Most luxury brands have lost a staggering amount of earnings during this crisis, but a lot of these drastic results could have been avoided with brand audits. Image credit: Shutterstock Why luxury will never be the same
Posted Bya Luxury Daily columnistOn In Apparel and accessories,Featured,Healthcare,Industry sectors,Marketing,Retail | No Comments
Most luxury brands have lost a staggering amount of earnings during this crisis, but a lot of these drastic results could have been avoided with brand audits. Image credit: Shutterstock 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Kefm7DDDQ5yuh240f5VO7lkbHz33JoW12MnturNzyDtJKN1U9yVV2zrKsDgwnQ1uIPNW53gW9d0rRS\/5bDESZZq+fNcQcQCcNT0qjbW1LD\/X7L8YN7ZBFfQddeutaSMw5p8jTv+pLprNmx2Hbt\/07a6DCACc7cLtENGZRswRhyQRXb8QivFd4UnuSZPzUjkY2+qYQdEUVFtyx8zvT9aH16s5YVsyBuTSqbx8FdfXrkSczhQAf8Q6yMkC8IOM6AorKjh\/s4gf8f0uv96X8XSL\/kkufaqDPUcP95Z4sgLb2mhQQCN\/58nGZkzB9pUouZqCOwE1tNhuqc3wIr50G6ldn1OYKMEH\/Cn7dPtWD5O92JgCp2KxNaqYwgGySS\/jjU6dXGtZfHxB3u52Q26kaUpE9gjHVUuzQArheJzz03FTUXVMqzatKLyT9146jz7yed1fdUKj7WODHYcxUKcoqLzWkXFRJMV40S3iKqTmvngzdpPL5pwSMoJtq5NfNejEJqE4akpdQvTNm25LvqWr9SfYKJRDwnev8t05+Fcc1oox+xm33G\/ERyaC6r83sscLDpLMs0aDYvJuzHol5Z\/hKjKQgtkcuVxHqMWzngyeW\/5W28sjU+trGiD3Ty1brEnDjE8sPktTVxWSc9Wo6irGVzGA6U90gASjxCkBgjDFCIGaAXHU6Ne7ur2FVZg6\/hecxydE+bDth4oS2hNMX7Mnjvr5I0r6ft0dUPHyNkQgrCBj0yFft6KvjBQPntcnjwZrcRuaNO4x4fj78sRzigl\/AoLgI3AmM8nBkxpsz0RwTl5bsD45YQVWbBKoZqtEoQ4ggrdifvutsVzPVnxu05Msu9cZJsIDyzsnZq8d8\/qiQe5rfbjgzz2HKpzzG1zsaxpbo0ReqGc\/1Pcu3xg7eO9HuqvDOMscD7vvreSXr31fkBcjtobLD97DWyKAkrBM5wa+1izSS\/4kzFO3dSmhX01mUV3ZX5rlStbGlQ4+d29vWwN3AgZH+aXMYSp8AKpJGXD\/1ZZlbcWREKXfUB+D41B3NDfF3BmS0kWAlXDb3HZsZGSG\/+cWi6HDi8mTtQRsXL5uzvWPVXO6ew0Y4kduy+OGI\/asiYBWHm2ykqnJXQIUBf+8SW5xsq0SQ2yuz1tT9VxArEPHjZxd\/ONaSZuUIDbpNe9p3RzedZzvd\/x7oT++8+TUKp+975e0G5CLRBvD0RPNT98OeQ9\/6PlEGfoTkX00NnCie48iTkcn9ZS6rKZeliWxmPfQm1Mo7YXpgYKc7F6d6Eis\/3vPTNNARmKZvSBAp56pmITRPatSlBcE7UNZDHWKXqEMjhNAYScGRb9WN0pXHM8eMJas1o8ABMMMfCoESSb+pMnnbj8+yeZA9jwJRPvTwHGgvz+3wANQ1WtIVfPBqmuJTB2NHAVemviic4TrW0tdD6OPZyQxFp1BqLZBXaPVg6AqZebB+nfxz0O+8AjH3TcRfwiegaFC9qBcWSU2L1dcG3+iskloM+wlyxdyGdq2KZIaiqn9tA7LSN8Pxaphnk2jFeERFGfXKQHc4ByB10v5Z8ZyOr\/5ipE62Tf3DpRFPgkmlrrm94e4P0VvIemuCrfQnGPOpZFjk07G6OaDk9tpr2ac25uifu49qaJflettxZRV9t9UsGG7Me\/oH10XX5IS2qExDgHGxsgBuInfKam8Yy4yqHvs2nKOQlOsSJR00ntuhDSl0fkHxGNbZwA1M1VeEAd1fWFWtDFHPsHiGuwSkg3Q1NckcMD3C2WHwQF8SfjY3cM5Tu45kH+lze+vua8memUE1cun27SOYIEa6iKDOEpqefsGEYLeID1wkkVqWJzePFBh5etONzQP+yAvgs5zUjI83W8huMVEmRQ4IddxEjjaPzhHx76DHtIiizVncwNdw3BQ2JL2+1aTrx5fkVvjamLTfxt6uk+TyqI2\/VuQn8WExy5WpTb\/bi9G0fs2WG\/ZZazXSRZ74+ZGuZ9oUlAEhAiDCU04s9gPE40GHiptQPk78mW\/Zj8EtazY+twyxKM7ksZWM8uBlZn8EJJXuF5lpklY8Y4wH8H1xWyRcccoVNkak1quckHqLphQQ+IHE7SNYmAFdEcNnyoUydOEdT61p3vF1ooB4kDawXrFPggvmz6Av4FMb472Bt5vS0pIpNOatlINbWqdcH3RvwNkrfqnZycw3ylToSyW66OGU6etCIYilQoNZtf5lznc9LNViWnI1nQUk2ud2\/bMWeIP7W4s4NKn0uaE5BMsE+xMseGw87xNcZSdoH8ELJqGaX1I\/T2g2nMQIwBTt37R+1kC6LfhgQiA95uX\/vxm2YXAxjU\/jPupY+qnPuHmSvUXfNrLUS1glFYI5j9J8O3KRc8BZ2YjluptfWttmMqYlN4HtOlCuLnWSa3XnlhTPetkm3Bix3M8gpGPbhXUaSMxPAPaE7Dyy2atGKesJdVTWOX5hmSsBJwP\/B+hBNtsJ4YM++1cM61Txb5j+OGk8ObYclZFbVHzxaTRI9f8yWryxH7Lnv8+1evOt3xZcNugHzmDqCg4RUnPR58k\/KNNRhFh7XZwpGFHgBaxK12dL4IXlJZU2pf257kgSb47UnK79umS2fFtuOcj8XmySc73FzZaVj167yZSpeAE7utht7gGoBj1snqq+A\/N0ifPvGxvjuHXCOo3bVT1ruQyAcPp3GtR4Y9Yj9Utb97Xwg\/VL\/yhYZE3UmWNPKHj3uEN6OCR\/i\/6yebTJiSw5AXm8g3Rhhu+SBqL3C1yn91JPcDOwNWcZwMFbiBxkYhdXDU6HtLqi0SaNj6Wntxc5Ffgt1grKgvfyJGG3VLYY64Zf6whhVWf5QOxmFS\/pQg+8IMX5lYeHqvFyTir2JgCrm8XFfbmBmD5AILanuRclSNKS\/d2o7OL7KMHzsSqWhPcr9uXMyULCyIQJgxySJd3fGc+F2QtQJpbzDMzW4QvL90AUXJ3cuu4F9AtZZKymX63+0czoOIEYYN34sCB5i1gEjk9uuwmglAU0xiM1q1pUFurljtTxEaZjIzVIl5GAZU9Gt+YPZvMO2PSoKueroYPoH\/hxjQf0Vg+zBPi3YB86DuZ\/9vVyD536aYqPzgNq1IYPcDvPCN8awSQoitOvarXaaY6PSvWvTxPelb9xL4LwkLcPnLYMROYm+O4uwMPEG\/c\/xbzOpA2fPHfZFCrz3JFbrQeaCl1C4Zhgg8uEY9Zt0GbCOaBvXVVwbODJoOyiXdDie1CrBdsJViUaq\/mzE\/dSbwyIeWIl7tG8lB\/cfS66R+0vhgg17a3EOw0+oy3eEdgdQ67KmcKaeo4VDrMtG9sGl2aLk67r\/562MS4V080v45UA6f4yTkvJo5SSSlyPDLzJk6CiXKx+kdcDcEzsU6Cem5CmOmquGBsZgVSiCQZwEdQwh8OVXabVCYykmgmYNvW9pcM8IYxDDC5VUkv5jzCBfsVduRR8y+mMvnp8kJK6E8PIsPiUxe4UQGaKd+uOicf+WTl1WnuIO+SsER1cX8O\/bVcgxmzVQHtJ3O0Q\/CBieKgF5ZT8xeD+LNw+cKNyfD0LA6+KFdwuS49TEiQpHPX50rztzwhIOgvZwSzhucmkRNtiVAXg3yF\/Sja9z4TREShqVyOAIO9jMrxU92Khi3irUhlA1FC1o2ykSAbR4scL5Ugu7\/MsXQiS1lJyr4+gyCSnCj9IzoncF5\/TRQZtUglysGDsETQ9cLQK6AcnHTEZzklcZng\/HF1qKKfEcdjAjVkIhub55p2VfvJ9ASIgQhqnddRBR3dOwZtKTOvhtgbN5VbD1UP+pR9aZCey0xOGqTmhDb1031Alan4M9WoBAOmr7k9CzUF2a80gQUImEHnO6JMirc5lvfXPqEsXH7CiExYoyAlVw2PCeGlbeBaYrWeis3OW8ymNcfq0ecflZMC6r2dTjEaEQ0Q5sMzDadZh\/8mGKVbZNrA2hWXTHPK2D3AwonBbCwG0vDl8O+\/0LyVFW3mVQShlENguMAJwje8YIlkJO7A\/Tg3zrLNlcN03XowCSEY77mbw4e+C+jiHX3VgA82xonVFrPUJwPSXSlDrRyxAUQJ7UItizrfIlsbmTVnPDd7tjQMDD5ROISMIUJzMTf9mOzGfj9M4WclO\/jaCyY7V7eVbV6rOR+kNf0JhddpGYaDvlPZwqZVZJH\/fyesEUBJnFxJDlkN+0N3GdPq8\/bkZu05YORTGMRC4JO+HHm4\/LfNov\/k89C432ghvtvN93U4voLbumK1HroI2pzL24CU9Nlad\/eahCK1nxoRmHoYsf5qxPxmuPf5nZLHFwg0JKTwNSPXJhA2Zl7maqIRtgj2h2L3Pcxjet63zKzVK8Kut2Qg8EM0cv0KICEzv2LiDTnk+OM\/8oUY+boYJ9QbaB7+EewGwUhhRI2UVaki9L1ntumrdtKxNdQyB6mr\/WHNC3hqmGcGh2+19fEle1tKX7sc+AugRprmSyJzkHvaSyPifd\/iUOjWIv7EhbuHRX\/oFHx8UGHzln1Gz09oYbzRIMmj2QxXcZ1ONDVF\/6j6+9kP7okZtuDL1vDkFrJqe+jKKUL6hNrm7xHDJE2TXfP9mGUNtig\/KAT1AL37CEvA63zHsJgfP9qaHfHJeOG6ha4slKlAKpOOwmmcTKV80DCYvUYVU1l4kI5S4BHE6mNb+FSN0JCoXch2qtXovfwth56h1c4aL+r\/SYkgeoJR+GLBkTtY\/VaUe70ZkAOQ7wrGQEY6ZtNkoz+vx5\/fYsh3yxTpk4xbABpLV\/mts65MLObsNsSt1qq782JFOWmvXDCF8h3pczuzleD58Z675UOIbJlo6tn05nlomrsvuO3bfbhZgEEJc+1x5n8SESwSNwP4HqWk4u36fVTSTAXuRTXo\/1eHAqRHngtRSr7FD\/vTWPWYLCa++d\/eZdZ4Rea7U7hHdAc\/hSJTtfyl2UtU46fJd\/YE4QHx95E5OkZr4Kj0iOPX2gOxvJgJYtfw4eTlB6jhZiF4+R5KwQ+5lY6Z+q\/RjUk2PuL\/kVhxYn88fhMRlZK0ClhLY9DGDFXB9kAQ6dUh3v9YVA3n1pMAlw4d3jANaRpC40h0t7wrHqyLKjWHZ8MGeSXJuh4gztm2MFlxpajkWbHhbW3ZxL78Tfqo+4mYay4yPGKOH1A9QysXprMAbhnqqkKA+PNNNv9yXltV8czxJddSEkSASU1OAj7ZsHYA1KiaOvn0O\/EPaLoLGkLylS+s1eomQbSyywjKO+MOIywKO1d5Xlx21T0CKZWxKTfe8p4bO85Sa9wrfFE+brq5DOhK+Iw1u3wUy6GeW+XeLSj86\/Kc1o29YwbLwRdxHEjW7BjUL7kD9iQZvSfiQVkvpfTKHROodoG3KgnmrMSSLONkjlJUCU1qxEUtArL03+xRhBgbivqN3twy5tolhJLiVJz3QwzGH26ejbZ0csUtnzLzqUnRwsdwkRQ3tfOKx4JFfEDtOmrSWFcd4z8Z5Bd+91auBQn\/Rk2GduHCvoEwP\/a8OWauQVkBinR\/yA7IEj5+6fLxA+c1hKp9WGswLngvAHUF\/Dkk8Fcpzld54hRIrwSSNtE+j0mVMWqcV\/+e6jKBGleB2U+SFPGYbvIVY9ycNRI6+MTZ4GBswxKRaU7uyRx0l1Xg3Y6zSuMJvsKWoDwLOXh+nFrJsGMiI69v+bQ97c6X5fs+b+1TurghM6hTaSP3+dTnCis6taFw4vGuqV3mwXGSeRIjCBziVFs7KBhMWRgUkSJJDXobb+0RWs22pW620fuyQ6Yy1XvNfGSjBPGyVUE\/QH6a9IhKCuPKeKyzauMgjJdxt8e9KiOhcYzmyCKbFiVKl0KErN6SMmcXZx+xM6RBjXGE\/qOPwjvgog6pO8Y2DfG3UZNstkl0LeVKuqWssLAjwJwE666HIMMX0hVquFsNBTYMENX1Qa\/I2dh9LMznm1xp2wxpDNqCdzwHlBe9U01Vy1XeKmBr1qsHoLJaXrsr1hSYGQ5Ir9UmGSddzcgci0N+fCwOfs08WI31VC3uOc4zTUQ+Nz6dYRzGW5MCDgY8HNCdX\/gv67NPIGNLJfOQThO06JCD\/6aWNDrqqfUf6w0v8YepU0hZjn3MyhtiyMHyYOphLCEjqt+Po88fMMFkbimelbsMbV2fvHcdO1IpmpTWu06g+5IFvH\/asCNIc0pVYNj2GM9Bgb0m5PqchYAkZ4zkZUEXbhaeQwqZQ4KrPnU2\/K75RUtryrUikSByKlWzLSccxnhXpMHy7\/3A337Sp21wXch1VJZLc+fL25ae+msjByle130GXyAYPaKJoR+2xS2R\/kuZWNUARCF1T2ynmD7+oW\/r2+mhvSmIo9+v\/e0rfh3QxSOYzgTeSz+jgTu4tNGagopwBybva9JJz9+37XV8iDbKH76iAfSBN5dBdXcANfelhAOc0kPSwRgOxdFrtbBNdDBeqieqlbglU9EjWDZFmE1pS90N5UdCrCAMp5OfNilkLqiAUAHLKrG6RIPc9hjdfr95hkSDb0D6wKPN7wFu4SLKM3FSbSFmJVP1pxDStw\/+KbyP7feSqMx5edaOWdSrCXgf7c+mZHv9ofNdZYhTRJsTGvE+GF23TyDmpoTqWqINXaOunXxGDQa0ZcOBVXzevv22HUud3JeeNCUP4yJDSklX7C5FfmOfpeBVV+ZCArX9fUIthm9wMqdVi3oiRc4f8ze7FiqZZsT5e6SRMDRzXD89jcTicQ2Y5WQ7dcKYEUqBGgXzmEz5JwvBUtOngxcdMpOIKHHB2L8RgYWDzeKGSD3L1MVawlIRefbUAHYCw45nCBAbEV5DhkMYJwXAKp78uc29QLHg7XFVYdQG+GHBk04A+WIYVGCSLiX60sZmdCPzYuYt4vIP46Ca5ZlFyI2jOb8rZ4CNut5lkwodgDsYLG01JZ2lN9EKtj4VUz6QuAUzwZELkGW0\/F5CovZdP42Iz3L8AJDi3t19K7oTNffpuXPfB0xz1l3VNnubvCXeMTYCBsAQYd3X3kTYKaqlltuHbFyNkMuXBn7zxivIwzwC7Jd2eha7KLXJZD8Zungk4E2RFwsv60TeTTWnA01qp4fPxXOfqNNjAThGZ8KtP03NVEMnqd2ddGW6vLPos4Ci5fUPNFCo7X1VBTA3XoKZHEboyi8w0vKUegYSMjL9Fi+Pd5sFThMrX0lk0YekOkG2fXPS+c3tn37vktS6KaOee9kyTVVNdL304CujvJQ8zpvD\/gb2NiEOu9G\/1RaFLo1rxM6ukcD5HozTKmpZqIqA+ic5bReKRflkPF\/0l3PJ9V1iwJhJrsoV5OfVYmIHw8wctNmqc8HxfdqFpxwftS5YuihDsbGzI6l71sXS5hPnXWWaEjLqozNCMdWk4oUaLP516n+N2Byr30durdj9Y5lg32PEAU718x+C2WFIhyCwj3Xnkl1N9y3ExZnwn+L8a3jP2mMUgUwFUL2BFnTBNDHtGSx9c9zt87RTAQBz8iH2wuT\/4W7KXB6IhkLJunmxd6EuiO7uCHwRstBitOGy8zMEacO3dzaqAGYpBHa6h4pcwPoj8\/SPFIEcUbAascWqGqbo9i9N4rVUAEM8IvSogltE\/+LExvvXER7zWoC2hh5ILOLvRMWHzM9h3R+yXP41lg555ZZjfjyQ3vnfoZZnisam1XyTPKgti4SllmB3Z7msHhcAW1RSje+W2MRGFYmY7UqSNutMdMy6LFOu2+K8jr0ua1TURjvzXLdFJatteNUm+Qegm5vQsvmSZAx2QVhoDb0wEyF8Phk4L\/bPSlq6EFKFFbcNAopDiwQg++vgm+XDY0Xr67tcb+pyQcZaHtUVz9dxciEhFD2pcLGC2Q3LvEOI8ThF5LjXp4gkhEy97P7h7E\/WcvmxJVn35HR2Wlgna0yZZlmbIpoKamSH5+8mzz\/OaBss09dyMwCWwq60Z7GJrA\/HgI0Pz6hwVCMes5c7qGMJ36PJ8ICNbiQ31ALq2C2f382fgrGTKr29BIsLo2N04fYZagYzj3QEyZ5qkupuM+DY3s+Cr+Rt8KSASeSybnY\/PrrXClkB0cemxLeuPqBdDMHUO15PYbe\/UvOpPxKuiTfuLcSSWQ90eLBzbiGRcAP0Z3xaQRsA0mFAWrROB6Ft822wo0Ehd5n68tBNyOXuAYP4K+2Xt14RoCUMa4f5tSXTXBObCiZMbpf8+mNpgpwMcbEQvM37rOvLzDN9L2kGbb+ai3DOEw0mIZZ+XOEUFuxmnKvxJohz8+agynW\/sQoNI\/FudhohXfDGrYVoWRlRDF3ObowMQBrxAq+RWPWQTqaa+Sf+E\/\/lIP07GpuwYMlSh8WydFszKUswy4+NM6zt29GmJ4WvwHPY3o1TCKX3HheFnXWkmGDaNzbZyKnMd1j73QyiObGZu1Tan64sYPiBJSm1XR3KfszZJ9kKfyV+S54SSIECQi6T2v+BehHSbRdJffJpvl2WVg9TMBHr20TsWZ4fDAzSZqZOiBR15Xg5gm2A+IO8+BVmFnDSniWKEIwcmD0Xt6CW2tdZbhBaRmjw0oxPcJQ\/doGNFEHbya0gJElO7JJln71NsO\/HRATOmoriA4gE\/NUVKSt4Ek0EbaqTei5XIk6z3vQFQ+W3W0H2xDmHxGwb\/Nq1TRWkQUXiP8ntUELQqe4NnlnKNJnUBR0D+V4MDMhZVCWc5s\/Ir91B8Ppgdw0SkYunMUGARDaxHw4RUvsCr6d2er2DlNHZuDo3kgKJiLcqCr5QwEInMcur12eqSy0nNykScWWevsAeL2dLyVeXMEa+ozd57CVZQ5R1FRaHt33ezBVMXZt3w2e\/7rJXTB0nrr18H3H4UUB5kO1ImUMp7yVxxrjEcfVKPePe8o9emoKf6tkoxGlnktTP5hs+ayegj4QkCA7bq6hOKn2CC2\/Toq4HHMxqtysTVXNwaAb9Od3zF9+XeaRAnMgJ1fMgvYD5ZBsSr8EhnslttHtIcddNNixiUYh2wtyi9MIeP7q3VvxqGn2Qogl3SqyXMDkqEnFYd9FWiksTpr9xBO75MAOu7tyQS0q\/n6HHngly9g1KGjzmipgsoH+3aL1hJxLGaqaUsFfTdDR1E53oDTVqJSCcesHuf47Wk7lIu9NTe21wEULZcJ+vcsDkzdmo6F81JgTQLl0ZqeKLbszOoL2y4EIz+TRYfxB7L5MpGsIg1CI25TkSkLGLPBbwJaEtkttQZt4dvMc865BdcI4eQgin1rmywgrpPvMOHTz8eB6I\/UB60i85jEZ9w\/ZXh9gyFu4Qnv5v1jKwr+765UHSz4YXkNCrtvqxFXlRi4qqXAd0M2HKb3F3OP5nRqmOK4E8GGsMi5J\/w3l1ucMaQ39NZMdYO8NO82Pbfs6fDLVcA1wccpJwqKzGXu6bV8L7LcFF2TExidZ+SNbmA3MuPeNnYlxapLVM2eLbOjE\/sh\/onXMvGbK6XByPXZHhjDQuXOA6PHlWLSnAwpupLH009RfsYgmxFoq3i\/egxjF1mwaYKvMma8ZpafqtEiYHpbjhLcKgjGhBsEJLc97gRbwkR0bMNOC5Yz16SYXKFY1fisYhotSpPwsSmKVNulRsaJgzRZQ5CXXHaCwFUILrDHiHdxUvVL1otnioJjsCux7dzVBp1A==","iv":"9f144f60c1d28cfbd559817732bdc23b","s":"cc7d23ac71d9071f"}