COMO ABRIR UNA FRANQUICIA DE ZARA
Zara ya no franquicia en España, pero sí concede franquicias en mercados internacionales no prioritorios en los que no abren tiendas propias.
Zara ya no concede franquicias en España. Puedes ver otras franquicias que sí ofrecen esta opción a los emprendedores interesados en abrir un negocio de moda.
Los pasos para abrir una franquicia de Zara son:
- Contactar con su departamento de Expansión.
- Presentar la candidatura.
- Acreditar el potencial económico y de gestión en el mercado.
- Buscar y presentar ubicaciones.
- Pasar la selección.
- Firmar el pre contrato de franquicia Zara
- Firmar el conrtato de franquicia Zara.
El éxito de la propuesta de moda de Zara
La estrategia de Zara se basa en adaptar su oferta de manera constante a las últimas tendencias del mercado y ofrecer a precios asequibles. ![La moda de la franquicia Zara](data:image/jpeg;base64,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)
La oferta de Zara responde de manera muy directa aquello que sus clientes piden: sus equipos especializados reciben de forma constante la información acerca de las decisiones de los clientes en cada una de las tiendas y esto inspira a su equipo creativo formado por más de 200 personas. De este modo, y gracias a sus más de 2.100 tiendas, Zara consigue una total sintonía con sus clientes. Zara es uno de los negocios que se han franquiciado más rentables.
Grupo Inditex, líder a nivel mundial
Zara es la marca más fuerte y reconocida de Inditex, uno de los mayores grupos de distribución de moda a escala mundial que suma más de 7.000 establecimientos en 90 mercados y opera ya en 29 mercados online.
Además de Zara, Inditex cuenta con siete formatos comerciales más: Pull&Bear, Massimo Dutti, Bershka, Stradivarius, Oysho, Zara Home y Uterqüe. El Grupo reúne también a sociedades vinculadas con las diferentes actividades que conforman el negocio del diseño, la fabricación y la distribución textil.
La adaptación inmediata a las demandas del cliente, clave esencial del éxito de Zara y los demás formatos de Inditex
![Zara la franquicia más innovadora](data:image/jpeg;base64,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)
Inditex basa su modelo de gestión en la innovación y la flexibilidad. Su moda responde siempre a la máxima creatividad y diseño junto con la rápida respuesta a las demandas del mercado. Todo esto ha llevado a este grupo, fundado por Amancio Ortega, a ser un indudable líder del sector de la moda en todo el mundo con sus diferentes conceptos comerciales, tanto en sus tiendas físicas como online.
Franquicias para crecer en mercados concretos
Inditex se desarrolla principalmente abriendo tiendas de gestión propia, gestionadas directamente por una sociedad en la que Inditex ostenta la totalidad o la mayoría del capital social. Sin embargo, en mercados con tamaño reducido o diferencias culturales, el Grupo ha extendido la red de tiendas mediante acuerdos de franquicia con compañías locales líderes en el sector del retail. ![franquicia Zara en New York](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMTEhUTExMVFhUXGBcaFxgYGBgZGBoYGhgXGB0YGBgYHSggGBolHRgXITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGxAQGy0fICEtLS0tLS0tLS0rLSstLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0rLS0tLf/AABEIAKgBLAMBIgACEQEDEQH/xAAcAAACAwEBAQEAAAAAAAAAAAAFBgMEBwIAAQj/xABMEAABAwIDBAUGCQoHAAAHAAABAgMRAAQFEiEGMUFREyJhcYEHMpGhscEUIyRCYnKCstEVNFJzkqKzwtLhFjNDU2OD8CVEVKPD4vH/xAAZAQADAQEBAAAAAAAAAAAAAAABAgMABAX/xAAtEQACAgEEAgEDAgYDAAAAAAAAAQIRAwQSITETQVEFImEykRRCUnGh8BVTgf/aAAwDAQACEQMRAD8As7Otwwyf+Me2jaVjSg1r8W2hBKRkSE6nf21wvFE7ulR4GijMt7VqzOWaSNzpI4yMo1ihG07ctOdrifaipLjE2VFJWrMUeacuo7jFQuYsydyVK7/7mkkrY0ZUibZuUvrURoWVAHhvo98JB4gUrnGk8Gh6R+FcJx1e4JSO+T76aLSVCvl2N1legL4x3VQYTluLl0gkPRl7IBGvpFLzuMvR5wEckioF3zyt61+Bj2UJNS7MrXQexLDumU2TI6OYg75AGunZXeHNJYKilSQSIOYjdBHZzpXUpxW8k95JrybdZjTjQVLpDNtje9iiOLye4QfYJqm7jbX6S1d2b3xQAW6uVSt4co0dzFoJfl9kf6Sjv3hPE+Ncr2nPzG0pHefYAKoHDFGJrpeERGpobmGicbSvbglsa8lH2qqQ7QXR3FI7kj31E1hI0040ftcJTMQN/LsFbkwOOKXhE9Ju+i3/AE1KzfXp3OnX6KP6aNow0a6DjwoizaDMkQNEnh2VqZhWTcXv+6fQj8K6+F3sgJd5/Nb/AKe2mo2w5D0Vzc2o103T7q1MPAurv77itJ+yj3CuVYxdp3hs/Y/BVH2LQRuri7sk5JyideHZQ5DSF3/ElwkkllszEwVDdPaedd/4rB0ctv3gfamrj1kNRGkVC5g4I3ULZqRANpbbi24nuAj1Krr8tW5OjhT3hX96qrwZPKh9zg4rbmbaG/yiydz6Z7SPfFcOOZpAWgggjfzEczSs7hZFQjD1TR3MG0LvYACCQo6zyPuFT4dYFoAbwCkzu3Gd00CTbLG4qHcSPZXi8+nc4v8AaJ9tKto3IwXcm5Q6BCUoIM79STpHfV5N+JPfp29tK6MRuP0wR2pHur4No3AdUoMdhHvp1JJUI1Y1LuAeIr6lyaVv8Sg72h4H+1SMY62N6FDuM+8UymDaxqKtKhJoN+V24CiXEg7iUmPCuvym0dzvpo7jVXAWWkGvnQcqHt3Y4OIV41KCa3YKFMNqJkAz21MLZw8I3e2jaWdfTVxi3qdMo0AvyWsmrH5KUOPGmRLIHprp1n201AALOFDWd9WE4SmPGi7aN47RXeT21qBYKZwxMkxVhrDxrpwosw0Na+oRvo7UADpsgOFTNWw6unGrwbEVy2nzZ50aDZSTbDXvqyzbCu1FMnUVOwtJ3KBjkQfZWoFlIsbq5da0T4+2iBTu8arXboSmTAA4k9tBhOGGt3fRZrQnx91LaMdbB3K0I1j8att7Stnclev0R/VWAMluJBqVI63hS8NpUwQG1nwSB96rqMXWTm6FXpT/AFVrMHHRAH/uNcO6z40K/LpO9pXpR/VXxeLKO5pY38E9n0qAQm2OrXNyn4sdpNURiSgP8pfoH9VV3seTlhTbgj6J1J4aTQCT3KIURUqU6DvoaccaWszmRu1UlQE9piKKtqmOPGQQRBHCtwZspOt1UuGer3kUTcT76guQMtajWA3rfWoxajMNKvFBnjXxaNRWSNZRVaa7uFVHLMUay6+FQZN/fWaDYGXZiqjliDwo8+1VQN/+8RS0GwGrCxE1Rv8ADlJHVTPo9OtNa2t/fSrt5hrziEFsEoSFFYHYAQTzAAVW2X2PDI8clJegPiOLqWWmUBQRCUkQfO4xzokmyJ3CPGgGEXJcdZbUJIUnXjA19grQGrfQVtu1UgZMryzc37APwBVfPgauaqZksVGbfXdWoQkXiDQOqhx9cUXs0yJ3zEd1JJ2KxDJJCyqPNQUHXvmmrB7C5ZYCXEOdVYAKk70FYOp8VU6TBZcxK/QykFUkncBvNAnds0GQG4g8VAe6vnlFBTa5xvJSjuk6x66TMGsUkEqExA17po8sSUklY4o2xRrIQO9U+wVCrbRP0PQugjlukaBI9Aqwi3SI6uoBJ08RR2/kmsy+DQsCvA82HE7iPQRvFR41cKbQrLv7eA50N2JkJdHDMD4kQfuirO2Qy2j6tZ6NYHeUmsyidmfubWrUspSpxWsA58oPcK6GI3B/0z9pw0H2Ys1KdIAkhOneTFMimoOkxA9Ma+usoX2TnkcWUHH7g/MaHeSffU1jdXLa0r+L0MwmQe4H8dKt9EeVeDR5U2xE/LI0Zp4LQhY3LSlQ+0AaE7Ur6K3U+oSEJUQOZ3D16VPs/PQNfV95qPykN/8Awzjrk073U0jOhdGR2jrtwvrOK13wSAB2AaCiFrhiFOKQSuBxzGeH41Dsfb5nVp+r/NTLhGHFd06gRIBOpA0ATxOlauiTk7YMOz7XNf7VfTs81zX+1Tbc4C4hHSEDJMAhSSJ5CDUJw5WUKg5SSAeBIifaKpSJuUhVOBN81+mvqsEQPnOftU3s4A4pHSBIyTE5kgTy1Ohqlidgpo5VJKVDeDR2oFyQAawoaw45+0aiZYUoqAeeSUGAQtXNQk+imKxslZ4UkiUhQniDuPdXGA2Gdy5EbnI/ecpHFWikZySYs/lu5tnRLqnUyMyFkkKG+Nd0jiN1a1s45AhJlpQS42eQMSO7UHxNY9tQ1lfj6KfaofhWubItfIrZU/6SeXIaeukaotBtoMXCwASdwBJ7orKsZxh99eZKUFPDOVTHCANEitG2kJTavnj0a/ums7DNZIE5UCzcXH+0n7Lih76+pxS5T/pueDlE+jrkop9qJ+RlNG0z43pfHiFV9XtW7+k4O9ANWCiuFN0rgHysjTtevioeKD7qssbWJjXo/Soe2qymuyol2iToUg+FbYN5g7b7RoX83SdSlQMd4oLt78IJbLWfoggmUTBM7zHCI386X2HCxdIjdnCVDmkkA+2fCtPskFKMvImO460KodOzPtnnulum+rCgFE6fQI9prQkJ0BpdwxkC7uT9X30xtnq+NEx9cBmeFVfhrf6af2hVHax9WRLSDBckk/RTGniSPXSmLN3/AHf3RQozkkboxfJT5yVxpuAPsPOpWcXSrMCFZZKT1TwCd48artDSo7IdZz9Yfuoq4l8ip5SFD4EEJJUEuJAJBBiSYM7zS9syygsurUFQgKVI01CQEp3alSykeNMnlOUPg6AdPjB7FUq4RiqUsKa6NS8ywokGPNGiTodJ18BUZOmFqwuxhQzM5usHEOKIGkLQFKy6dhbP2qN4dhKVN3AAhQG6ZhaWklTc8QFdIPClZW1WgSWyrKpZTJiA4goyCOEER3VfRtm8zCvg8FRSuSowo5QkFQG+QmfE0rbMooMbFgZXDzy+w1PtifkTvalXsoZsHdlbbmVOWFAR2RI9seFEdrx8gdPJKvZFMwxXBnGyo67n1B7aY2mdDSjhF2pJUUASRrmOkCd1EGcXuCIAbGhOpSNwniqmU0lyRnBtjEGa7DVBmnrtQBBZALZc85HmgT29bsolhOFXtwtKEP26SpIUmVjUa6CE79CY7KzzQQPCxrwkwy19Qe01H5STGFjt6L+IivYTIt2QTKsiZPb2VT8pNyTh6U6QOj9TiaWzoEXYJMPKP1f5qcNmLIvYjcIHGJPIdWTWcYCta1KyrLZAnq7zvonhd27qpKlZlTmO9R14kms50iahcma/jzS3FJabbUGm4SjQgEyBmJ7TVq3bbfZXbIVmLYzt9UjVOiteOYk+mssYfuFCelX+5/VXxSHv91fhl9yqm88RvC2alY26BZgOg5DcDNGhAyRPpodtPhylXADgAbAEqTMBlAmQeJgek1nSk3O4OKI7T/erIaejVbntHd51b+IiZ4JNUaOoIuWQ6mC4zKFZUlI6MmUCD+iNJ76Wtj0y7e/ryP3nKWgHxOVTngI/moUze3KFuFpxadSVwRqQTqqTrxox1EW7A8LpkW2H5zH0U+1Vavsh+ZW36pHsTWLYw+vpoWQtUDrEQeP962jZRXyK1iNWkb94hKfwpm7djQVIsbTn5K8OaFesUrPWw5UxbVFQtLhWkpaWod4ST7qy8bXXBmUNnwP406fImRWMbtuKuqSlNoVqSmVkJa6okIbHWcmJJJ6uvI0nf4neO9pPgT+NSv7bOQhK2W+olKU6HRKTMaHfvnvrSYsY12N6MHSldoCJS4pKHAZ8/pMqx3aiKq4zYoT0cJCFKK5AJIyZ4QveYlMnwpds/KApOXM2F5XQ6MylaKAGg5AwJFdK27SoIBb6yOkCFBWoSsqITu1y5iB30lsfaqCuI2AbdUgGQD1TzSRKT4giqpZ1qs9tYhwNlaF5koCSvfmiYJ3axp4VH/iBo6wv9n8KeMkSlB+hexhMXX/aj+WtXOkz21kuIXAcuApO4uIjnvSNRTViCGVPqK2HHDmEkIUQRA80zHLdS+y0ei3Zn5TcE7iU6+KqOsbiaWcNXa9McluUwDMtyU9UggjMTruiONFdnm0hLuRpTKFOEpQrfGVAkcgSDpwo0a7ItpUddv6qvamhPR0a2iUAtEkCUqifs0N6RPMVkic3yam3XFnvX9dXsTUS0gcOfzlj1BUVBYtk54WsfGKiFGdye2qoo0xb8qP+Q2P+X+RdKGFoPRTO8n3U1eUxJDDQKiqXRqTJ/wAtylzB0fED6yqi/wBQH0VLi0O8cCCPDWvYg+pYQCTCUpGp/RTBgDhRByqNwmswJjn5PlpKHihOUZ0iJnUITJntOtXts1RYPdwHpUPxoV5OtGXj/wAp+4j8aJ7b/mDvaU/fQPfQKIzTAWc2fsA9tTMJzScoEk6DcO6u9lk6u9yfaqm/BWWggAtoJlW9I5nsqOaVICXItsspkCmHAbJBSkxqhwlOp0JjlRDomekHxaNyvmjmj8TTXstaMFCiWUn4w8OGVGntrjnNsoqAlj/lt/VHr1oT5RzFjO/Vv+ImjVqgZUxoI0HZJoJ5TPzDxa++K9FdIQzPAXFBfxScytNCQBTDspfLQtZaQlSikyFAECDOknfpQXZBslwxzT76O7DNJlwnfmSkHtVnGlSy/pDjfIdwS5uuiPR27Kk53NVFE5sxzDuB3VcSq+UfzNsnsUkfzUZ2IwpKrBxzMoKS9cwNIOVxVArbbplCspWjMCRBzTMxG6vNybtzSjZ1wUWrsiDl0VFJtQCInXTXkc0HwqZLFz/9On9sfjUrW1ecn5MNM3+pvykzAy9hNO9ph0pBhOoB48RPKozytdxRfxJdszS/uXWz12gn7QPL8R6aDYa84n4QU24dkkLOgKPP57+J8Kc9srQZlSNyV7jG4A+OooLs00JvwTucI/jCujBO43RDNHaIOJOhTkqlJgaenWts2V/MrT9Un7ifxrFMdbh77KffW07OJiztOxlP3U16hxRJNqj8kuP1Ln3TWPt2kSMsa+mth2lE2r/6pfsNZkoomM6Z5SKddizKJt4GlUMR6ic0TroeW+DTC5b6Cqj9sFpKTuNMyaYpoe0UFCZkj63OoUGDNWrvD3EGMpI4KAMH8KuYTgq1kKWkpQNdRBV2Acu2lfBRchJtR6BLQTEkK17t1EGE5EQOVcKA6XL2TVlLcmkw9N/kXKuUKVwmLofrEe1JprbwhBgG3UDAzQRM7iZSviQql69tz8K0GgcQfDq/hTgMU6NxQPWSFq1GpKcyiEgmRl10EcaLko9nZpcCy2vgAfAOhdGfqAhUdYgwB84jjCge8jjTTsssKtgcyljMuFL84pCzEz2VVsHy44pZI1K9OQPRR6gPTRtnzaKlfQM2LxzcQXtHaIcWjMkGEqj0poScIY/2/QVe40Yxy8bbdaDgUQoKAykA6ZOJB51Jf2jiVQ1bulJAPWW1MkTB1Hsriyqe/g0NtATbYRcvidzh3HsG6mjYVPyJs5plx3STOhTvpV22kXDwOh6RVNGwgPwFsxoXHYPcQK6sd2zv16WyP9kffKkmGrcc1I9bavxoRg1p8SkZtCpXDhmoz5XoDdseWT+GaDYGubdB7V/eNVXZ48y+7goP+qPR/eqa8EBB+NGhI83t764vr0oSVRuBO+qKLjMkL7JisxEhs2Qs+ibeTM/Gkz3oaqxtzph6+0p/iN1S2F1YdMk/Hr3/AFW6u7dp+QK+x/FRSssuhH2StVZXiQRIQfv0Swl85Brz9podseMqXzMdVB4/8v4VFh2IJKRmWJE6nTju79almT2oWL+5jD056Qdx/lobtNduoQhaFLCUlzNlURvCAmY7aiN8kvJQDJynUajj/T6xVfGbwJCc3WTJVk0IUUqQQCD83TXsmufHH7kUZoGBE/BrcneWmz+6KE+U1XyEDmpr2zTHap+S2qwkJC2EGBuEgGB2a0q+Uw/I0/Xb/mruYgqeT9n4xZ7vYasbLrgKP/Oz/wDkNdeThPWcJ4R6hUWzaRlVqBDyFeCUOn0aVLLwrNj7NM2Ie+QOD/lufvqrBnzNyr9afv1tWyNwPgSoO9b/AK1KrFVD5Qf1v89c2mf3zOifSHrZK4cWUtlCiEOKzKGsDMdDzMqg9lb3a2pyp0+aPYKy/CbXIlKgkDKSQdxnWTA5kma15hQyjUbh7K86VZpukdeeTjGKMo24VC3R2OD10ipvVtm9yKIlatNP0nRx7zTtt9/mOx+kr7xpCIk3f11fedq2nVQf++yWblf78AjakRdEfRT762fZv8zth/wo+6msa2v/ADs/VT762TZhfyS2n/ZR91New+zgh0R7W/mN1+pd+6awq1tVOLShABUtQSkaCSTA1O6tx2vV8iuf1Ln3TWJMZgQpBgp6wIIBEGJ75oBZpuBeTy7R/mPMlogQAVLVP0QBAjv9FFm9kGkQXFr1MDRKJ/amkDCNvLho9YBwGN5KFelOm7mKb8NxP4alTwlMHJlKlEiNd401BFcbefdy+PwdWGOGT+4KubJjc03M8S4CefMD1VIvZVsoOYLZcHnAQtP1spMx40t3WIdEtQyrhCcylJXAAPfBnWKuYDtA2qHWy6nVSVEmSRA98HWmzW4Pbdo6pwwbatftyVrzZF9LhW3ldEfM879k6+iaC3lqqUoKlNysJVwVEKJGu7dTTfbXZXAA4sTEdVI13RPoG6qmO3arlCdVdIFhQWrKcoAVu46mOzfU8GXLSTj3/g43DHvTAjWGsm1Q4oAqJlSjqSSojLr3TV3Z+xbhz4tCoUmJSN2QdlJ97cuNum3zSkLA7JVGsbhqaesKsnWEZciSVaqPSHU7tBk00G6a64Qa7djZ80ZNeNbaQBwS4UblxJJgdKANAAA4BAAHIU0s7vGlHAnAblfV1PSkmf8AkndTancKqcyd8sXtqXwm4tVHgHvUlEeOnrqtir5C/NVuEwuJiRPeQBX3bhPxjH/af4dVUoJSgk6lCZnfIEcO6pzg3yUhNItbbn5S9+tX7aath1H4C1+segfaFdXmwr1xcOLcI6NS1EdYZiCZ3cKYcO2SUy0lpBhKSoiVGZVqfm86WOSCV7kdury+RJRT4oWfK+eozp+j/DH40J2eEWyPtH0qJpx2u2SfvgIWhsNkb86iYTGgCap4fsU6lvoySR1pJypmSdwkkUyyx+Tz5Y5MQL686RR16vDlEb64wYqzFBB1GkbuZAp8c8mvIx9v8U1Pb7FKaUFoSMyZg5p3iD88cKyzY/6kDxS+D5sjbhNuYI1WomOGiRB7dJ8a78oCow8/Y/ioqS2wx9hORDXVmdxJJ5khRJOlVdoEvPsllbYCdNQSDoQoecmN4FMpRl01+5qaXKEzZHVt/icqQP8A7v41Jheyz6RDrTkjKQ0FISpQUCQoqM5U6RzqzZlNmggsuqzGSoFHgB3a+miTWNWbqc3R3OYkTDiURAIA0O7U0zttKuBEu2X9n7JC3ily3aZUAAjVK1kcZUpWongBRjEsAtiejUylSoKgejQQN0xHW176A2GLWrKiptp/MeKnEK+8DVq8xxsgEtvnucAPpSkVVRXwBv8AJ3b4xcp+IXbFbDfVbUlaUKSkAADKs6iKG+UdWa0RGkqbiY+lviqlxiFoSSq3fJO+bp0D0BUVJjF6i6t0IQ10aAoA9dSuqAoHU8danOkUxQlOSivYF2GQUi4+oo/unnQexuMomBq5roDoUrBERyNN2CWyGi50agJQrKFGYVB48Z7aTbS5DfVUkZpPPTSDuPP2VOdSRXJp56fI4zHfY+7PQKREAKXHiazSPlH/AG/z01YBjQSp6dAEhRPiBomqeHrt0rcdSpXVA1Kd0klRgSDXJji4zlx2UaTSD+3N49aBvIoKQsqnOJ3REbjxJ8eFH9l0tKtmSpLOcpkyMPmZ49Kc/wC1rUSLZF0wp55QWlKV9DlEkKQkLU5GsyMo7iactjduEPuFq46NC1ArbhOVMCMyCSTKhIPCROmlJjx1jVrkbM3J2jPMXvW1oKW1A5FAEAJgdckDqdWNPm6aaaUHtG83wvUTnUNRP+5RHaaybt3XCiAHnCvowZCRmUU6j52sxwEDnQ/AMKuLp51thBWvOFKgwkArUCVKO4b/AHTWwwXro2Z/II2sCVPqWlUiABA0JEzr2SK1rBPzS2P/ABI+6KVdt/Ji5aMIcF024M0QuGlEkQEokkLJMct1MeEuFNqwlQIIQga8DlEg+ivRZxpUQ7UK+R3H6lz7prJRhmid5KxmEDenUERvkEE8dK1PaV2bO4/UufdNZTcvKCWQCCpMkgGYza6x30jGr5K7VitUhKVKKd+UEwOdPPk2UejfHALT4HKQfYKseTbA3XGZQ2SSpW/qpMZsoBO/zVVWxPCCyxcJWpUuvpWYnVOUEpMcAoqHhQmrVDJe0Q43jCS5dMgjzQTJ4oQTAHHU1xsp+bg81KI9Q9opactih5aSCJZUY13qb03mmrCQEsNAR5o7O0++goJdewTk32BLp1Tri3AQPg6gUpgqU4rMAQkAdhOvAVFi+0LyzkbCm06TAOYkjieHYBVHDlHpsxMStSjv0ynNp40yKQy+kFSlJgphYGbrFWgUJGknWnSoR8imwpXSoz5pzoPWmT1hz1rZFL3eNI13htstaHAp/MJA6qMstnTNCpAMHXspvulagDhNO1QIuxNwA/Kl/wDb9+m5o6eOlJGFLWH1FCCsw6YHIHMSewAVNgeNXCiGwvNnKSJSlRBjenkToI3a7qA8I7rL+2zCipheUlCekBPAFQTE9+U+irTuA3CUt9Q6tpMZVqIB3TlSQDEGN+tHcMsg66E3SVJbUDIQd43QSEkRrEeun1+2smjC1Ik69dSc3Ib+GlOqElGSYsI8sdkd6VD/AKv/ANqLYL5Qre6XkYbUtXLJHp62lYli+GNB4pQjKJAABJ4DnWs7AYO1ZWuaPjnNVHkOArjyrFjhuaOmMJ2kM9/tNbsfnCeik6ZiCP3Sa7ttprFyMr6P2gPvRWG+UjFS+8UgylJjxpWtcLJGbNl7v/7RhghKKco8iSyuMqs/ViFtqEpWCOe8ekaV9LU7oI5g1+YLG/vGDLT6wR2n31o2xnlGcUtLN0AF8Fp0CvrCpZNDFq4jw1HyasloV8UEDePVVe8eUprpGzB37pn01WuGW1NBRuHOkjcF6Ty6gEVyYdFknKkyuTOoLksOWTLsgoQe9IPtFD3NlrIGVMsjvAHvof8ABQd4KvrFSvaamatUDc2n9kfhXp/8LP8A7KOJ/UY/0k4wfD0/Mtx+z+NdKw2xPzGT4A+yrlo+tIhIgcgIqW6uX1+a6439QN/zINI/pORfzt/+hWug/SBL1hhw1U0xA4lvT0xXdnf4e0IbcZQDwTAHoFVsZF0hsq+EvuDiFtsLAHOMgrN7vCblwlbalKk/NTA9AkCpP6c1+pv9ykdUn+mjUnb3DV+eu3V3gfhQm72bwV4lUspUeKHcp9Ex6qy+6sbhswsOA/SSQPTNeYw+4c0S2o9oIPtNGOi29SYz1Dl3yNmIeTO0VnVa3oBWmClZQsbwd6SDwpfc2NuW7rVsuWzikJcDKhJQI04EagHTtqkixUZGsiZChG6pg3cs6wpI5gn2irY8c4/zX/cVzXwa9sw6ypsuKbypRLbYiAhIhPm794jx1rP/ACtXqkIacRkBUpSVdVJJgBSSJHDra9tcYFtY6yQHQXUHeCddTrHOlTbRguvZ2yeiyphOvVVACurzMDdVtvAPIQXV8pahmREkZesVCOc8R7IrUfIwlLdm86laS6t1pJSD1ggQBmHCS44fAVmdu18Qg5RplBIj6Q3ju9VFth9oEWbwLpyoUtAJgkDzjJjWNBu51LE1fCDkbfLNP8sPXs25/wB6B2S25+ApD2WxQuJLCvmAKT9U70n6pI9PZWhY1cWmIsdGLhggGRkdQYVBAM5pG/lSNg2DNIbbeCSl1TaAoySOsmVCN2pE10SqiK7JceUBaXH6lfsNZLaOlKgQcvv7DWoYymbd4DWW1gd5EVk6QZjj76mkOzX2tsOhs2LYIJKG+soGCSUrCcvOCtJPiKhfxQXCEqykL1StP0hxB5TNIG0LamnEtiUgNo4k6kSqCeGafRR/B0hLCVBJ66QVHMTJ7juFMzRfoI4jbA5AoDOUSCSJykiQY5j1xXSnW0ykIKgkJISkx1c0KjQ7q8m8YWpIK0ZQDJUDIJy7lcOMjsFVLi8GdZQsAK80pB0IVO6OIMVNT+6q4BOP23YCxFtDSgEpykgn50gK4a7+OoqC3vujGkQd4IBB100NTY3bHMHCYCtIExoOE899CbndXVDiNnVjrZdGj4HZFxkPhwIKirqhKYJTx1Op8OFW7lzqZjB6gOu7UcaEbOXdsLVkOPEOozwmDqpRJSNx58+NWsaWoIZbSUhTqkIBVokaSSqeGlSnyciat0KGGFPTAkdWVGPo6mB6q/QOw2wtuw2h5aEreWM0kSlGYEhKUniAYJ37+Ffn3Cm/lCEKMZl5DGuqlBMCO076/WgMEJG5I9W4D1UofYibTYEbZPStulLecSCJyhQIG+ZGYpHiOVZxtTc3bj8ozLSEpAUkEgjUgkhMTBGnDdWyeUVwJw99R4ZN2v8AqIisXViqNNVJ00ExxPbRUVXJ6+i00c+NtummRWWH9LekwcqSDr3AU67Q4iGLdSuQgUE2NcKmg5qQd076F+ULEtUt+Jrxs0vNq1iXUezkjePBvfbE66dQoyTqTJ76+pebSka/vVQecROormUch6K9k8/svfDETuHiTUeJXwJSpsBJEazrpuqtKDwHorkoRwrGP0B5O8cF1agE6xB7685LbpTwnTurLvJXjHQXBbJ6qtR38a1/aNiQl1PjU8E/FqPwyuWPkw/lFlpYqZKqD4fcSKJNrr3mjxLZaSasoNUSupmnalKIbLKmwRrVJGGpb/yuofo6A94q8hVeWKi18jJtdFNFyFfFvJChu1E0Ov8AZhA+MZH2Rx8aJv24UdaIW2gAqWTHS4OnHlT7M1fsQSc6N8zz9VCMSsVApAPVgjXu0NaximDh0EpgLpExCycCsq0ER66ljgm2WnKqEhVoQdRHbXISUkGRpRq9YUFKy8/NNRKWwvNmQpKo3jdPvFJKDj2FSTBCrdJbKUCDmQQNwABUT6c1K+JsrOgSTCtQASZgjcPGnR+0I83rDsNfcOdS26lS07iJ07eNS2Jcossl8MSGtn7haHHEtEpbRncJgFCYKpIJndrpWp2n5qgcko+7XsAw0IcuFlwuIuEODLAgDWB29Ux4VG25lt0p4jKNRroImKN2M1SsoX2ja9Y6vvFI6sPbDSrpJUct0UFOkBI66SO+Ip7dbDiVNmQFAgkcq4RsiwEkqcdyiVHrADQSTu5eymoRsSdsL1Di0ZCFQkkkdpED1GmCwADSEzoEJG/spIulyVKAMSYnUgTpJ57qYcbsksC2WnzC02vfJMjUek0asCZJb4appmd5czrEbwCSj+X118LZCD2iurVLj2rCVrA0JTwMAwZ76prvUBKsyoKdCmdZmN1IxgO+VBIPtqqXSdDV28v0rSUgf+moHbcBpCpEqUuADrAga8tQfTWg5UM3xQet7QpSjzwQtJgp00VvnlFMm2lulVuCsbigzyk5TULTyr91m5aZIDcJeGZAClBA1CdJ1MyfdVrbxBFrrpq2nxmfca0YtdicCXYLDam3AQS2pK8sb8hCgPGIrb/KDt3cWvwS4tS0tm4aJ66Z6wyqEFKgRKVH9isRwxLYhb6VloGIQpKVKMTAkHTn3ir20GPodR0DaCllLgcazkFaAUKCkHLoesonup0gI0K18qJvkuWt0220lxlwBSSqFOgSlOvmgwdecDjSPi9mVqSW1gDLEEAmQpX9qBYMR8Ib10Ckk9oGpHopjxa0cS5laKQhIEZhJIIzSCeGseBouNlYZ5wW1OkPWDMBtlCRpCRWe7VXOe4WeA0rQFPQg9grNbx6VLJ4k14f03FLyynJHVrJrYkgIpOtfEM6bqIgCJ/96qvYM+22VOOJCsvmg8+cceVe00ecmCWcPWrzULV3An2VKrB3RqW3APqn8KNr2yeUTCgkcAAAB2VKxtU5xUadRjXZuRftnuicSpIIKT/6a/QGz14Lm1jeY91Y9iT4uIKUZl9iZPq305+Tm8cahtxKkfWBHtrn1OP7N0e1yWwTV0/Ybs1ZFlJ4GKLJNU9oWcjgWNyqt4RdJkEgEcQa9bTZ/JiUjzdRh2TaJAupm3KaWmW4nKmO4UFxxlAIUkp7RIow1CnLa1RKWJpWRsuVbSZoQ3cAcR6asNXqd2ZP7QppxFRdKasMqSN81WadSdyge4ipimovkaqLjTo4VXxCxDo5KHGuEAirTbtRlCui0MvpiHjWy75WVBIVP6NSv4cNApsAgcuynd26QnVS0p+soD2mhGI43YRDlw1PYsE/uyaG59Mfj0JzuHJnVHqoRieC5JVPSI4wDKfUKa38Vw3hfpT9bX2pmqRxZgq+JvLRxXBKldGf3tKVpehraF60+KSVskEQQULVEHmnX/01Te2lPz0+vSne72mIbh23MjcoKBQe5QBFImOPtOkqSjKTvAM+6hW0ZTkwxgDwuUkhIFSYxgSnGloSlXWEdUjjv31T2TQ6lshotxOucgEemjjjl3wdth9tNYoIA8nz4adCTmUsIgFOWAk5iD1jqdBVxnZC6Ww2h1tJU2koAUNMsmIKTyjXSnLob5W51r7KVK9iak/Jt+dfhAQOXRR61Jpaoa0JGGbN4japKGktEKUVGSRroPRpQV7Yu96VbhYbOYzlCurMydDrBPCtROFXk9bEAkdnQj2iok4a+ox+UT4LZHsrUCzMsawS8U2c9o0I3FtJzcBpl39xoQ7s3cltChbkEAg6EKOpMqB0B/tW0ubLXB1+HPH6pzfdTVJ3Zt6YL12Rz6wHrArUbcIWw1i4jOTnQoGMpCgmOfImje0ODvXLYRmTAUFcd4BHvo67sU4dQ/cHvWE+01QXsOqYU+53F4n1JBo8gsSLvZK5bTojpBPzdSNOXKl+9SEqKFAhSd45Hka1HENiA2y46XHOohSv/mI6oJicgA3VnOG4WXmLq41IZSknXi4rKFE6boOndQClbs52fjpdTEJJBiYOmvokeNGsXStak5ZISkJnME8VHcSOdC9nWJKu1KhPhTFasNLBLgSTOk8oH96DGNcd2as1eY44juXI9Cwap3OxGYdV9CxycaSr1g+6vV6vJwaqcnR6M9NCgHd+T1WvydhXa2tTZPgYFL2K7BqCSAxcNnv6RM/ZBIr1ersWeV0zllhihIuNnLhBiEnsCgD+yqDVZ6wfQJU04AOOUx6RpXq9VlKyMo0d4djDjJlET2im3AdrHHVjpSN4g16vU6k+hPZraALi3jjHrpct7gtkpUNRXq9UvpmRqUo+rK66CcYy9lDGF3Tx+Kui0P0dT6xuoQrZe9V5z3Tf9rif5FCvV6u3Nk280cmOF8FC52EvyeolA/7XD68grhryfYgAczalfVuAn7wM16vV4+b6hOPSR6GPTRfsja8nOJhWZEN97wn9wU122yN6EibtxCxxS6r3JANfK9XC/qmf1R1rRY32FMPwnE2yM2IpcTyW1mMd8ipsQwW7eOuILbHJttKfWVE18r1K/qup6sP8FhXNAu48m7Tohb9w4f0iUk+tJri18mdq3Ml0k81lP3QK9Xqv/EZnG3JkvHjTraW7TYK2QcyemJ5FxceiavubHWyzLjIV9YA16vVBanLf6mXeDH8Ba2w9DaMiEwn9Hh6DVR3AmSZ6JE90eoV9r1M9TlfcmDwQXo5ZwttsylpCTzAq068tW9xYHJKsvsr1eoLUZFzYXig10RFWsakT8914x4JVrXnWWRqS2fqsLX/Ecr1ertxazI+zmy6WC6JWbYmOjafI5ptmED0qmplWzo3tvAfTuGm/UkV6vV6cZNo4nFIqrgbzbD69264fQk1FmQN79kPqsOOH96vV6nQlHLeIIGguVk8mrVtPonWp0KeX5qcRX9pLY9ler1AFHFxg7ygc9q4QRr014IIO+QKTndklNsXLITZS6AAS/qmFEgjLpIB4g7hXq9WqxroF7NbPvWrgzKaE5pcEuJSIOuUQTO6Keba+KAQh1vUycrCwCYAmBoNwr1erbEByo//Z)
El modelo de franquicias de Inditex se caracteriza por la integración total de la gestión de las tiendas franquiciadas en áreas como el escaparatismo, producto, la formación de los recursos humanos, logística etc. Esto asegura la necesaria homogeneidad en la gestión y la imagen global de Inditex ante los clientes en cualquier país del mundo.
Información del portal de franquicias más importante de España.
OPINIONES DE LAS FRANQUICIAS DE ZARA
Zara es una de las mejores franquicias del mundo. Su modelo de negocio rompedor, en continua evolución y mejora desde su lanzamiento la han convertido en una de las campeonas mundiales del retail y de la franquicia. Todo un mérito a reconocer a un empresario español, como Amancio Ortega, y a un superequipo de profesionales que hacen de esta marca un modelo de negocio mejor cada día. ![Zara negocio de más éxito de ropa en el 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)
La suma de cosas bien hechas, con coherencia es la base del éxito de esta marca.
- La renovación del surtido constante.
- La velocidad logísitca, de diseño y producción
- El formato de las tiendas.
- El diseño de la ropa.
- El precio inigualado.
La opinión de esta franquicia es de excelencia. Aquellos franquiciados que han conseguido sus concesiones en diferentes formatos, han sido muy afortunados.