Research
July 24, 2015
Gucci fall/winter 2015 campaign
By Jen King
Each year, more than $28.5 billion in profits is lost in the European Union due to counterfeit apparel and accessories, according to a new report by the EU Observatory.
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7O4Qx5\/fnpb3OcqBjJ6HCwLifZpNcpY7ZveO5ddrjCP6rl2jim9Od4s\/3yMAzINTqedaS147LzijEEFkzKQaLNYnBNOaB2KEoUrIeLdfQuNDG5F5deC5VSTnWqnopCPyCeurrINsv3+Y\/D1\/zqVxE91nciM61BGU23n\/o3ppXW7\/DN06mGw4LbCEcfKOTtwAGwZrOV0zlq1PlXJU51mTyqQFEMFHVH2nAGA7KtY4gLcLbM1liiEN8WWXZWfulF6AHhxoEt37mmGd1gTug5WQH2JfsieGjoJsq8Cl9dZvy9qW4YEicfVcVU+LMwRupAIhfNM0ExktOjIsgKyoDBoz2n34X357suQmcVDeFC8bIkvU6N6bgylFnW3CsgNFTrf86hLANtLfroaIEYqrfU8Eg77WeBvxmQTsSei\/9A9pO9jhkYzVCHCeBAcJsNNLaAN5fitlcYmUKzJZwVzPg1HCW5KQfSNAH00+BgiDADlHirQLuHhFtU5twzhxgVUvqs\/U42HPfZ+NwRvg7MFvKXgONq\/gmCYycXq7jgkcDSYEDA1lMIZLGGH\/24Id6QhvSajuIY7cxFPwZZBa\/0c\/CMxKyXK5e0Via23EpQexjdSOq6Zid3XZq7vu64UyqorozRNGAfYXDvkDLh\/XzxFX7+i4IxALHywQpATg\/Y3coGmz9oQu2TJY\/lbLpMmePmK\/n2cYws7mePqN1n6dzjvB3DuCyvcDaXNy1Z+xOXHBtFyDYkt73\/2w8HaYgLpWSppUpJQRHB00GL6ZsZkr6WV1f6VkA2ime6c5JjAnvivtUIx8SxZ9v99j1eHwj9NGX3IhgDfKSmxc74LQ32fyTGB9WZLJvV7edF642dAambkUVBBi8mxNFDQT7qOJCVmdvX2lYl6c3wiC2+5HObhm1QBzTZOaHbfgT0AKUfaQI7JH97b8gzDdmZrD0\/uEBUmsiveEgvLVtma1XNsTTIMO8c5OffmumdxgwFvNGz5gASVBtekHb5tSA+y2uq9hrEHtdwuh2ohQ2NSuSKMMchCIjz84FPhgNQ6hr9wVNqdyEjK7PUVRh5zuNwniuvyzP2tMjZP8fx6GNKMHd1M0fwHnlFqwH\/wjolYh2ETso18Qk2HpCBF+WHcAxjQjHY7is85elywnOYrY\/E4VoTgMVmBalvvQzRFKX3ND1fRL7ep0t7dgCFBouQoVXtyzFFVPIZaHwdKcP33BGUOFlHbtl3IJ9ksjunPyAb2fVnmxOcXjJYqEmNuJq3msSOkKhB7Yf2ANVV1VdRgM4mm6Qw3kE6cd2F2v59gR9lsKuZvrGAlk+CuMX5ZNwzYHuTHgHtnhNWBCYWbVwpZ9mP46B3ZMQrryTUrJS\/n8wDGTJTfun5dLocVXJUYHXnn8ovYYDJoS887eufN2ZL\/axqZjB5ZT\/GOQaQhQ+BF3aTsvXZdR+dF3GQDGvnCJzvYWtyk+mnuiQLLnHuO0+bR5sC1o0dW4N9O21+Ea++1jVL1Jhk3mA+X2USAARsAKMcdFX8fS90AQ7JMjkrNapZDCW3ImMIiT\/bm2Ol44eiXOfbPb46OvsVzPACnI1ZLsNNk9ywLggh8s2erHxtflnujLbrjYy7tarm+JJAgDW4XOeQRuGww\/GjoOvY19x5aYIMONFGfrDuEc\/10d5DTso6ukCV+JacPMlsNunqTWVy94hPzcsfMptbDIQKInRs+MaDCelSrpbMM2NSXrZJkbSJmZvkSmbBlln6gvNpf8aENDBkWLmi1dT5SBOou8oxCAno12rfX00rdU5nP++m9\/QAmI3UKqI4Iyi\/wS9jOFKlyyIwbv3GBxwbTgbY0cM81D98Lov5lbJ90lUxYIFnJueCPqYECrhgdmOUVUKKMg6TuIEhCxSW2SX\/sCNq43FS\/gS9M36kiqFQykVpXBHsCEbG4fOGhs7Y1dSeL7S0PPPVpQydb9ykZCUMmIe\/RrD6WR2J8UoiV7oqxe596n\/7hyeKDpgJCqOnQ2ENeB1oxFLDM3SCty28E\/kY7TUDtnQrHsdZc8YUvT62iLuiRNh03NhCriVRTiKkoKXwxhNSuPoqiErkv9FYZc\/BPNRbYzsiJrEObJzvSLSPiqDjgrYuT4zcj\/Xc6tGHBuVjCAKkSOVx8aSgRKcT9ynAcI6YnbNM1YxY\/4RmHwWLkOAVCu3YZcsanLwQwW5D4Ccwi0oHtEjORQ3wyuiDRem85Ed\/vuAkCvTLtr0UFV+sakeIQU4+ELJomzedcIQqgizfFcSLg\/iogjaUdjuxMk0UVhLy7Axk\/RLbFfLGecydoWffSCbAqchrc35FwyHPT\/ylRNIo67avgeimveK2bBWB0pk1dunu59UEOB5ZYzeJx3PTqEFjttbPnr2zLHz3yjN7x7q6t+ka4euI+XEMHZLoqZGQHjayf5SEEu3ws6P+cHo7E3VMWssiUJVwYBkktiKGAZEOZ9Mb0\/hyITUorUR3SlbhsGNcB6+6+rBRb6YJFZxrB\/07j+Jgmaz48DIXu5CmvpeQbNcszDoTVYWvAdNgHNa8zcAy+HPM7WFepGZlyKV0iFVyTYABfJL8pbG0xs4okSVBo0TsLqSExs4l6AFic7yslhcL2KzstUblR3U9+SZ8wGKO6XchiZdRAszQEQ3Lk1GqsIPNiFKd7kyfF\/I7+I1Lt7Cn5TJ\/C9OKrR0JG7xbd1rW7RmgXrMQEYXbQh0CziXTwCvDJfPb1z\/3IXYr2o4ZISf0BUCaZotVBmwaX9+1lDQWt1j3pC7WoVBz1kXoLg6ygnO2mw0Do8+wlmIakqRg1wDUODQ5BDyx95zdkO3buxdGh6mtDtuxWULiuEgQMhKGlj+r460Q+BV02qI\/CH48lYYtCMoCqxIsGJh2PUtWOKtGwEcRTT7Ja2l7OiXHf8yYrYJQLibNysC71KEPgUCbLMeLAXrXq\/iaZDtIDGt89mc0SFMzW3ALR7HoJ1fGLUScASWq\/kxjDxvmGBxCBy7oYvjGblxo9b2FY3prggtC\/X8yyvEppEiXYA0gTzV0J8O6rzSC4n4kQd5glgSvijZQiMSPjyf4DSaUWvGMBxEStXmjCpBmIorSUMCHoWPXKARdYb1s8xQVKLgigQU7X5H+ejrXPxHSWBsze+cunOJM3fppP2DlQnpNvOUH3mFURBbbgZPHzkM7AQrOUEU2e+8TYbL0I00Hd34ih3fjYAf89M3om9QnS4X5sLwxffWiALdsbiy7ottmQXAI3R6fqLHLxNsTKVggRCtsnVCod0jHAwRsIgIrfiyLXjAojQRn\/F+us1EpXQBdcaQUm7b1XcqCvRL9ERn7QqY5cVgbNJjgVguIHFF353LKQzrDTgKrn6DiXzCBZEKwgxIbKTp2OqgalP+RHpiHHaj5wCkQl0zcDK2iIqIfI3uUuod+zANKzlynvRj+wmXhXkqB41EJmkmHcMriFZoZg1tOlPheeUj2xWI5ll3xyxsX978\/z6gr8a9kHc\/Qg0BP5EzEjyPVDJbTMGoKO5PG49cLA\/Q5uZ632l\/dNbHiGcbr8XsYof5SsYWd0gihx9ZgWZR7ed9uwanfarh8Qzors3+L7lEUPK8V4wI+ud59HEonZpApExswhQUIMWDtAp1ZuFnNtmnWTA5ozIQDb5PctigN4is6KQ5SAuW9hGInZM7rF2Dh0hEi8jyw6Adzo08ZZwqMpeTKgjac\/g76r1SctYPUrngIhSq72Qc09RltPCoOTJXwdFSJRk+lJaVy9DL2AjNlqVWhyDbH7N00mNrLstHhlRYiIeClby\/AQcEfZfeG4VTbOv7a6ZrrOsdKq4JPwyC0CkM9ZQn9KT60L8ngvi8b+YYiZ0skkTxgBEcVCITj2h5FcFKjO5mWnsQBKU49WEzY+R+odKZHME1bamK6D6nPJ+pbkpeb65PkW6lzzM0YdIFPn6So5Xdo2vLd6PeB27fNvx9G7aMNbkx+Ygo23mTtHBFBbgaeSAxJXbZsRmwdmzrFQZFc7L5Ct99FeTK9goMUxcEq+MPQ6Td35l4bLE917JK3ktW1ZojObQr\/gMMXulwCqJdzfjggfhXNJL2jG+yDj+DrGaz56pHYneLAdHpnePXXzczfXN1ztPPg\/SpDmmzkMDYU0iBgyDvr9yQdmzj96Rr0nA9I0nQP\/5TOr3ZfaIgsYlj0gQnOlXJbkV0XxRi\/uZgC\/weExDhVv6QuKiYigtSw3vb2qMdgrac3gNqJVTrpSvINwFakzRrWC0hYwXfRH3dXoBURCGAVnts+rBqoEbD4L3kl5UBxGon8h2Qo2lTmrNtGv5SX2g9UXbMwe28C24EBfYDXO3SLyxSKFXkFj079xNQ3DRn2I5bDs3X6Dp0wvBERj9nfbyE+VsKuQ3VFStD+Xzq0Pg3YnZn06tgYw7SF\/FxQXWG9p8FYQDa7smH7o5m2VI99Ebn+2rOKyltBVibZzXdTZl7fqX988q4hQXdSS3Y2QE2RmJR53T3tlONZmHbMv88O7ELTfLvVhH54RcJk3tqyccn2IkG8Tn1UitBYRKAUm70Gj9AMHLxvN00or+vj2AZX0xrod90m12MW6cY5O1b5CA42te\/lPhiZoYIFwcXA+slzQqTUb2qUIA0tB070I1By10O21kW3kzf2H8Tq3dAVBCWhqbddEYXpw2U1RR8P4ucfFAUDrIsIJ1TAjUA21EWU9ysW+6jxV9D+gz9ABueVeJ0OkZ73qSpzdMh2wBBVbYhBo5DJIpVE6B2FCdC1mowhAtgq0PTq8hog3loQb43KppiWsZ\/8xrSQXUBnLNSFEH9vKo+OMnGP4q0Sb0c7fY0frcJoBSWUOM5YtGuNJceIcjr7Xih3bP+vJG54kenJZbvz+yhdMFVsn3UFqsO81g\/\/Y08ubElXoaQKx7RlCbTtceuRoSpNoEqGDNUc435Os1K67fd7qNJqndA9ZrGx5t+pQ3M9\/GCzx983PfNnfFK0CKEEyUSSjIhF9SkCaE\/\/aSAqmUzlNYm3QdZRbDcxpe\/xse8vFGvdspq4sPvz8zqnHFS1DUtivmEN6tTYa1GAPObJp1Dk6H0UNc8VchB1qpeHNmpX1QENvK2YufGX6QbZLpPqEryebdQlD2\/0Z3KYQzHPpDsWXnzNnRKvV0x84Yo2xOyYn90iX58aJ7MPTvzcWYsz0X\/6E8eYOsG0ewBM2OF\/hS+Rp4yPSRMHTmd6M1Bbx6Pdc0pTzBF09XFJf7mwzcppFqPWcsUjsJdeunq2YP+yKSa090wKzCVuw8hUdcGMBiQBhs1dUFKycV\/Oxlfc9hpihdHWiDeblLuZFwXyPt0RdHGzee++O2ZNNJGCYS\/k88FxTknzQ8D+B+P5GIINAr4ySdmG\/RUI5TAlFIj33KRErlryZkaksdW3Y6ORc\/5oFh6kPtLajzx4h\/7OsdqLS3P92x1uABY1v+QIe+LNh4aJD\/azWHwMp8QmwS4Cnw7c0Pw3fIQHvb9PI8SC0lcOIzOrbT8VS+Pwch+YH+XfQJ+9773A3GyuRguz8O\/AQqexGNUgif5X301McRnO1OU8yEb74ArRfOhevfZeqBlR27ES4VzaRZ5Q2ytTCrsqFyxZeRimQCDuf3WQnAPTKBQPn3iQ8PEs9TZquuLjULLAa0P5Z8nBySVJwz9nygLf64O3\/m0WtmpIn9Zyev9fn4FpUZQcG2cG8aCPLaBMWiEpWR7YMv3Q8+zYup\/w5FH84FBnuLNR2+TGJTTmOeJtwXjP2i8\/wtvploVolYzANeSSg4beLkuwaYJ3NvNaNilVpmCX1PlWVa6WNS2YzdPTqLQa3DJXzFTV\/Tvu4hm0sQ1CTamQqJXXjrFLLVNxdhW47Qy5m+\/zTApJAMGRDW1FFnGEbF6I5Oopjb8uMPSYFVVialSTbSRT1drRymK0JyrTDVlMSDbWbtfkqNG+xDUR0SRFzixeOQmRV5owGoKLMvI2\/veI9DMf1xOPocDSGpeacvSlbUzk8FmVMCsORzJjNfZKJqLRqzZeXc4T\/f431L7FGijmBOzZ+g34TyXzHQj9Jsg+e+WFcbn\/WimjKj+O5FbAzGFaML9HLWDyd9oUeIoifvAmHwU5ETtXXNaM6Q0umA8A6PYzZsOudqPhaly\/XMTpNzmfNDA29ngVxLVAZcOOw86qfhAz64FZFzGyQg0IXZERtAEuY0TG6Tl3owHtK+UZVzcEjdAZz56nw2mDz6wbPGsLNjsA0nBjd9Djv6Y2yCdUDeVtO4zGwWioLljEfcEiPIFbAfFPRdYccuk0ly18YlhigijPWSfcQDzkQ\/oPaUAP2psIMPGqYuP3xSSstRQMiVjPwfVZ4CaYhhi4qhN8HwUHrDoOxfhqHur6nnZBYWu9P7JOwWaG9ZIEGXvOgoNmOh3OhjsHdxTmKmmrgO0nR+SnqJbwN3P6JF3SFj6l9H1vGCW2d9aoT257hMzSqNuxrsItn9dq1yiszKzYkqD6Dwpp3LsliqhcmKRFIfR3HPPEOdnio6E\/sMaG6jSJnG6yoZImKbBqwGA+8JDQ3OAX7BZTM+4NIZXi6Hrcc4T127H2Zmhmj3FZwz84Gp97jdmWE1xoQsJYTRHq5gxnGS4XJKccr2OFtFH6wcHvANiChbkRop6D14yIyg3gk44YeySV2XXEAHZV9\/ZqkMwS7uAR8XRuL1i7+3M1Jwp96CuwjIAfo1REn57EJpgA0PODN88XZiWovxnPO0V8nOa9WqrC6dDTd\/BQUcWKRD5lnIAHocgd9csahC\/75bcuazLzhMt4k66nkSD4dGPx1tcbX0QOYAzSaTauhzlrVxLeodYaIsByGoaDoyCny2GzgOMzsnRL\/jRe1SQB8Ge7iLfS8YCv13w58sw\/k9pWsp+WijOtVHsBIKw28sjc3f7eBBmutqUWRimlJFpoLCPpOtsqFJTXUG4BRBhVKndSXjCXn+YmylSsZ8WA27muVrDdmEECOqkhp9JBG1F+O2aBOsPLFcwdP4ifwUJChWWGIYd0xKr9B0CdKP7p4RlU8C9rXBrbkml5EOdBn2JEt9J1Cg7lSqSqxh2DvpdWxzgCC9EDwYBs95fqVC\/ycaw2kMVxqgpWg2rvSsrF21gTSE71keel5zLOXEF9xPPAzE\/lt6yx1xuu5tvnpfmsMvLbD7Uc52Ia8MqchTR9uLyRoiGjdrLYEMiqTAoGc1JSo73t6Jdlf61\/jclGHhUVjtwqFeaHEzrdS5rMhC43najtoAmZqj71EVgbKqeQztmRYoAzZg+LBArwdvzKOZHuDSdduWZiLzD+zzV9f3+cD+GSBRJm8pyDpSmtmnMG5V9lMvvneU57mHGQ4Rj2x0NzoimT1ZK6lmnjT82+XJ36B4bkuUSHbD8NKUjIuGV+Lpc8n+BgO\/iWRQpHqIZXBupm92CKL89KRWrg6Q6x1821wByagTDo7jOr2oMrVt5TaXPqH3fO2m2CPg+\/H0efVmT0dIwSsPz91NucE2EC8Y7\/Iwbm7cqhsTcp+HqR\/7zXneS4dGMGlDijPCc6\/1qB3I6EA9SGxiGDiReQX3WqSNTO4XlJ4e9kSDmFktvPuH1uDfGhiIza8p95OlN+rZy7uXK9FRX0ygtRsHXLIGud3bVk3xLCzU44s9lnVu5NWxe53f\/3xwjaQKVH\/HfpTKGJQKkWFL6R3jl3MHHaZX\/By3GO5S+UKPLzeoKO4EkbYl0DhLySlPM\/0LifHrYiBtJzdo7tcs1X+JW+d4mObIbXbdxGIXmob0SbJuw6HzI+H0jCAbeCsLTvD4E0YvFsRvM48lrPwK\/624RuK6rvLE+qmZLT6kd49EIlJENZM6sJQ9H+vBP9EpDozwCvCASC5EfXmPlLKEyAo7Jcq8CZtUqWqTZosc8X4g==","iv":"e97112bfb19d69e0dc26f1b3c4ff942f","s":"d344ab3845fbd16e"}
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