXy7t3Unsh8c18++HcWfn7HkR0vZSuG6rRm7aZdAU1I5jJxjmnT0go814kHIESYE+H2lzQqmP06H45D7VvBh2GGfw8Y8qG4z48xHKotVp4O1NEMf9\/\/+auZQoH+rRVAdk5PN8X4WWyBCjfUkNVOAaKWuVFZgU25pU2CEr5TMLauA1+SbXtmESUF7b\/wCSMiJsKPfOtkUkttOZkKrRGDV9Xv29LtAG6vHJ\/WpLlGfWhVQ14qSTakGFtsUANoULXF2ATyk2jiyAk8Aj+JHaJXeJjqGwUB6YJHaUbca5FXo16Qno2YlA1Mj0p\/34okKGZo0jv+9\/WBJskL0K0Pc5eIjq8ydJmyiXLojSkg9HIFg0eu4mqTqQX6Nj5GsFzt5M6sKm1Q52e8FdXa7tia0e\/sad243jsY\/qWPKFJ7k\/8OL\/cAhPkjwCL\/MiGNrQJ2Xw2Pxn\/oKt85apQ8KVGBB+u\/owHE16pRyYUuM\/4064gEQ\/SCEo0dFmvwXD04gcJIo5pXTjf9n+U++NPpbMk61LDMQyXNO6nEFTrPMX4mxfoM5cFPATNrrUb\/HXD9FTcFV2cGnNSKuyC5QfMeATtFxtkLlL42+cEuowTt0hneXiaYRkBr1PKTK6ujsToRw\/RJkXvNB8oboKGTnmcVcYYmFdwZdKXNwxEPu7oOJmhJcYysnN7zgjinay0+2raWKe6zjvQjpomFwXU20GcYBT2qdGvnOqiw0sAIkCsSn6kKYfssJMGtPOSkzWw7Rsio0shP5OtWq89iQWWc+G9n2IyED1Fyx107X+IQlogjK8ZkyaJxB6MNvPjayMHrtvt4PwzJJYwx9puuTdqQyDHvyf1LInmt5MZBvPME8avauL+qgUE5Tc9y\/DTCEBcq2l9NfuuLFbGldEoiMoIyuKHeo0Yavm686k3BuJM+wfsNUeaG4Bv0zgMwSw6KHo0qs7xn\/+U6ZaKenoU75OrRjWQV\/2QPoEBkiZ4jYMwtoKWbaewV8o1Hmkz1Lc8DQY8EbY\/6Lg+hYLZlzkARjN83UXkn1Mm5k6AnbwcSnqL+MbJ0+rrJKTdfK90rpYgzZbAVbdWkvaOc9CLxgNy0LOBDQ56FkNTpJnCDg4woYYkQ5\/ankwmOw9tm9ekvQjw8iQhRdZxgg+tkQC\/EvGhU32bimOf9IPthRUUPHC7DghUYXGz12sqWSaOPXO3JOeAkKa1cb3cC2V\/A4dCn4hPdvhOGvwA2fl5UHdCOtLHIiCsyK7w9CjO4yNkJX0NjGajhXHgIvbxWrz+si8INNXP5Pgel9nwvEU8bRbPvV97WlvzG0kxMH5wqmyDU6tTZB1A2iX2RcGCvMzYERLCYRuOLp6mJitbjHTys5YvqN2JirbWR1ztXjiA1FB\/E+zX3ZNMUmT3WjdOLDrQ6qkGSx0PBHu4kX\/rsmBRcH5PpfX9XjdBxH15g4q5lByOfdC8Wr7PPB+noosk6TshP+V0FXqP2T53CVXkXLhOlZVJy1ep0\/50QoswW+fKphRbhMPXr\/+OsbTOBx\/Ez4MWQGg2Z\/xj6LVBcvmjXQfbxauINA9OMN5rIV4Y+4WYydNxlCU6fj0Wxi7wUAO9BL12tkD6zdngDoUQ1K1\/GpLbw1YWi6KK1TZJa1vaxku5Uh2l2EnfGZZL\/dE1ZBOHCZkO0zF0HCshjeviFRajWf0RV16Z46Kn2gSYYCJJMhQHihqMkRBBvUWL+cGA==","iv":"bb266aae0a1cba91e4ef4445eaab76e7","s":"62e2ea4f3a7a382d"}