La franquicia es una relación entre dos empresarios, donde el que se convierte en franquiciado asume un sistema, un saber hacer y una marca, por lo que abona unas cantidades en concepto de canon de entrada. Sin embargo, hay riesgos, evitables. Sólo hay que identificarlos para minimizarlos.
INVERSIÓN EN FRANQUICIAS
La inversión en franquicias y su rentabilidad depende de los siguientes factores:
- El sector de negocio.
- La franquicia que elijamos dentro del sector.
- La ubicación dónde invirtamos.
- La gestión de la franquicia.
- La estructura de márgenes, costes y los ingresos que consigamos.
- El importe de la inversión inicial.
La inversión en franquicias y el sector de negocio
La inversión inicial y la rentabilidad van muy ligadas al sector de negocio.
Las franquicias más intensivas en capital suelen dar beneficios mayores.
Hay 3 grandes tipos de modelo de negocio que marcan la inversión necesaria y el nivel de beneficio que se puede conseguir, son los restaurantes, los comercios y el sector servicios.
Inversión y beneficio de las franquicias de éxito por tipo de negocio:
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Inversión tipo
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Beneficio tipo
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Restaurantes
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250.000 €
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160.000 €
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Comercios
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100.000 €
|
66.000 €
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Servicios
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30.000 €
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10.000 €
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VER FRANQUICIAS PARA INVERSORES
VER FRANQUICIAS DE BAJA INVERSIÓN
La franquicia que elijamos dentro del negocio
Una vez sepamos qué negocio montar, debemos elejir la mejor franquicia disponible.
Normalmente las marcas que compiten igual y que tienen dimensión parecida tienen una rentabildiad parecida.![cómo invertir en 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)
En cambio, puede haber diferencias grandes de rentabildiad dentro de un sector entre marcas que compitan de manera diferente o que tengan dimensiones muy diferentes.
No tiene la misma rentabildiad una marca de lujo o de una low cost, igual que no gana lo mismo una marca con pocos centros que una muy grande.
Así que el inversor deberá buscar las franquicias más rentables dentro del negocio a montar.
A la hora de adentrarse en un sistema de franquicia, el franquiciado debe tener claro, desde el principio, los conceptos más determinantes; aspectos que una vez resueltos arrojarán luz sobre el desarrollo de su negocio.
Franquiciado y franquiciador sellan un acuerdo donde el primero asume un sistema, un saber hacer y una marca ya probada.
Y lo hace a cambio de abonar unas cantidades en concepto de canon de entrada.
Al franquiciado le corresponde buscar respuestas: conocer si la marca está debidamente registrada, el volumen de establecimientos franquiciados con los que cuenta la enseña elegida y que componen su red o cuáles son las cuentas de explotación de la firma es una garantía a la hora de desarrollar la actividad.
Se trata de identificar los riesgos, evaluarlos y tratar de minimizarlos al máximo.
La ubicación y la inversión
La ubicación tiene efecto grande tanto en el importe de la inversión como en la rentabilidad.
- Normalmente las ubicaciones más buenas suelen necesitar mucha más inversión y son más rentables. Siendo ideales para inversores con alta capacidad.
- Las ubicaciones secundarias suelen ser más accesibles en cuanto a inversión, pero menos rentables.
- La inversión en una zona premium puede llegar a duplicar la inversión en una zona secundaria.
La inversión y la gestión de una franquicia
El retorno que se pueda conseguir de una inversión en franquicias va muy ligado a la correcta gestión que se haga de ese negocio.
Por eso, disponer de un buen equipo gestor es clave.![Invertir en franquicia de mega store](data:image/png;base64,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)
- En muchas ocasiones, el mismo franquiciado es quien gestiona el negocio.
- También existen los multi franquiciados que invierten con éxito en muchas franquicias.
- Hay inversores que se especializan en sectores concretos de franquicia.
La estructura de márgenes, de costes y los ingresos conseguidos
El retorno de una inversión en franquicia viene condicionado por estos tres drivers de negocio.
- Los márgenes: cada sector y cada marca trabaja con unos márgenes. Como franquiciado debemos preguntar, conocer y analizarlos bien. Conviene comparar los márgenes de varias franquicias para evaluarlos.
- La estructura de costes: los costes viene condicionados por decisiones cómo dónde monto el negocio y a cuánta gente contrato. Además dependen de la gestión diaria que hagamos. Se debe profundizar con cada franquicia que se evalúe en cuál es la estructura de costes tipo y entrar al detalle del por qué , del importe y del desglose de cada coste.
- Los ingresos que consigamos: Esta es la variable que más marca la rentabilidad. Así que se debe analizar bien cuánto ingresan las unidades de una marca y evaluar si los podemos conseguir en la ubicación que nos planteamos y con la gestión que vamos a realizar.
El importe de la invesión inicial
El importe de la inversión marca la rentabildiad.
El importe de la inversión depende de varios factores.
- Del sector de negocio.
- Del nivel de la marca.
- Lujo más caro que marcas low cost.
- De la ubicación.
- Prime más caro que secundaria.
- De la dimensión de la unidad que montemos.
- A más metros y más personal, suba la inversión.
- De lo optimizada que esté la franquicia.
- A más experiencia abriendo franquicias, más se reduce la inversión por m2.
La inversión en franquicias tiene riesgos
Montar una franquicia tiene riesgos.
Que el negocio del franquiciador haya funcionado en varias ubicaciones y con diferentes franquiciados no implica que vaya a funcionar siempre.
En cada nueva apertura hay riesgo de que vaya mal. Este riesgo es debido a dos causas principales:
- Riesgo de mercado y ubicación: cada zona, cada local, cada calle son diferentes. Tienen diferentes niveles de demanda y de competencia. Cada nueva ubicación tiene una mezcla única de clientes y competidores. Esta combinación afecta mucho a las posibilidades del negocio. Afecta más incluso que la propia marca de franquicia. En una ubicación mala, hay pocos negocios que funcionen.
- Riesgo de gestión: la propia gestión del franquiciado influye mucho en la rentabilidad de la franquicia. Un negocio bien atendido, con un franquiciado que haga bien su trabajo puede ser mucho más rentable que el mismo negocio llevado por otro franquiciado.
El riesgo de un negocio que empieza de cero es muy alto, cerca del 80% cierran antes de 5 años. Las franquicias reducen este riesgo pero no lo eliminan.
Hay franquicias que tienen un 40% de mortalidad a los 5 años. Incluso las mejores tienen un 5% de locales que no van bien.
Los aspectos que hay que analizar para responder a estos primeros puntos están relacionados directamente con las inversiones, los gastos riesgos que se correrán en un escenario lo más real posible. Ante lo cual, el retorno de la inversión y las amortizaciones son los aspectos claves a tener en cuenta.
El inversor que quiera invertir en una franquicia deberá conocer que es relativamente normal que al invertir en un negocio, vaya mal.
![Invertir en una franquicia](data:image/jpeg;base64,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)
¿Cómo invertir en una franquicia?
PASOS PARA INVERTIR CÓMO FRANQUICIADO:
- Buscar qué franquicias alternativas me puedo plantear.
- La inversión es un criterio básico a filtrar. Se recomienda invertir menos del total que se tenga, ya que el negocio puede ir mal o necesitar más tiempo del previsto para madurar.
- El tipo de sector de negocio. Es básico filtrar en qué sectores puedo invertir con éxito por mi perfil inversior, de gestión y de potencial de mi mercado local.
- Solicitar la información pre contractual de las franquicias en las que quiero invertir.
- Llamar y hablar por teléfono con las franquicias que consiedero para conocerlas en detalle y así poder entender bien lo que dicen los dossieres.
- Comprar las franquicias que hemos contactado y hacer una primera valoración de lo que nos han dicho.
- Volúmen de la inversión a realizar en la franquicia
- Lista de partidas a invertir en cada franquicia: conceptos e importes.
- Facturaciones que se pueden conseguir en cada modelo de franquicia: en total, por trabajador, por metro cuadrado. Comparar y ver su credibilidad.
- Partidas de coste más importantes. Conceptos, importes y contenidos. Se deben conocer y entender los márgenes, los precios de compra, el personal necesario, los alquileres y tos los detalles relevantes del negocio. No se puede invertir muy bien en una franquicia sin comprender muy bien su cuenta de resultados.
- Plan de amortización de las inversiones. ¿Cómo se amortizan los activos?, ¿cuándo se recupera la inversión?
- Cartera de productos y precios: ¿Cómo son los productos y los precios de cada franquicia dónde me planteo invertir?, ¿cuáles pueden encajar mejor en la zona que miro?
- Visitar las franquicias a invertir.
- Conocer al Gerente y o al fundador. Será la persona más importante. De él dependen la filosofía, el estilo y la manera de tomar decisiones y de resolver problemas. Es importante conocerle y contrastar que lo que dice el dossier es correcto. Además es importante preguntar mucho para entender el alcance de los servicios de la franquicia, conocer los problemas y los riesgos que tiene la inversión.
- Conocer al Director de Operaciones y si se puede entrevistarse con algún supervisor. Estas personas no tiene incentivos para la firma del contrato de franquicias sino que la franquicia pueda ir bien ya que son quienes lidian en el día a día con el franquiciado.
- Conocer a trabajadores que estan en la trinchera en locales parecidos al que se invertirá. Por ejemplo si se monta una franquicia de páginas web, será interesante hablar con los comerciales para conocer el negocio de captación. Si se monta un restaurante, será interesante hablar con algún director de local para que cuente como vá.
- Comparar información: Después de visitar y conocer a los franquiciadores elegidos se puede comparar bien las alternativas de inversión en una franquicia. Se recomienda profundizar y valorar en varias alterntativas. Como mínimo tres. Y si se puede todas las que tengan sentido.
- Pedir los contratos.
- Pedir contacto de franquiciados, llamarlos y preguntar cómo les va su inversión y qué expectativas debería tener como nuevo franquiciado.
- Pedir al franquiciador los locales que han cerrado y por qué. Todas las franquicias cierran locales. Se trata de saber cuántos y cuáles son las causas. Si alguna de las causas la cumple mi caso, deberé vigilar.
- Negociar los contratos: zonas y condiciones que no se puedan aceptar.
- Buscar locales.
- Hacer un Plan de Negocio personal para cada franquicia y comentarlo con el franquiciador.
- Hacer un Plan de Inversión para el local concreto.
- Con los contratos vistos, los negocios bien analizados, los franquiciadores y su equipo conocidos, las zonas negociadas, el Plan de inversiones realizado. Se llega al punto de la toma de decisión de en qué franquicia invertimos y cuáles desechamos.
Tener alternativas de inversión nos hará tomar la decisión de manera mucho más informada, más fría y nos aseguraremos de invertir en la franquicia que mejor nos encaja. De paso nos servirá para contrastar informaciones y detectar potenciales incoherencias que cuando solo se analiza una marca puede que no se detecten.
![Invertir en negocio de restaurante via franquicia](data:image/png;base64,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)
INVERTIR EN FRANQUICIAS VÍA CROWDFUNDING:
El Crowd funding permite invertir en una franquicia sin necesidad de trabajar en ella. Permite poner en contacto el emprendedor que tiene un proyecto pero que no tiene toda la inversión con inversores que no pueden dedicar todo el tiempo.
Documentación como apoyo para la inversión
Para afrontar este riesgo, que toda actividad empresarial conlleva, la información, documentación y el apoyo que pueda aportar la central desempeñan un papel fundamental que el franquiciado puede evaluar para minimizar los peligros de no salir a flote.
- Dossier de información pre contractual de franquicia.
- El contrato de franquicia.
- Las Cuentas del Registro Mercantil del franquiciador.
- Cuentas del Registro Mercantil de otros franquiciados.
Preguntas claves para revisar la inversión en una franquicia
Lo más idóneo y eficaz para el franquiciado es hacerse una batería de cuestiones para las que precise respuestas certeras, que le permitan acumular información para tomar una decisión a posteriori.
La forma de hacerse con este tipo de informaciones sobre la franquicia varía según aquello que se busque.
Por ejemplo, todo lo que se desee saber sobre el ‘know-how’ de la actividad viene transcrito en el manual de la franquicia, un documento imprescindible y que debe estudiarse a fondo por parte del franquiciados.
- ¿Cuánto factura la central?
- ¿Cuántas unidades propias tiene?
- ¿Cuántas franquicias hay abiertas?
- ¿Cuánto facturan las franquicias?
- ¿Cuál es el precio de venta?
- ¿Cuáles son los precios de compra?
- ¿Cuánto se paga de alquileres?
- ¿Qué personal hay y cuánto se le paga?
- ¿Cómo es el desglose detallado de la inversión inicial?
- ¿Cuándo se tiene que pagar las diferentes partidas y a quien?
- ¿Cuántas franquicias se han cerrado, dónde y porqué cerraron?
- ¿Dónde están ubicadas las mejores 10 franquicias de la cadena?
Qué es importante saber para invertir en una franquicia
Hay aspectos más peliagudos que otros y que cuesta más esfuerzo averiguar sobre una enseña; y, donde el franquiciador, a la hora de transmitir información, resulta mucho más críptico.
- Conocer el Plan de inversión
- La Cuenta de resultados o de Explotación de la franquicia tipo
- Analizar el éxito de la marca como franquicia
- Cuántas franquicias tiene y qué experiencia tiene la marca franquiciando
- Cuántas unidades tiene que van mal
- Cuántas franquicias ha cerrado el último año y porqué
- Qué planes de futuro tienen
- Analizar el negocio
- Conocer por qué le compran los clientes
- Conocer cómo consiguen ganar dinero y por qué
- Qué competidores les hace más daño y porqué
- Analizar los servicios que da la franquicia: En qué consiste concretamente los servicios que dan bajo el concepto "soporte continuado"
- Analizar las claves de gestión del negocio: Qúé debe hacer bien el franquiciado para que el negocio funcione
- Dónde se debe ubicar el negocio para que el negocio funcione y dónde ha fracasado, para evitarlo.
Marcas registradas
En este sentido, ser conscientes de si la marca está debidamente registrada o de si el franquiciador está registrado en el Registro de Franquiciadores de su comunidad son aspectos de vital importancia para el franquiciado; de hecho, les sirve como termómetro para evaluar el peso de la marca y las líneas de expansión que el emprendedor puede trazar al frente de su negocio franquiciado.
No se debe dejar pasar, ni obviar las respuestas a estas preguntas, por más reticencias que se puedan encontrar por parte de algunos franquiciadores.
Ser rentables
Estos aspectos, sumado a otros puntos claves relacionados con el volumen de la red o la cuenta de explotación, permiten que el franquiciado conozca el perfil de la cadena en la que se va a entrar.
En este caso, es difícil que los franquiciadores faciliten información directa sobre la rentabilidad de sus conceptos de negocio o, al menos, que la den de forma tajante, ya que puede variar dependiendo de la zona, ubicación o tipo de establecimiento.
La mejor opción para los futuros empresarios franquiciados es visitar ‘in situ’ un importante número de establecimientos franquiciados de la red; de esta forma pueden informarse de primera mano cómo les funciona la actividad y tomar contacto con todos los entresijos propios de la misma.
A la hora de convertirse en franquiciado hay que tener muy controlados todos estos aspectos y sus resultados. Es un seguro.
En estas respuestas está lo que buscas:
- ¿Tiene la marca debidamente registrada?
- ¿Cuáles son las últimas cuéntas del Registro Mercantil de la marca y cuáles son?
Negocia estos puntos al invertir en una franquicia
- Pagos por canon y royalties: Son importantes al considerar la rentabilidad ya que los royalties son generalmente sobre ventas netas. Analice qué porcentaje de su beneficio corresponde al franquiciador.
- Uso de la marca: Debe figurar el número de registro e información escrita detallada del ‘Know-How’ del franquiciador incluyendo el entrenamiento que se promete al franquiciado.
- Definición clara de la zona de exclusividad y territorio para el franquiciado: Debe ser suficiente para el desarrollo del negocio, ya que es importante para la rentabilidad, y protección de "posibles futuros apetitos" del franquiciador.
- Duración del contrato: debe ser suficientemente largo para conseguir la recuperación de la inversión realizada en base a la previsión de rentabilidad.
- Posibilidades de rentabilidad: Ningún franquiciador dará una información sobre rentabilidad que pueda ser luego utilizada como una promesa en firme en un juicio, ya que tampoco puede ser igual para todos los franquiciados o zonas, pero si puede dar información sobre una situación teórica de pérdidas y ganancias basadas en tiendas existentes. Nuestra firme recomendación es visitar físicamente a un número importante de franquiciados que puedan informarle si los cálculos de rentabilidad son realistas.
- Cláusula de renovación: Se debe estipular claramente en el contrato si para la renovación se mantienen las mismas cláusulas o se prevén condiciones distintas como el pago de un nuevo canon, reducción de zona, incremento de royalties o aportaciones para publicidad
- Abastecimiento: Los contratos que incluyen cláusulas de abastecimiento al franquiciado deben ser cuidadosamente revisadas para que no violen la ley, y no ocasionen una situación de dominio por parte del franquiciador al establecer unilateralmente los precios de compra y el sistema de servicio al franquiciado.
Análisis de la inversión en una franquicia
Los aspectos que deberemos considerar son:
- La inversión que vamos a hacer, incluyendo todas las partidas.
- El tiempo que vamos a dedicar y su remuneración.
- Compararemos el resultado y la inversión de la franquicia con la que tendría si montase el negocio de manera independiente, sin pagar las condiciones de la franquica, pero quizá con unas ventas inferiores y necesitando hacer en el local aquellas tareas que se encarga la central (compras, marketing,..)
- Comparar los riesgos de las alternativas
Comparando estas cifras podremos valorar bien nuestras alternativas y decidirnos por invertir en la opción que más nos convenga, por mix de inversión, retorno y riesgo.
Estos análisis le ayudarán a decidirse, pero no dejan de ser aproximaciones a una realidad que es imposible poder determinar.
Ver las franquicias para inversores
SECCIONES DE LA FRANQUICIA:
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