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		<title>El vórtice de multi-canal</title>
		<link>http://www.blog-crm.com/papers-in-spanish/el-vortice-de-multi-canal/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=el-vortice-de-multi-canal</link>
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		<pubDate>Mon, 11 Mar 2013 16:30:53 +0000</pubDate>
		<dc:creator>René Lefebure</dc:creator>
				<category><![CDATA[Articulos en castellano]]></category>
		<category><![CDATA[Multicanal]]></category>
		<category><![CDATA[Parcours client]]></category>
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		<description><![CDATA[Traducion de Alvaro Soto Loring (étudiant Erasmus IUT Roubaix) Los mecanismos existentes para medir el rendimiento de los dispositivos de comercialización se basan esencialmente en la medición de un objetivo en movimiento, un blanco versus un  dispositivo no animado que se desea evaluar. Esta lógica de comparación funcionó a la perfección durante muchos años para [...]]]></description>
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<p><span style="font-size: medium;">Traducion de Alvaro Soto Loring (étudiant Erasmus IUT Roubaix)</span></p>
<p><span style="font-size: medium;">Los mecanismos existentes para medir el rendimiento de los dispositivos de comercialización se basan esencialmente en la medición de un objetivo en movimiento, un blanco versus un  dispositivo no animado que se desea evaluar. Esta lógica de comparación funcionó a la perfección durante muchos años para establecer las creaciones de desempeño, ofertas, dirigidas, por lo que ¿por qué debería cambiar y renunciar a cualquier mecánismo tantas veces probado?</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">El hecho de que el marketing ha cambiado, ya que, como se señala en una pantalla interna Médiapost &laquo;&nbsp;Con la proliferación de los medios de comunicación, cada vez es más difícil captar la atención&nbsp;&raquo;, y por lo tanto tuvo que aumentar los canales de comercialización  de la comunicación a la atención del cliente.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Volviendo a los principios básicos de nuestro método de ensayo: se establece el rendimiento mediante la colocación de una doble hipótesis:</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Supongamos que el objetivo recibirá el único dispositivo que se desea medir</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Se supone que el testigo no recibirá ninguna comunicación adicional.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Esto supone que el blanco y el testigo se aíslan de los demás dispositivos relacionales o de marca promocional en el mismo período.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Este aislamiento (el &laquo;&nbsp;efecto único&nbsp;&raquo;) probablemente era pertinente cuando las campañas de planificación fueron muy espaciadas en el tiempo y las acciones fueron coordinadas por un solo dispositivo de canal. En efecto, antes de la aparición de canibalización entre dispositivos digitales de promoción era raro. Es cierto que existen aspectos de las relaciones y la publicidad de marca relacionada que podría intervenir pero los controles mecánicos tuvieron éxito en este contexto. Si antes de que podia considerarse que el diseño experimental fue respetado, ahora no.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Antes de que tuviéramos &laquo;&nbsp;ratas de laboratorio&nbsp;&raquo; aisladas en jaulas para evaluar nuestros dispositivos, ahora tenemos &laquo;&nbsp;ratas cayó en la naturaleza&nbsp;&raquo;, que &laquo;&nbsp;alimentan&nbsp;&raquo; un cóctel complejo, cuyos efectos son mas dificiles de entender.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> En este contexto de avances muy importantes, algunas empresas están llevando a cabo proyectos para reformar sus instrumentos de medición para garantizar la adecuación de las decisiones en la elección de los canales de distribución y los presupuestos.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Por desgracia, muchos no han aprendido la importancia de la cuestión y siguen buscando los resultados de las pruebas, que sorprendió por la reducción gradual de los efectos de sus dispositivos.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> ¿Todo su trabajo no serviría para nada?</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Es importante asegurarles,que no su trabajo de  dispositivos, pero su medición se ha convertido en obsoleto e incapaz de llegar a un verdadero análisis.  Para concluir esta introducción, antes de jugar campañas como jugar a las cartas &laquo;&nbsp;en la batalla&nbsp;&raquo;, ahora jugamos puente &#8230; las reglas no son las mismas!</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> <strong>Primera prioridad: revisar las medidas</strong></span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Desarrollo e industrialización de Digital ha cambiado tanto la frecuencia de solicitudes y canibalización potencial a través de canales y dispositivos. Acciones &laquo;&nbsp;facilitó&nbsp;&raquo; versus &laquo;&nbsp;no animados&nbsp;&raquo; medidas entre &laquo;&nbsp;animado&nbsp;&raquo; frente a la &laquo;&nbsp;animación diferente &#8230;&nbsp;&raquo;  a menos que uno sepa también cuantificar, definir, evaluar los contenidos de esta animación compiten a menudo debido a la falta de trazabilidad y muchas veces por la complejidad organizativa que no facilita los intercambios entre canales.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Por último, podemos juzgar la eficacia de un dispositivo en contraposición a una zona controlada.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Casi como si se consideró el rendimiento de un medicamento &#8230;. al no verificar si el paciente sigue otros tratamientos.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Construimos una medida de protocolo falsa, que niega las interacciones: un poco como un avestruz metiendo la cabeza en un agujero sin eliminar el peligro. A pesar de las imperfecciones de las medidas, las decisiones por desgracia a veces son malas.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Este &laquo;&nbsp;vórtice de multi-canal&nbsp;&raquo; permite tener en cuenta la aceleración de la velocidad y los dispositivos de frecuencia (email, sms, etc ..) que se establece en el &laquo;&nbsp;campo de fuerza&nbsp;&raquo; de la comunicación que la empresa envía a sus clientes (obviamente todo esto es integrar las fuentes de comunicación en una base de datos &laquo;&nbsp;interacción con el cliente&nbsp;&raquo;) para un mejor control en la construcción de las áreas blancas o ciegas.<br />
</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">En este mundo de una exposición superior debe tener la capacidad de recrear el &laquo;&nbsp;silencio&nbsp;&raquo; sin poner en peligro la capacidad de crear negocios para la empresa. El primer desafío consiste en &laquo;&nbsp;reconstruir&nbsp;&raquo; sus pasos mecánicos para garantizar que las decisiones son buenas, a menudo garantizar un buen sello del &laquo;&nbsp;punto ciego&nbsp;&raquo;.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> <strong>Segunda prioridad: Las palancas de quiebre para evaluar la estructura de la multi touch</strong></span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Para los jugadores que han establecido varios dispositivos de canal, hay una necesidad de construir una cartografía de los efectos de los diferentes dispositivos en la decisión del cliente. Comprender la contribución a la decisión de cada uno de los canales como las redes sociales, papel, adwords, etc .. (Con el tiempo, la investigación cualitativa 1):</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> &#8211; La contribución de la tecnología digital frente a medios impresos o es del 10% o del 80% en la investigación preliminar (más del 65% de las decisiones de compra de un producto adquirido agencia víctimas son precedidos por una búsqueda en línea, ¿cómo ignorar la presentación de ofertas en la web ?)</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> &#8211; Cómo priorizar varias palancas en la decisión: si los blogs especializados pesan en la decisión de 20% frente al 5% de los contactos para el libro de la cara, mi animación y mi supervisión de la red no tienen la misma dirección, y mi política asignación de mis recursos y gestión de contenidos tampoco. Estrategias en la actualidad la transferencia de algunas palancas &laquo;&nbsp;clásico&nbsp;&raquo; (la letra para que sea simple) para aprovechar digital (facebook o correo electrónico), bajo la restricción presupuestaria comprensible lógica puede tener efectos destructivos sobre la estructura de clientes.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> La impresión digital es basculante para un descanso en la lengua, un ejercicio de desprogramación clientes que optan por adaptarse &#8230; o no, y así romper la relación.  La migración de un canal, no hay que olvidar que el canal de destino no es así cruz. Los clientes de impresión o digital son diferentes en términos de fidelización, promociones (no compran los mismos productos) y tienen perfiles muy diferentes puntos de vista sobre los márgenes inmediatos y futuros.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Pagar 10% menos en una adquisición de blanco no es rentable, o tiene un valor menor al 30% , es una mala apuesta para el futuro.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Revistas económicas a menudo se convierte en ejemplos de la maximización de beneficios a corto plazo, algunas de nuestras decisiones diarias se acercan a este comportamiento.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> <strong>Tercera prioridad: controlar y comprobar las secuencias de adquisición</strong></span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"><strong> </strong></span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Todos los estudios muestran que la combinación de canales que resulta en aumento de las ventas (al final el cliente es más animado), tienen también un cambio en el comportamiento de compra (comparaciones de crecimiento, la complejidad del proceso, el crecimiento de infidelidad). Además de la &laquo;&nbsp;mezcla es hermoso&nbsp;&raquo;, se podría añadir que la &laquo;&nbsp;mezcla es horrible.&nbsp;&raquo;</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> En esta lógica fundamentalmente antidemocrática por lo tanto se debe colocar en la &laquo;&nbsp;cadena final&nbsp;&raquo; que se concederá el máximo de resultados.   Y la venta se atribuye &laquo;&nbsp;al último canal&nbsp;&raquo; contacto (dependiendo de la compañía que usted puede encontrar el punto en línea, de venta, a veces el correo, etc ..) sin tener en cuenta otros dispositivos o canales que han contribuido a la decisión cliente compra. Esta es la hegemonía del &laquo;&nbsp;último toque&nbsp;&raquo;.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> No es fácil salir de esta hegemonía (como lo es también difícil de contrarrestar a  aquellos que deciden después de una reunión)</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Por el contexto de la aplicación del impuesto digital para transmitir a los puntos de venta</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Por los trazadores de rutas de los clientes no se imagina.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Hay razones organizativas y / o técnicas para elegir el &laquo;&nbsp;toque final&nbsp;&raquo; a &laquo;&nbsp;multi-touch&nbsp;&raquo;, pero borrar la parte contributiva del relé antes de la decisión puede ser muy costoso e irreversible. Dada la importancia del mejor control de múltiples canales debe pereseverar la lógica de &laquo;&nbsp;seguir&nbsp;&raquo; el rumbo del cliente en su decisión y &laquo;&nbsp;preservar&nbsp;&raquo; las rutas de esta memoria para desarrollar arriba la lógica de la venta cruzada y la de retención.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Esta memoria de &laquo;&nbsp;secuencias&nbsp;&raquo; es entender cómo combinar los diferentes canales y dispositivos para desarrollar la relación con el cliente.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Actualmente no es fácil de implantar este seguimiento, pero hay que evitar erróneamente atribuyen el aumento de &laquo;&nbsp;última&nbsp;&raquo; y omitir los demás elementos de la cadena.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> <strong>Cuarta prioridad: Curso de Cliente</strong></span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Todavía es bastante complejo para controlar con precisión las secuencias que conducen a la adquisición del cliente (el curso de Prospect), es mucho más fácil de rastrear y comprender el Guest Curso para el desarrollo de valor.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Es más fácil conservar las diversas interacciones, los intercambios, las transacciones en virtud de diversos canales para entender la lógica de contactos de clientes y distinguir:</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> &#8211; Diferentes caminos,</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">- El impacto de la segmentación</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">- O eventos</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> El cliente tiene un historial, una evolución que debe ser tenida  en cuenta para predecir su futura dirección.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Como dijo Salvatore, es poco realista creer que un cliente Web que compró un artículo con un descuento del 70% en un año, se convierten en un adicto de la marca. Descifrando el plan de inicio de la secuencia que determina la animación.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Debemos entender el viaje del cliente e identificar &laquo;&nbsp;puntos de referencia&nbsp;&raquo; en el camino, es decir, el &laquo;&nbsp;momento&nbsp;&raquo; favorable para el desarrollo de la relación.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> <strong>Quinta prioridad: la estructura del ADN y gestionar las masas de relación</strong></span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"><strong> </strong></span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Entendimiento del Cliente curso es una de las relaciones con los clientes &laquo;&nbsp;hélice&nbsp;&raquo;. Expresa la materialización &laquo;&nbsp;económica&nbsp;&raquo; del comportamiento del cliente. Pero en un modelo o interacciones intensificar y multiplicar, debe ser la capacidad de llevar a estas secuencias hélice de comunicación que han sido llevadas a cabo por la empresa.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Para entender y controlar la vorágine de multi-canal debes crear un ADN de doble hélice relación con el cliente:</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> ¿Cómo me comunico con el cliente &#8230; mi memoria las medidas</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> ¿Cómo respondió a mi petición las  medidas de memoria de SES?</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> La yuxtaposición de la doble hélice de la relación con el cliente, la construcción de la MES-SES, nace la comprensión de la complementariedad y la eficiencia de los conductores multi-canal.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> ¿Cómo se ha construido la lealtad de marca mediante la combinación de la web to print frente a la WEB SITE, y cuándo o en qué ocasión?</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">¡¿Esa es la cuestión!</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> En este nuevo mundo, ya no parece existir receta simple y básica (lo siento, no te puedo decir que la masa se llama!). Debemos aprovechar este ADN, que es específico para cada empresa.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Así que no hay solución lista para usar que ofrecer, pero sólo una advertencia acerca de la parte obligatoria y una ruta peligrosa.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> <strong>En conclusión</strong></span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Los que han tenido el coraje de leer el artículo completo dirán tal vez es un futuro que no debe cerrarse, no es para mañana.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Tal vez, pero tengo la sensación de que llegue mañana &laquo;&nbsp;más y más rápido&nbsp;&raquo; &#8230; y para ser competitivos a menudo de acuerdo en ir un poco más &laquo;&nbsp;rápido&nbsp;&raquo; que sus competidores</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Mi aliento y mi agradecimiento a aquellos que se atreven a enfrentar este gran vórtice que nos ayudó a alimentar.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> Para terminar con una nota de humor, una frase de Diderot:</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> &laquo;&nbsp;Vamos a hablar en contra de las leyes sin sentido hasta la reforma y ​​mientras tanto nos sometemos a ciegas&nbsp;&raquo;</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> &#8230;.. Siempre he sido un poco rebelde! : Lol:</span></p>
<p><span style="font-size: medium;"><br />
</span></p>
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		<title>Quand la COCOE se met au GIGO</title>
		<link>http://www.blog-crm.com/non-classe/quand-la-cocoe-se-met-au-gigo/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=quand-la-cocoe-se-met-au-gigo</link>
		<comments>http://www.blog-crm.com/non-classe/quand-la-cocoe-se-met-au-gigo/#comments</comments>
		<pubDate>Fri, 23 Nov 2012 12:10:58 +0000</pubDate>
		<dc:creator>René Lefebure</dc:creator>
				<category><![CDATA[Divers]]></category>
		<category><![CDATA[Etudes de cas]]></category>
		<category><![CDATA[cocoe]]></category>
		<category><![CDATA[gigo]]></category>
		<guid isPermaLink="false">http://www.blog-crm.com/?p=1996</guid>
		<description><![CDATA[Les hasards de la vie font que parfois on retrouve une convergence curieuse d’éléments dans la même semaine. Je vous donne d’abord la chronologie : -         Mon cours en Data Mining sur les mécaniques de chargement des données et de contrôle de leur qualité -         La lecture de l’article de Stephen Jay Gould du tableau de [...]]]></description>
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<p><span style="font-size: medium;">Les hasards de la vie font que parfois on retrouve une convergence curieuse d’éléments dans la même semaine.</span></p>
<p><span style="font-size: medium;">Je vous donne d’abord la chronologie :</span></p>
<p><span style="font-size: medium;">-         Mon cours en Data Mining sur les mécaniques de chargement des données et de contrôle de leur qualité</span></p>
<p><span style="font-size: medium;">-         La lecture de l’article de Stephen Jay Gould du tableau de Turner «  Le Vaisseau de ligne »</span></p>
<p><span style="font-size: medium;">-         L’élection Coppé – Fillon (enfin je devrais dire plutôt le Match Coppé – Fillon)</span></p>
<p><span style="font-size: medium;">-         La conférence sur le « Big Data » de Teradata (conférence de qualité !).</span></p>
<p><span style="font-size: medium;">Quel point commun peut-on trouver entre ces 4 éléments qui puisse justifier de mettre la COCOE dans ma rubrique «  Etude de cas » sur un blog spécialisé ?</span></p>
<p><span style="font-size: medium;">Partons d’abord des 2 éléments les plus simples : mon cours de data mining à Lille 2 et le match Coppé – Fillon.</span></p>
<p><span style="font-size: medium;">Une partie du cours de data mining expose l’importance de contrôler les flux de données pour éviter l’effet GIGO : Garbage In Garbage Out, avec de mauvaises données en entrée, on risque de prendre de mauvaises décisions. Traditionnellement cette partie du cours est suivi d’une manière distraite par les étudiants (malgré mes efforts d’animation), mais je tiens à remercier l’UMP de m’avoir fourni un magnifique exemple d’effet GIGO.</span></p>
<p><span style="font-size: medium;">Cette élection restera dans ma mémoire comme le plus bel effet GIGO national (voire international si ca continue). Au départ la construction des listes électorales et des bureaux devait permettre d’effectuer 2 contrôles basiques :</span></p>
<p><span style="font-size: medium;">-         il ne peut pas avoir plus de votants que d’électeurs,</span></p>
<p><span style="font-size: medium;">-         le nombre de bureaux donne le nombre de lignes à compter</span></p>
<p><span style="font-size: medium;">Il doit y avoir 4 ou 5 colonnes à gérer (Coppé / Fillon / Nul / Non exprimés). En principe, ce fichier tient dans une feuille Excel et le modèle de données (le MCD est assez basique …. on dira 2 ou 3 tables).</span></p>
<p><span style="font-size: medium;">En cours j’explique à mes étudiants une erreur que j’ai vécue professionnellement …. une fin de mois nous étions contents en Distribution d’avoir dépassé les objectifs, donc on sable le champagne, mais l’informatique se rend compte qu’elle a passé 2 fois les chiffres du dernier Samedi … on passe de vert à rouge ! … je vous rassure nous n’avons pas remboursé le champagne, mais il a fallu bossé ensuite !</span></p>
<p><span style="font-size: medium;">Concernant la COCOE, un premier niveau de contrôle aurait consisté à compter si le nombre de lignes est conforme au nombre de bureaux (il semble que ce premier niveau de contrôle n’est pas fonctionné).</span></p>
<p><span style="font-size: medium;">En cours j’explique ensuite à mes étudiants qu’il est important de contrôler la qualité des lignes qui peuvent contenir des anomalies. En principe on retrouve des régularités dans les données (on parle de loi normale pour les profanes) et que quelques indicateurs simples comme les valeurs maximales, les valeurs minimales, les centiles permettent de détecter quelques écarts.</span></p>
<p><span style="font-size: medium;">Concernant la COCOE, il aurait été possible de mettre en évidence les bureaux qui présentaient des distributions très atypiques, c’est-à-dire qui s’éloignent de manière très significative de la répartition 50/50 observée au niveau national. Evidemment un bureau présentant une répartition 5/95 s’éloigne fortement de la répartition standard et mérite un examen plus important.</span></p>
<p><span style="font-size: medium;">Ce simple contrôle permet de faire une détection assez rapide des cas extrêmes … et alimente les outils des auditeurs. Il semble que l’analyse des écarts pour la COCOE se soit faite sur des critères plus « qualitatifs » et moins quantitatifs (ce qui devient vite un jugement).</span></p>
<p><span style="font-size: medium;">En cours j’explique ensuite à mes étudiants qu’il existe des tendances qui permettent de contrôler de manière plus fine les données. Il est souvent possible de trouver un modèle qui permet d’expliquer à 70 % voire 80 % la variable résultante. Ainsi un comportement est une combinaison de la taille de la population, de sa structure d’âges, de sa structure par sexe, des caractéristiques du bureau, de la répartition par heures de votants, les résultats précédents, etc. … et que les individus (dans ce cas de figures les bureaux) qui s’éloignent de manière très significative du modèle méritent d’être regardés.</span></p>
<p><span style="font-size: medium;">Mon mentor en stats (Gérard Barbaise qui joue probablement avec Dieu et Einstein aux dès en ce moment) m’avait expliqué « le poisson mort » dans l’aquarium. Comment quelques points aberrants peuvent impacter un modèle.</span></p>
<p><span style="font-size: medium;">Il semble que la COCOE n’avait pas de « modèles » ni d’historiques pour interpréter des écarts, et qu’elle a laissé frétiller dans le bocal quelques poissons atypiques.</span></p>
<p><span style="font-size: medium;">Cette absence de contrôle des flux entrants : le Garbage In s’est évidemment traduit par un magnifique Garbage Out … car il n’y a pas de vainqueur, voire que le vainqueur sera peut-être une personne qui n’était pas au départ !</span></p>
<p><span style="font-size: medium;">Comme le disait justement le Président fatigué de cette commission « il y a quelque chose à revoir » (perso je suis pas sur qu’il pensait aux statistiques à ce moment).</span></p>
<p><span style="font-size: medium;">Que restera-t-il à minima de ce magnifique cas d’école (à part le champagne qui a coulé pour les militants des deux vainqueurs – perdants) ?</span></p>
<p><span style="font-size: medium;">-         un nouveau moyen pédagogique pour tous les enseignants en base de données et statistiques pour expliquer l’importance du contrôle des flux et de la qualité des données : une preuve vivante du GIGO</span></p>
<p><span style="font-size: medium;">-         une nouvelle blague de comptoir : quel est le point commun entre la COCOE et le GIGO (ok c’est une blague de comptoir accessible seulement pour les ENSAE ou les ENSAI).</span></p>
<p><span style="font-size: medium;">Maintenant quel lien avec la conférence sur le « Big Data » ?</span></p>
<p><span style="font-size: medium;">Alors que la France était scotchée sur les écrans des chaines d’informations pour savoir si nous pouvions faire une somme juste entre 2 colonnes sur moins de 20.000 lignes, nous étions en train de réfléchir :</span></p>
<p><span style="font-size: medium;">-         aux moyens de récupérer des flux non structurés avec des moteurs Hadoop,</span></p>
<p><span style="font-size: medium;">-         de les stocker dans des bases de données de plusieurs Petabytes avec un contrôle de méta données,</span></p>
<p><span style="font-size: medium;">-         de les analyser avec des outils de plus en plus sophistiquées de data mining et de visualisation comme Gephi,</span></p>
<p><span style="font-size: medium;">-         de les porter dans des outils d’interaction en temps réel pour faire interagir les objets avec le client ….</span></p>
<p><span style="font-size: medium;">Des Pétabytes d’informations analysées en temps réel d’un côté, et de l’autre côté un comptage faux qui dure 4 jours. On dit parfois qu’il y a un décalage important entre la politique et le monde économique … il m’est apparu très grand à cet instant.</span></p>
<p><span style="font-size: medium;">En digression (mais ce post n’est que cela !), un data scientist nous a beaucoup amusé sur une étude de corrélation entre la taille du prénom et les professions !</span></p>
<p><span style="font-size: medium;">Savez vous que les CEO ont des prénoms courts (Bill, Fred, Jack) et que plus le prénom est long, plus on va vers les restaurants (Thierry, Philippe, Laurent).</span></p>
<p><span style="font-size: medium;">Ca m’a redonné le moral : René c’est 4 lettres (mais je suis pas CEO L), mais c’est mieux que Hervé (5 lettres c’est les ventes), et je parle même pas de Benjamin (8 lettres), mais j’ai compris pourquoi il se fait appeler Ben !</span></p>
<p><span style="font-size: medium;">Fin de la digression (message perso à des amis)</span></p>
<p><span style="font-size: medium;">Enfin, quid de l’analyse du tableau de Tuner par Stephen Jay Gould.</span></p>
<p><span style="font-size: medium;">Il me faut d’abord expliquer que Stephen Jay Gould (paléontologue américain qui doit être en train de questionner Dieu sur pourquoi les dès ont 6 faces et pas 8 !) utilise dans sa démonstration le tableau de Turner pour montrer que la science est marquée par le progrès et l’art par le changement.</span></p>
<p><span style="font-size: medium;">Le tableau de Turner représente « le Téméraire » magnifique 3 mats, qui est tiré par un bateau à vapeur pour son dernier voyage. Une image qui symbolise pour beaucoup la marche inexorable vers le progrès. Ce tableau est beau, mais représente pour les Britanniques et les Français une autre symbolique qu’il me faut expliquer.</span></p>
<p><span style="font-size: medium;">Le « Téméraire » est le bateau qui fait basculer la bataille de Trafalgar en coulant le bateau français qui s’approchait du vaisseau amiral de Nelson.</span></p>
<p><span style="font-size: medium;">Si l’on rattache le souvenir de Trafalgar, aux souvenirs que garderont Coppé et Fillon de cette élection, on a compris la dernière corrélation.</span></p>
<p><span style="font-size: medium;">Enfin d’une manière plus globale, si l’on considère que la science c’est le progrès et l’art c’est le changement, alors oui on peut donc dire que cette élection nous a fait vivre un grand moment artistique.</span></p>
<p><span style="font-size: medium;">Dommage que Turner ne soit plus là pour les représenter.</span></p>
<p><span style="font-size: medium;">Pour terminer sur une note optimiste, ce post très long et atypique (mais qui reflète assez bien le mode de pensée de son rédacteur),</span></p>
<p><span style="font-size: medium;">1)     ca fait plaisir de savoir que nous vivons dans un monde de changement,</span></p>
<p><span style="font-size: medium;">2)   ca veut donc dire qu’il existe de la place pour les artistes, mais ca va pas tranquilliser mon ami banquier Christophe (10 lettres … et c’est vrai qu’il est très fan des restaurants !).</span></p>
<p><span style="font-size: medium;">… vite je retourne sur BFM …pour vivre la suite.</span></p>
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		<title>Le Vortex Multi Canal : du &#171;&#160;Single Touch&#160;&#187; au &#171;&#160;Share Multi touch&#160;&#187;</title>
		<link>http://www.blog-crm.com/non-classe/le-vortex-multi-canal-du-single-touch-au-share-multi-touch/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=le-vortex-multi-canal-du-single-touch-au-share-multi-touch</link>
		<comments>http://www.blog-crm.com/non-classe/le-vortex-multi-canal-du-single-touch-au-share-multi-touch/#comments</comments>
		<pubDate>Thu, 11 Oct 2012 13:39:01 +0000</pubDate>
		<dc:creator>René Lefebure</dc:creator>
				<category><![CDATA[Divers]]></category>
		<category><![CDATA[Multicanal]]></category>
		<category><![CDATA[mesure de campagnes]]></category>
		<category><![CDATA[Parcours client]]></category>
		<guid isPermaLink="false">http://www.blog-crm.com/?p=1964</guid>
		<description><![CDATA[Les mécanismes actuels de mesure de la performance des dispositifs marketing sont essentiellement construits sur la mesure d&#8217;une cible animée &#8230; versus une cible non animée par le seul dispositif que l’on souhaite évaluer. Cette logique de comparaison a fonctionné à merveille pendant de nombreuses années pour établir la performance des créations, des offres, des [...]]]></description>
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<p><span style="font-size: medium;">Les mécanismes actuels de mesure de la performance des dispositifs marketing sont essentiellement construits sur la mesure d&#8217;une cible animée &#8230; versus une cible non animée par le seul dispositif que l’on souhaite évaluer. </span></p>
<p><span style="font-size: medium;">Cette logique de comparaison a fonctionné à merveille pendant de nombreuses années pour établir la performance des créations, des offres, des ciblages, donc pourquoi faudrait-il changer et renoncer à une mécanique qui a tant de fois fait ses preuves ?</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Tout simplement parce que le marketing a changé, car comme le souligne un affichage interne chez Médiapost « Avec la multiplication des supports de communication, il est de plus en plus difficile de capter l’attention », et donc le marketing a du multiplier les canaux de communication pour capter l’attention du client.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Revenons sur les principes de base de notre méthode de test : on établit la performance en posant une double hypothèse :</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">On suppose que la cible ne recevra que le seul dispositif que l’on souhaite mesurer</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">On suppose que le témoin ne recevra aucune autre communication.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">On suppose donc que la cible et le témoin sont isolés de tous les autres dispositifs relationnels ou promotionnels de la marque dans la même période.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Cet isolement (&laquo;&nbsp;l&#8217;effet single&nbsp;&raquo;) était probablement pertinent lorsque les plans de campagnes étaient relativement espacés dans le temps et que les actions étaient très coordonnées par des dispositifs mono canaux.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Effectivement, avant la montée en puissance du digital, la cannibalisation entre les dispositifs promotionnels était assez rares. Il y avait certes les aspects relationnels et marque liés à la publicité qui pouvaient intervenir mais les mécaniques de témoin étaient performantes dans ce contexte .</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Avec la multiplication des canaux et les formes de sollicitations (internet,emailing, adwords, mobile, QR Code, etc..) cette absence de concurrence entre les dispositifs promotionnels n’existe plus.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Si avant on pouvait considérer que le plan d’expérience était respecté, maintenant c’est fini.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Avant nous avions des « gentils rats de laboratoire » isolés dans des cages pour évaluer nos dispositifs, maintenant nous avons des « rats lâchés en pleine nature » qui se « nourrissent » d’un cocktail complexe de sollicitations …. dont il est beaucoup plus complexe à comprendre les effets.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Dans ce contexte d’évolution très importante, certaines entreprises mènent des chantiers de refonte de leurs instruments de mesure pour s’assurer de la pertinence des décisions dans le choix des canaux et dans la répartition des budgets.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Malheureusement beaucoup n’ont pas pris connaissance de l’importance du problème et continuent de regarder les résultats des tests, en étant surpris de la diminution progressive de l’impact de leurs dispositifs.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Tout leurs travaux ne serviraient-ils donc à rien ?</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Il est important de les rassurer, non vos dispositifs fonctionnent, probablement et certainement, mais votre instrument de mesure est devenu obsolète, et incapable de dégager une vraie analyse.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Pour conclure sur cette introduction, avant on jouait les campagnes comme on joue aux cartes « à la bataille », maintenant on joue au bridge … les règles ne sont pas les mêmes !</span></p>
<p style="text-align: center;"><img class="aligncenter" 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" alt="" /></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: large;"><strong>Première Priorité : revoir les mesures</strong></span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Le développement et l'industrialisation du Digital ont modifié à la fois la fréquence des sollicitations et la cannibalisation potentielle entre les différents canaux et dispositifs.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Les mesures "animées" versus "non animées" sont devenus des mesures entre des "animés" versus des "animés ... différemment" ... sans que l'on sache d'ailleurs quantifier, définir, évaluer le contenu de cette animation concurrente, souvent par manque de traçabilité, plus rarement par faiblesse de rigueur méthodologique, et très souvent par une complexité organisationnelle qui ne facilite pas les échanges entre les canaux.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Au final, on juge la performance d'un dispositif (pardon souvent de n dispositifs).... versus une zone non contrôlée.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Un peu comme si on jugeait de la performance d'un médicament .... en omettant de vérifier si le patient suit d'autres traitements !</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">On construit un protocole, simulacre de mesure, qui nie les interactions : un peu comme une autruche qui met sans tête dans un trou pour faire disparaître le danger.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Malgré les imperfections des mesures, cela n’empêche pas de prendre .. des décisions … malheureusement parfois mauvaises.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Il faut arrêter de croire à la puissance du Single Touch pour comprendre la réalité et la complexité croissante du "vortex multi touch".</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Ce « vortex du multi canal » permet de prendre en compte l’accélération de la vitesse et de la fréquence des dispositifs (emails, sms, etc..) en établissant le « champ de force » de communication que l’entreprise envoie vers ses clients (évidemment il s’agit d’intégrer TOUTES les sources de communication dans une base « customer interaction hub ») pour mieux les maîtriser dans la construction des zones blanches ou aveugles.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Dans cet univers de sur exposition il faut être en capacité de recréer du « silence » sans mettre à mal la capacité de créer du business pour l’entreprise.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Le premier enjeu est de "reconstruire" ses mécaniques de mesure pour s'assurer que les prises de décisions sont bonnes, souvent en s’assurant d’une bonne étanchéité de « la zone aveugle » (en tout cas de manière moins laxiste).</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: large;"><strong>Seconde Priorité : décomposer les leviers pour évaluer la structure du multi touch</strong></span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Pour les acteurs qui ont mis en place des dispositifs multi-canaux, il existe un besoin de construire une cartographie de l’impact des différents dispositifs sur la décision du client. Il faut comprendre la part contributive dans la prise de décision de chacun des canaux comme les réseaux sociaux, le papier, l’adwords, etc..  (avec des études qualitatives en temps 1):</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">- la contribution du digital versus le print ou les points de vente est-elle de 10 % ou de 80 % dans la recherche en amont (plus de 65 % des décisions d'achat d'un produit IARD acheté en agence sont précédées d'une recherche en ligne, comment dès lors ignorer la présentation des offres sur le web …),</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">- comment se hiérarchisent mes différents leviers dans la prise de décision : si les blogs spécialisés pèsent 20 % dans la décision de contacts versus 5 % pour Face book, mon animation et ma surveillance des réseaux n'aura pas les mêmes orientations, et ma politique d’allocation de mes ressources humaines et de gestion du contenu non plus.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Actuellement les stratégies de transfert de certains leviers "classiques" (le print pour faire simple) vers les leviers digitaux (email ou facebook), sous des logiques compréhensibles de restriction des budgets, peuvent avoir des effets destructeurs sur la structure des clients.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">La bascule du Print vers le Digital correspond à une rupture dans le langage, à un exercice de déprogrammation des clients, qui choisiront de s’adapter … ou non, et donc de rompre la relation.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">La migration d’un canal ne doit pas oublier que les cibles d’un canal ne sont pas si transverses. Les clients Print ou Digitaux sont différents en terme de fidélisation, d’offres (ils n’achètent pas les mêmes produits) et présentent des profils très différents de perspectives sur les marges immédiates et futures.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Payer 10 % moins cher en acquisition une cible non rentable, ou qui a une valeur inférieure de 30 % …. est un très mauvais pari sur l’avenir !</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Les journaux économiques relaient souvent les effets pervers de la maximisation des rendements à court terme, certaines de nos décisions quotidiennes se rapprochent de ce comportement.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><strong><span style="font-size: large;">Troisième Priorité : suivre et tester les séquences d’acquisition</span></strong></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Toutes les études mettent en évidence que le mix des canaux se traduit par une augmentation du CA (au final le client est plus animé), mais aussi une modification de son comportement d'achat (croissance des comparaisons, complexité de transformation, croissance de l'infidélité).</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">A côté du « mix is beautiful », on pourrait ajouter que le « mix is awful ».</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Le suivi du « mix » est profondement injuste, car il accorde une importance très forte au dernier maillon de la chaîne, un peu comme si dans une réunion la décision du groupe serait celle du dernier qui parle.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Dans cette logique fondamentalement peu démocratique il faut donc se positionner en « bout de chaine » pour se voir attribuer le maximum de résultats.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Ainsi la vente est souvent attribuée "au dernier canal" de contact (selon les entreprises on peut y trouver internet, le point de vente, parfois le mailing, etc..) en faisant abstraction des autres dispositifs ou canaux qui ont contribué à la décision d’achat du client. C'est l'hégémonie du "last touch".</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Il n’est pas facile de sortir de cette hégémonie (comme il est d’ailleurs difficile de contrer celui qui décide en fin de réunion !) :</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Parce que parfois le contexte de mise en place du Digital lui impose de relayer vers les points de vente (il existe sans cannibaliser le CA)</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Parce que parfois les traceurs de Parcours du client n’ont pas été imaginé ou mis en place (-code promotion différent entre les canaux, ou références produit différentes selon les canaux).</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Il existe des raisons organisationnelles et/ou techniques pour préférer le « last touch » au « multi touch », mais oblitérer la part contributive des relais amont de la décision peut se révéler très couteux et irréversible. Dans ce contexte le média « papier » a été particulièrement attaqué.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Compte tenu de l’importance de mieux maîtriser le multi touch entre les canaux, il faut mettre en place des logiques permettant de "suivre" le Parcours du client dans sa prise de décision et de "conserver" cette mémoire du Parcours en amont pour développer les logiques de cross selling et de fidélisation.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Cette mémoire des "séquences" doit permettre de comprendre comment combiner les différents canaux et dispositifs pour développer la relation avec le client.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Pas facile actuellement de mettre en place cette traçabilité, mais il faut éviter d’attribuer à tort le gain « au dernier » et d’omettre les autres éléments de la chaine.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><strong><span style="font-size: large;">Quatrième Priorité : les Parcours Client</span></strong></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">S’il est encore assez complexe de piloter de manière précise les séquences, qui conduisent à l’acquisition des clients (le Parcours du Prospect), il est par contre beaucoup plus simple de tracer et comprendre le Parcours des Clients vers le développement de la valeur (ce que j’appelle les Parcours Valeur).</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Il est plus simple en conservant les différentes interactions, échanges, transactions selon les différents canaux de comprendre la logique de contacts du client et de discerner :</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">- les différents parcours,</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">- les impacts de la segmentation</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">- ou des événements</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">qui se traduisent par le développement de la fidélité, du réachat, de la croissance de la valeur du client.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Le client a une histoire, une évolution qu’il faut prendre en compte pour anticiper sa direction future.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Comme le dit Salvatore, il est illusoire de croire qu’une cliente Web ayant acheté un article avec une remise de 70 % en une année, devienne une addict de la marque. Un décodage du début de séquence qui conditionne le plan d’animation.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Il faut comprendre les parcours de clients … et identifier les « points d’aiguillage » dans ces parcours, c'est-à-dire le « moment » propice pour développer la relation.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><strong><span style="font-size: large;">Cinquième Priorité : structurer l’ADN de la relation et gérer les MESSES</span></strong></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">La compréhension du Parcours Client représente une des « hélices » de la relation client. Elle exprime la matérialisation « économique » du comportement client. Mais dans un modèle ou les interactions s’intensifient et se multiplient, il faut être en capacité de rapprocher cette hélice des séquences de communication qui ont été mises en place par l’entreprise.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Pour comprendre et maîtriser le vortex du multi canal, il faut mettre en place une double hélice d’ADN de la relation client :</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Comment ai-je communiqué  avec le client … la mémoire de MES actions</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Comment a-t-il réagi face à mes sollicitations … la mémoire de SES actions</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">De la juxtaposition de cette double hélice de la relation client, la construction de la MES-SES, nait la compréhension de la complémentarité et de l’efficacité des leviers multi-canaux.</span></p>
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" alt="" /></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Comment  s’est construit la fidélité à la marque par la combinaison PRINT vers le WEB versus des WEB vers le WEB, et à quel moment ou quelle occasion ?</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">That is the question !</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Dans ce nouvel univers, il ne me semble plus exister de recette simple et basique (désolé je ne pourrai pas vous dire que la MESSE est dite !). Il faut construire cet ADN, qui est spécifique à chaque entreprise.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Donc pas de solution toute faite à proposer, mais seulement un avertissement sur le côté obligatoire et périlleux du chemin.</span></p>
<p><strong><span style="font-size: large;"> </span></strong></p>
<p><strong><span style="font-size: large;">En Conclusion</span></strong></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Ceux qui auront eu le courage de lire l’intégralité de cet article se diront peut-être qu’il s’agit d’un futur qui ne sera pas proche, que ce n’est pas pour demain.</span></p>
<p><span style="font-size: medium;"> Peut-être, mais j’ai le sentiment que demain arrive de « plus en plus vite » … et que d’être compétitif c’est souvent d’accepter d’aller un peu plus « vite » que ses concurrents</span></p>
<p><span style="font-size: medium;">Mes encouragements et mes remerciements s’adressent à ceux qui osent affronter ce magnifique vortex que nous avons contribué à alimenter.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Pour finir sur une note d’humour, une phrase de Diderot :</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">« Nous parlerons contre les lois insensées jusqu’à ce qu’on les réforme, et en attendant nous nous y soumettons aveuglément »</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">..... j’ai toujours été un peu un insoumis !  :lol: </span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> </span></p>
]]></content:encoded>
			<wfw:commentRss>http://www.blog-crm.com/non-classe/le-vortex-multi-canal-du-single-touch-au-share-multi-touch/feed/</wfw:commentRss>
		<slash:comments>2</slash:comments>
		</item>
		<item>
		<title>Le Centre des Textiles Intelligents ouvre &#8230;..</title>
		<link>http://www.blog-crm.com/roubaix/le-centre-des-textiles-intelligents-ouvre/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=le-centre-des-textiles-intelligents-ouvre</link>
		<comments>http://www.blog-crm.com/roubaix/le-centre-des-textiles-intelligents-ouvre/#comments</comments>
		<pubDate>Wed, 10 Oct 2012 12:08:18 +0000</pubDate>
		<dc:creator>René Lefebure</dc:creator>
				<category><![CDATA[Roubaix]]></category>
		<category><![CDATA[CETI]]></category>
		<category><![CDATA[Textiles intelligents]]></category>
		<guid isPermaLink="false">http://www.blog-crm.com/?p=1985</guid>
		<description><![CDATA[Une très bonne nouvelle pour la ville de Roubaix, la métropole et le quartier de l&#8217;Union. L&#8217;ouverture du CETI à Roubaix Un programme d&#8217;ouverture intéressant avec des conférenciers brillants. Ci dessous le programme d&#8217;ouverture : http://www.grand-lille.cci.fr/rendez-vous/agenda-accueil/ceti-international-forum/ et deux vidéos : http://www.dailymotion.com/video/xu79lc_roubaix-le-ceti-centre-europeen-des-textiles-innovants-unique-au-monde_news/ http://www.dailymotion.com/video/xu9ez8_soiree-d-inauguration-du-ceti-tourcoing_news/ Je vous recommande d&#8217;aller à l&#8217;exposition. J&#8217;espère pouvoir vous mettre des liens prochainement [...]]]></description>
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<p><span style="font-size: medium;">Une très bonne nouvelle pour la ville de Roubaix, la métropole et le quartier de l&#8217;Union.</span></p>
<p><span style="font-size: medium;">L&#8217;ouverture du CETI à Roubaix</span></p>
<p><span style="font-size: medium;">Un programme d&#8217;ouverture intéressant avec des conférenciers brillants.</span></p>
<p><span style="font-size: medium;">Ci dessous le programme d&#8217;ouverture :</span></p>
<p><span style="font-size: medium;"><a title="Programme de l'inauguration" href="http://www.grand-lille.cci.fr/rendez-vous/agenda-accueil/ceti-international-forum/" onclick="return TrackClick('http%3A%2F%2Fwww.grand-lille.cci.fr%2Frendez-vous%2Fagenda-accueil%2Fceti-international-forum%2F','Programme+de+l')">http://www.grand-lille.cci.fr/rendez-vous/agenda-accueil/ceti-international-forum/</a></span></p>
<p><span style="font-size: medium;">et deux vidéos :</span></p>
<p><a title="FR3" href="http://www.dailymotion.com/video/xu79lc_roubaix-le-ceti-centre-europeen-des-textiles-innovants-unique-au-monde_news" onclick="return TrackClick('http%3A%2F%2Fwww.dailymotion.com%2Fvideo%2Fxu79lc_roubaix-le-ceti-centre-europeen-des-textiles-innovants-unique-au-monde_news','FR3')"><span style="font-size: medium;">http://www.dailymotion.com/video/xu79lc_roubaix-le-ceti-centre-europeen-des-textiles-innovants-unique-au-monde_news/</span></a></p>
<p><span style="font-size: medium;"><a title="Soiree" href="http://www.dailymotion.com/video/xu9ez8_soiree-d-inauguration-du-ceti-tourcoing_news" onclick="return TrackClick('http%3A%2F%2Fwww.dailymotion.com%2Fvideo%2Fxu9ez8_soiree-d-inauguration-du-ceti-tourcoing_news','Soiree')">http://www.dailymotion.com/video/xu9ez8_soiree-d-inauguration-du-ceti-tourcoing_news/</a></span></p>
<p><span style="font-size: medium;">Je vous recommande d&#8217;aller à l&#8217;exposition.</span></p>
<p><span style="font-size: medium;">J&#8217;espère pouvoir vous mettre des liens prochainement sur l&#8217;exposition &#8230; à minima une ou deux photos.<br />
</span></p>
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		<title>Une analyse des réseaux sociaux par F. PICHARD</title>
		<link>http://www.blog-crm.com/emailing/une-analyse-des-reseaux-sociaux-par-f-pichard/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=une-analyse-des-reseaux-sociaux-par-f-pichard</link>
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		<pubDate>Wed, 10 Oct 2012 11:36:54 +0000</pubDate>
		<dc:creator>René Lefebure</dc:creator>
				<category><![CDATA[Emailing]]></category>
		<category><![CDATA[emailing]]></category>
		<category><![CDATA[Réseaux sociaux]]></category>
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		<description><![CDATA[Je suis pas un habitué du re-twit ou de la redirection d&#8217;articles, mais je trouve que cet article est intéressant (et j&#8217;ai pas eu de lien dans l&#8217;email) : - il apporte des données chiffrées sur la performance des différents dispositifs, - il donne des perspectives de croissance, - il pose quelques questions très pertinentes [...]]]></description>
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<p><span style="font-size: medium;">Je suis pas un habitué du re-twit ou de la redirection d&#8217;articles, mais je trouve que cet article est intéressant (et j&#8217;ai pas eu de lien dans l&#8217;email) :</span></p>
<p><span style="font-size: medium;">- il apporte des données chiffrées sur la performance des différents dispositifs,</span></p>
<p><span style="font-size: medium;">- il donne des perspectives de croissance,<br />
</span></p>
<p><span style="font-size: medium;">- il pose quelques questions très pertinentes avec l&#8217;enjeu futur de la mobilité.</span></p>
<p><span style="font-size: medium;">Pour rester dans la lignée de mon conflit avec Vueling : visiblement les &laquo;&nbsp;avis négatifs&nbsp;&raquo; émis pour des motifs de retard ou d&#8217;annulation ne modifient la stratégie de communication de cette compagnie &#8230;&#8230; toujours aucune réponse, par contre les emailings &laquo;&nbsp;bélier&nbsp;&raquo; ils savent faire.</span></p>
<p><span style="font-size: medium;">Bref, pour se déconstruire une image, je confirme qu&#8217;une mauvaise utilisation des médias y contribue.<br />
</span></p>
<p><span style="font-size: medium;">Bonne lecture<br />
</span></p>
<p><span style="font-size: medium;"><strong>Les réseaux sociaux, nouveau mirage pour les responsables marketing ?</strong></span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"><strong> </strong></span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"><strong>Par Frédéric PICHARD, Président-Fondateur de Zebaz</strong></span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"><strong> </strong></span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"><strong> </strong></span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"><strong> </strong></span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">La stratification des réseaux sociaux, propulsés en quelques années au rang d’outil incontournable de communication, peut laisser perplexe. Selon une étude parue par le Syndicat des Régies de l&#8217;Internet (SRI) en juillet 2012 sur le montant des investissements publicitaires au premier semestre 2012 en France, les réseaux sociaux n’apparaissent même pas au palmarès. </span></p>
<p><span style="font-size: medium;">En tête, on retrouve le référencement (524M€) et l’affichage (321M€), puis l’affiliation (114M€), les comparateurs (67M€) et l’emailing (54M€). Mais aucune trace des réseaux sociaux. Comment expliquer alors cette gloire si soudaine ?</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"><strong>1 000 inscrits à une newsletter équivalent à 25 000 followers !</strong></span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Une étude montrait récemment que 1 000 inscrits à une newsletter avaient le même impact qu’un message envoyé à 25 000 « followers » (abonnés) sur Twitter. Il n’y a qu’à mesurer le taux de retweets (RT) auprès de sa « communauté » pour juger d’un taux de retour le plus souvent très faible. </span></p>
<p><span style="font-size: medium;">Comment parler d’ailleurs de « communauté » ? Peut-on évoquer des valeurs et des objectifs communs comme ceux qui animent une communauté religieuse, politique ou scientifique ? Sommes-nous vraiment fans d’une barre chocolatée ou d’un quidam exalté et égocentrique en quête de reconnaissance ? </span></p>
<p><span style="font-size: medium;">Quel crédit lui accorder lorsque l’on sait que près de 25% des abonnés sont faux et qu’il est possible d’acheter 1 000 followers pour 18$ selon le« Twitter Underground Economy » ?  On frôle le mythe de Narcisse pour ceux qui se targuent de revendiquer des communautés de plusieurs dizaines de milliers de followers.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"><strong>Twitter est-il un simple panneau d’affichage ?</strong></span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Est-ce qu’une marque ou une personne parle vraiment à une communauté ? </span></p>
<p><span style="font-size: medium;">Une communauté vit autour de l’échange et du dialogue. Force est de constater que le dialogue est rare pour le moment et que Twitter se borne à être un tuyau d’envoi, voire à un simple panneau d’affichage. Cette limite est amplifiée par le style télégraphique et la sacro-sainte règle des 140 caractères maximum, malgré la possibilité d’attacher des suppléments d’information. </span></p>
<p><span style="font-size: medium;">Encore un eldorado en trompe l’oeil dopé par les geeks avides de nouvelles technologies et relayés par des marketeurs un peu trop facilement enclin au suivisme. L’engouement pourrait s’expliquer par le fait que beaucoup de marques se lancent dans les médias sociaux parce qu’ils sont accessibles et bon marché. Malheureusement pour l’heure, le réseau social à usage de communication professionnelle reste un marché de dupes, entre abonnés qui s’entraident pour capitaliser le plus d’inscrits sans réelle représentativité ni ciblage. Il n’y a qu’un pas à franchir pour accuser les réseaux sociaux de trafic d’influence.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"><strong>Un potentiel mal exploité</strong></span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Il ne s’agit pas non plus d’être totalement réfractaire à ces nouveaux médias car le potentiel de communication pour les marques y est énorme. Nous n’en sommes qu’à la préhistoire les concernant. Le futur de ces médias passera par le dialogue, la diffusion ciblée et la géolocalisation. La<strong> </strong>liste de followers s’apparente déjà à des chatrooms privées plus ciblées, ouvrant la porte aux échanges. Pourquoi ne pas proposer à chaque nouvel abonné un court formulaire à remplir pour collecter  ses coordonnées et ses attentes ?</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">C’est la mobilité qui sera le véritable cheval de Troie des marques grâce à une géolocalisation qui va permettre de parler et d’orienter directement le consommateur en fonction de l’endroit où il se trouve.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"><strong>L’email est plus performant… pour le moment !</strong></span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Il existe aujourd’hui des médias plus puissants et plus efficaces pour adresser son marché. Aux Etats-Unis, le marché de l’emailing va croitre de 53% entre 2010 et 2014. L’emailing est efficace s’il est bien mené. </span></p>
<p><span style="font-size: medium;">Le message email adressé auprès d’une cible précise, conçue à partir de critères de segmentation affinés, doit être un moyen formidable pour recruter de nouveaux abonnés sur les médias sociaux qui seront réellement représentatifs du marché ciblé. Le réseau social se transformerait alors en une place de marketing direct unique. Une politique de communication augmentée pour une marque, qui aurait alors la possibilité d’échanger pleinement avec son marché en permanence et d’ajuster son offre en conséquence. Imaginez parler directement avec ses consommateurs et clients quand vous le voulez. N’est-ce pas le rêve de tout marketeur qui se respecte ?</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"><strong>La fin du marketing « bélier »</strong></span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Le marketing de la différence allié à la technologie doit trouver sa voie. Il sera nécessaire d’augmenter les barrières à l’entrée de certains médias pour éviter l’effet boomerang lié à la surcharge de communication. Le marketing doit se réinventer et s’élever pour devenir moins accessible et plus performant. Le « marketing bélier » qui consiste à bombarder le marché en espérant qu’il trouve sa cible doit disparaître au profit d’une communication plus ciblée. </span></p>
<p><span style="font-size: medium;">Une fois de plus l’emailing trouve pleinement sa voie lorsqu’il permet de cibler finement son marché et les interlocuteurs. Avec une moyenne de 91,1% en France (ReturnPath, mars 2012), le taux de délivrabilité, à savoir le taux de personnes qui ont reçu le message est élevé et intéressant. Il peut également être comparé au taux d’affichage si chèrement vendu par le search marketing. On a trop souvent tendance à n’identifier que le taux d’ouverture, de clic ou même le chiffre d’affaires généré, alors que le taux de délivrabilité et donc d’affichage est rarement mis en valeur.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;">Il n’existera plus de médias souverains comme ont pu l’être la télévision et la presse qui étaient également protégés par une barrière à l’entrée élevée, financière, conceptuelle, etc… Les budgets consacrés à la communication sont en baisse et les médias sociaux arrivent finalement au bon moment compte tenu de leur accessibilité, mais le chemin est encore long.</span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> </span></p>
<p><span style="font-size: medium;"> </span></p>
<p><strong> </strong></p>
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		<title>Quand l&#8217;emailing promotionnel &#8230; nuit au transactionnel</title>
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		<pubDate>Mon, 30 Jul 2012 14:13:59 +0000</pubDate>
		<dc:creator>René Lefebure</dc:creator>
				<category><![CDATA[Divers]]></category>
		<category><![CDATA[Etudes de cas]]></category>
		<category><![CDATA[Facebook]]></category>
		<category><![CDATA[Multicanal]]></category>
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		<description><![CDATA[Je choisi d&#8217;écrire cet article, - un peu par mécontentement, - un peu pour vérifier si une communication par le blog peut permettre au service client de Vueling de s&#8217;améliorer, - un peu pour mettre en évidence que ne pas utiliser les dispositifs multi-canaux peut créer de l&#8217;insatisfaction. Une histoire de voyage &#8230;.. J&#8217;ai eu [...]]]></description>
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<p><span style="font-size: medium;">Je choisi d&#8217;écrire cet article, </span></p>
<p><span style="font-size: medium;">- un peu par mécontentement,</span></p>
<p><span style="font-size: medium;">- un peu pour vérifier si une communication par le blog peut permettre au service client de Vueling de s&#8217;améliorer,</span></p>
<p><span style="font-size: medium;">- un peu pour mettre en évidence que ne pas utiliser les dispositifs multi-canaux peut créer de l&#8217;insatisfaction.</span></p>
<p><span style="font-size: medium;">Une histoire de voyage &#8230;..</span></p>
<p><span style="font-size: medium;"> J&#8217;ai eu l&#8217;opportunité de commander un vol Lille-Barcelone sur la compagnie Vueling pour un week end de Juillet.</span></p>
<p><span style="font-size: medium;">En principe, j&#8217;étais toujours satisfait de la qualité de service de cette compagnie, mais surtout pour les vols au départ de Paris, c&#8217;était ma première expérience à Lille &#8211; Lesquin.</span></p>
<p><span style="font-size: medium;">Donc, satisfait par cette compagnie, en confiance, je commande deux billets &laquo;&nbsp;aller-retour&nbsp;&raquo; en contactant le centre d&#8217;appels.</span></p>
<p><span style="font-size: medium;">Ayant passé ma commande début Mai (le 5 mai), j&#8217;ai eu la désagréable surprise de me présenter à l&#8217;aéroport le 5 Juillet&#8230; et de constater que le vol avait été déprogrammé &#8230;.. et que nous avions été basculé dans le vol du lendemain.</span></p>
<p><span style="font-size: medium;">Recherche dans ma boite mail &#8230;.. effectivement le mail d&#8217;info de Vueling était passé en &laquo;&nbsp;spam&nbsp;&raquo; le 14 mai&#8230;.. </span></p>
<p><span style="font-size: medium;">Compte tenu de cette &laquo;&nbsp;non information&nbsp;&raquo;, il est trop tard pour récupérer la nuit d&#8217;hôtel (90 euros par la fenêtre).</span></p>
<p><span style="font-size: medium;">J&#8217;avoue ne pas vraiment comprendre pourquoi on ne m&#8217;a pas envoyé un SMS compte tenu d&#8217;un changement aussi important d&#8217;horaire (24 H ), à titre d&#8217;exemple Aéro Linas Argentinas utilise le call center pour valider un changement moins important.<br />
</span></p>
<p><span style="font-size: medium;">.. enfin, il est simple de mettre des work flow de relance sur les emails des &laquo;&nbsp;non ouvreurs&nbsp;&raquo; (si évidemment l&#8217;objectif est de s&#8217;assurer que le client est informé !).</span></p>
<p><span style="font-size: medium;">Je passe sur la tentative infructueuse le jour même pour joindre le &laquo;&nbsp;centre d&#8217;appels&nbsp;&raquo; avec un joli message de dissuasion &#8230;..je prends patiemment le vol le lendemain (il faut être zen dans la vie !).<br />
</span></p>
<p><span style="font-size: medium;">Au retour, on se reprend un retard de 1 H 50 (je précise 1 H 50 &#8230; car en dessous de 2 H c&#8217;est &laquo;&nbsp;normal&nbsp;&raquo; pour la compagnie &#8230;. <img src='http://www.blog-crm.com/wp-includes/images/smilies/icon_smile.gif' alt=':-)' class='wp-smiley' /> ).</span></p>
<p><span style="font-size: medium;">Bref, un voyage pas vraiment avec une bonne régularité &#8230;</span></p>
<p><span style="font-size: medium;">Calmement revenu sur Lille, je me décide à poser une question sur la FAQ pour exprimer mon interrogation devant ce procédé pas le plus sécurisé pour informer le client, en espérant avoir une réponse &#8230;&#8230; et aussi comprendre comment une commande par téléphone le 5 Mai &#8230; ne pouvait pas anticiper une annulation de vol avisé le 14 Mai !</span></p>
<p><span style="font-size: medium;"><br />
Je suis un peu naif, mais je suppose que les déprogrammations de vols sont un peu anticipés (enfin j&#8217;espère).</span></p>
<p><span style="font-size: medium;">Pas de réponse, et après 2 ou 3 relances on m&#8217;informe du message suivant :</span></p>
<p><em><span style="font-size: medium;">&laquo;&nbsp;</span>Suite  à votre e-mail nous regrettons la situation décrite. </em></p>
<p><em>Cependant, nous  vous rappelons que la notification de changement vous a été adressée le  14 mai dernier.</em></p>
<p><em>Avec nos sincères excuses.</em></p>
<p><em>Votre numéro de référence est le :</em></p>
<p><em>[SR_Number: 1-939096127]</p>
<p>Pour consulter, à l’avenir, votre dossier, veuillez utiliser cette référence ou répondre directement à ce courrier électronique.</p>
<p>Cordialement,</p>
<p></em></p>
<p><em> </em></p>
<p><em> </em></p>
<p><em>Département de Service Clientèle<br />
VUELING AIRLINES S.A</em></p>
<p><span style="font-size: medium;">Bref, un vrai message de considération client &#8230;. super commercial &#8230; </span></p>
<p><span style="font-size: medium;">Bon la leçon de cette histoire, c&#8217;est que si vous voulez voyager sereinement </span></p>
<p><span style="font-size: medium;">1) vous aurez compris qu&#8217;il faut maintenant bien regarder sa boite spam &#8230;..</span></p>
<p><span style="font-size: medium;">2) que le moyen le plus sur est probablement de se désabonner des emails commerciaux &#8230; pour éviter de voir vos mails importants se déverser dans les spams !</span></p>
<p><span style="font-size: medium;">&#8230; ce qui revient au titre de ce billet : promotionnel nuit au transactionnel.</span></p>
<p><span style="font-size: medium;">Je vous souhaite de bonnes vacances.</span></p>
<p><span style="font-size: medium;">Ajout de début Septembre 2012 :</span></p>
<p><span style="font-size: medium;">1) je n&#8217;ai toujours pas eu de contact de la part de Vueling &#8230;. visiblement la surveillance sur les réseaux n&#8217;est pas leur priorité</span></p>
<p><span style="font-size: medium;">2) j&#8217;ai trouvé un post &#8230; qui m&#8217;a fait comprendre que j&#8217;ai au final eu de la chance : </span><a title="Vueling Compagnie Honteuse" href="http://www.narominded.com/2010/03/vueling-la-compagnie-aerienne-honteuse/" onclick="return TrackClick('http%3A%2F%2Fwww.narominded.com%2F2010%2F03%2Fvueling-la-compagnie-aerienne-honteuse%2F','Vueling+Compagnie+Honteuse')">http://www.narominded.com/2010/03/vueling-la-compagnie-aerienne-honteuse/</a></p>
<p><span style="font-size: medium;">Ajout de début Octobre 2012</span> :</p>
<p><span style="font-size: medium;">Bon toujours aucune news ou commentaires de Vueling dans la boite personnelle ou sur le blog.</span></p>
<p><span style="font-size: medium;">Par contre, ils continuent à envoyer des emails qui tombent dans les boites de Spam &#8230; à croire qu&#8217;ils ne contrôlent même pas la délivérabilité des emails.</span></p>
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" alt="" width="531" height="438" /></p>
<p><span style="font-size: medium;">A mon avis, j'ai pas fini le feuilleton.<br />
</span></p>
]]></content:encoded>
			<wfw:commentRss>http://www.blog-crm.com/non-classe/quand-lemailing-promotionnel-nuit-au-transactionnel/feed/</wfw:commentRss>
		<slash:comments>1</slash:comments>
		</item>
		<item>
		<title>Le blues du community manager</title>
		<link>http://www.blog-crm.com/non-classe/le-blues-du-community-manager/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=le-blues-du-community-manager</link>
		<comments>http://www.blog-crm.com/non-classe/le-blues-du-community-manager/#comments</comments>
		<pubDate>Mon, 14 May 2012 10:24:50 +0000</pubDate>
		<dc:creator>Romain d'Halluin</dc:creator>
				<category><![CDATA[Divers]]></category>
		<category><![CDATA[communty manager]]></category>
		<category><![CDATA[Réseaux sociaux]]></category>
		<guid isPermaLink="false">http://www.blog-crm.com/?p=1939</guid>
		<description><![CDATA[En ce début de semaine alors que je gazouillais sur Twitter, un TT France m&#8217;interpelle &#171;&#160;Le blues du community manager&#160;&#187; ce qui m&#8217;amènne à un article du même nom écrit par @JeBaY et publié sur [Naro] Minded. Un article plein d&#8217;humour, sur le rôle du Community Manager (CM pour les intimes)  sa place dans les [...]]]></description>
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<p><span style="font-size: medium;">En ce début de semaine alors que je gazouillais sur Twitter, un TT France m&#8217;interpelle &laquo;&nbsp;Le blues du community manager&nbsp;&raquo; ce qui m&#8217;amènne à un article du même nom écrit par <a href="https://twitter.com/#!/JeBaY" onclick="return TrackClick('https%3A%2F%2Ftwitter.com%2F%23%21%2FJeBaY','%40JeBaY')">@JeBaY</a> et publié sur <a href="http://www.narominded.com" onclick="return TrackClick('http%3A%2F%2Fwww.narominded.com','%5BNaro%5D+Minded')">[Naro] Minded</a>.</span></p>
<p><span style="font-size: medium;">Un article plein d&#8217;humour, sur le rôle du Community Manager (CM pour les intimes)  sa place dans les agences, l&#8217;importance que lui accordent les enseignes&#8230; Rôle souvent convoité par de jeunes étudiants rêvant d&#8217;allier travail et passion pour les réseaux sociaux, mais le rôle du CM ne consiste pas qu&#8217;à poster des statuts et des tweets. Cet article brise les clichés du community management quitte à briser quelques rêves.</span></p>
<p><span style="font-size: medium;">Pour y accéder <a href="http://www.narominded.com/2012/05/le-blues-du-community-manager/" onclick="return TrackClick('http%3A%2F%2Fwww.narominded.com%2F2012%2F05%2Fle-blues-du-community-manager%2F','c%22est+par+l%C3%A0')">c&#8217;est par là</a>.</span></p>
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		<title>Quand Facebook s&#8217;invite chez C&amp;A</title>
		<link>http://www.blog-crm.com/multicanal/quand-facebook-sinvite-chez-ca/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=quand-facebook-sinvite-chez-ca</link>
		<comments>http://www.blog-crm.com/multicanal/quand-facebook-sinvite-chez-ca/#comments</comments>
		<pubDate>Thu, 10 May 2012 09:37:16 +0000</pubDate>
		<dc:creator>Romain d'Halluin</dc:creator>
				<category><![CDATA[Etudes de cas]]></category>
		<category><![CDATA[Multicanal]]></category>
		<category><![CDATA[Datamining]]></category>
		<category><![CDATA[Facebook]]></category>
		<category><![CDATA[Réseaux sociaux; rfid; cross canal]]></category>
		<guid isPermaLink="false">http://www.blog-crm.com/?p=1907</guid>
		<description><![CDATA[// Une fois n&#8217;est pas coutume je vous parle d&#8217;une innovation à l&#8217;initiative de C&#38;A. Je vous propose une traduction de l&#8217;article suivant qui explique le concept : &#171;&#160;Facebook intègre constamment des données de notre vie réelle dans notre vie virtuelle. Mais un magasin Brésilien a pris le contre-pied et a décidé d&#8217;intégrer les données virtuelles de Facebook vers notre [...]]]></description>
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<span style="font-size: medium;">Une fois n&#8217;est pas coutume je vous parle d&#8217;une innovation à l&#8217;initiative de C&amp;A. Je vous propose une traduction de l&#8217;<a style="font-size: medium;" href="http://www.theverge.com/2012/5/6/3002270/fashion-like-facebook-brazil-cea-clothes" onclick="return TrackClick('http%3A%2F%2Fwww.theverge.com%2F2012%2F5%2F6%2F3002270%2Ffashion-like-facebook-brazil-cea-clothes','The+Verge')" onclick="return TrackClick('http%3A%2F%2Fwww.theverge.com%2F2012%2F5%2F6%2F3002270%2Ffashion-like-facebook-brazil-cea-clothes','article+suivant')">article suivant</a> qui explique le concept :</span></p>
<p><span style="font-size: medium;">&laquo;&nbsp;Facebook intègre constamment des données de notre vie réelle dans notre vie virtuelle. Mais un magasin Brésilien a pris le contre-pied et a décidé d&#8217;intégrer les données virtuelles de Facebook vers notre vie réelle.</span></p>
<p><span style="font-size: medium;">Le magasin C&amp;A intègre des compteurs de &laquo;&nbsp;Like&nbsp;&raquo; en temps réel dans les cintres de ses vêtements.   Les &laquo;&nbsp;Likes&nbsp;&raquo; sont ceux comptabilisés sur la page Facebook de C&amp;A. La marque a donc ajouté les photos de tous les articles à sa page, pour que les consommateurs puissent commenter mais surtout &laquo;&nbsp;liker&nbsp;&raquo; pour que ces &laquo;&nbsp;like&nbsp;&raquo; se retrouvent sur leurs cintres. Ce dispositif a été mis en place afin d&#8217;aider les indécis au moment de l&#8217;achat. S&#8217;ils ne sont pas certains de leur choix, ils leur suffit de regarder combien de personnes aiment le même article.</span><br />
<span id="more-1907"></span><br />
<span style="font-size: medium;"><a href="http://www.blog-crm.com/wp-content/uploads/2012/05/compteur-like-cntres.jpg" onclick="return TrackClick('http%3A%2F%2Fwww.blog-crm.com%2Fwp-content%2Fuploads%2F2012%2F05%2Fcompteur-like-cntres.jpg','compteurs+likes+cintres')"><img class="size-medium wp-image-1921 alignleft" title="compteurs likes cintres" src="http://www.blog-crm.com/wp-content/uploads/2012/05/compteur-like-cntres-300x300.jpg" alt="Cintres compteurs de likes" width="300" height="300" /></a><br />
</span></p>
<p><span style="font-size: medium;"><br />
</span></p>
<p><span style="font-size: medium;">Cette expérimentation est né du fait que l&#8217;achat en ligne (permettant déjà de voir les avis et le nombre de like) n&#8217;est malheureusement basé que sur des photos. </span></p>
<p><span style="font-size: medium;">Et une image (même virtuelle en 3D) ne permet pas de sentir, de toucher, de tester la qualité d&#8217;un produit. </span></p>
<p><span style="font-size: medium;">Au moins grâce à ce dispositif, si le produit ne plait pas, le client ne l&#8217;achètera pas même s&#8217;il a quelques centaines de likes sur Facebook &#8211; et au contraire si un produit n&#8217;a que quelques likes mais lui plait- il n&#8217;hésitera pas à l&#8217;acheter malgré sa faible popularité.</span></p>
<p><span style="font-size: small;"><span style="font-size: medium;"><a href="http://www.theverge.com/2012/5/6/3002270/fashion-like-facebook-brazil-cea-clothes" onclick="return TrackClick('http%3A%2F%2Fwww.theverge.com%2F2012%2F5%2F6%2F3002270%2Ffashion-like-facebook-brazil-cea-clothes','The+Verge')" onclick="return TrackClick('http%3A%2F%2Fwww.theverge.com%2F2012%2F5%2F6%2F3002270%2Ffashion-like-facebook-brazil-cea-clothes','article+suivant')">The Verge</a> </span><span style="font-family: Georgia, 'Times New Roman', Times, serif; font-size: medium;"><span style="font-size: medium;">nou</span>s informe que C&amp;A ne planifie pas d&#8217;importer ce système en Europe mais espère que cela leur permettra de rester dans l&#8217;air du temps. C&#8217;est une manière amusante d&#8217;intégrer les réseaux sociaux, et cela nous montre également comment les marques trouvent de nouveaux moyens d&#8217;intégrer les données virtuelles de Facebook dans le monde réel.&nbsp;&raquo;</span></span></p>
<p><span style="font-size: small;"><span style="font-family: Georgia, 'Times New Roman', Times, serif; font-size: medium;">Je ne sais pas vous, mais moi à la lecture de cet article, il me reste des tonnes de questions. </span></span></p>
<p><span style="font-size: small;"><span style="font-family: Georgia, 'Times New Roman', Times, serif; font-size: medium;">Chacune en amenant évidemment d&#8217;autres&#8230; J&#8217;ai essayé de mener ma petite enquête et de vous synthétiser tout cela. </span></span></p>
<p><span style="font-size: medium;">Tout d&#8217;abord d&#8217;un point de vue technique. Est ce complexe de récupérer les likes en temps réel ? La réponse est non, la preuve j&#8217;ai réussi à la faire. Il suffit d&#8217;aller sur <a href="http://developers.facebook.com/docs/reference/plugins/like-box/" onclick="return TrackClick('http%3A%2F%2Fdevelopers.facebook.com%2Fdocs%2Freference%2Fplugins%2Flike-box%2F','cet+outil')">cet outil</a> de Facebook et voilà le résultat :</span></p>
<div class="fb-like-box" data-href="http://www.facebook.com/pages/Blog-CRM/284771168271768" data-width="292" data-show-faces="false" data-stream="false" data-header="true"></div>
<p><span style="font-size: medium;">Donc pour résumer 3 lignes de code sur un affichage relié au web. Donc deuxième interrogation comment les cintres sont ils reliés au web ?</span></p>
<p><span style="font-size: small;"><span style="font-family: Georgia, 'Times New Roman', Times, serif; font-size: medium;"><span style="font-size: medium;">Pour répondre à cela je suis allé voir sur le Facebook de C&amp;A et j&#8217;ai trouvé <a style="font-family: Georgia, 'Times New Roman', Times, serif; font-size: medium;" href="http://www.facebook.com/media/set/?set=a.442993765727608.123987.193944443965876&amp;type=3" onclick="return TrackClick('http%3A%2F%2Fwww.facebook.com%2Fmedia%2Fset%2F%3Fset%3Da.442993765727608.123987.193944443965876%26amp%3Btype%3D3','%C3%A7a')">ça</a>. Au vu de ces photos ils semble que les cintres soient fixes donc reliés par câble. Donc que chaque cintre est pré-défini pour un article spécifique. Je suppose donc qu&#8217;un seul exemplaire de chaque article est muni d&#8217;un tel cintre. Mais dans ce cas pourquoi ne pas intégrer de compteurs sur les mannequins plutôt que sur les cintres ?</span></span></span></p>
<p><span style="font-size: medium;">Après j&#8217;ai imaginé une solution sur des cintres mobiles. Pas très sorcier me direz-vous il suffit de mettre les cintres en wi-fi. Effectivement le wifi peut envoyer les informations au cintre. Mais comment le cintre sait il quel produit il supporte ? Car bien sur si vous programmez les cintres pour un produit, comment faites vous quand le produit quitte le cintre ? il vous faut le reprogrammer à chaque fois. Et pire quand un client fait des essayages en cabine et qu&#8217;il mélange les cintres et les produits. Plus rien ne va. Il faut donc que le cintre et le produit communiquent. Que le produit se présente au cintre. Comment ? avec des <a style="font-size: medium;" href="http://www.blog-crm.com/exposes-etudiants/technologie-rfid/" onclick="return TrackClick('http%3A%2F%2Fwww.blog-crm.com%2Fexposes-etudiants%2Ftechnologie-rfid%2F','puces+RFID')">puces RFID</a>, cette solution permettrait donc au cintre de savoir quel produit il supporte, en lisant la puce du vêtement et donc d&#8217;afficher le bon nombre de like. Cette solution me semble possible, il reste à vérifier que les informations des puces ne s’entremêlent pas, les vêtements étant collés les uns aux autres dans les rayonnages. Et bien sur quel serait le coût d&#8217;un tel investissement ?</span></p>
<p><span style="font-size: medium;">Sortons de toutes ces suppositions pour revenir à ce qui est déjà en place. Je vais tenter de vous lister les quelques interrogations (auxquelles je n&#8217;ai pas les réponses mais libre à vous de commenter) que soulève cette nouveauté :</span></p>
<ul>
<li><span style="font-size: medium;">Comment motiver les clients à liker ? En effet un produit avec peu voire pas de Like n&#8217;est pas vendeur. D&#8217;autant plus que les collections se renouvellent vite, il faut donc pousser au like à chaque sortie de produit.</span></li>
<li><span style="font-size: medium;">Comment être sur que ce n&#8217;est pas l’enseigne qui aime les produits qu&#8217;elle veut mettre en avant ?</span></li>
<li><span style="font-size: medium;">Le but de la mode n&#8217;est il pas de sortir du rang ? si oui pourquoi acheter ce que tout le monde aime.</span></li>
<li><span style="font-size: medium;">Ne risque-t-on pas une uniformisation de la mode si de tels principes se développent à grande échelle ? (c&#8217;est déjà le cas allez vous me dire)</span></li>
<li><span style="font-size: medium;">Le like est il réellement un j&#8217;aime ?</span></li>
</ul>
<p><span style="font-size: medium;">N&#8217;hésitez pas à donner votre avis, vos idées&#8230;</span></p>
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		<title>Les recommandations pour optimiser les Parcours Client</title>
		<link>http://www.blog-crm.com/non-classe/les-recommandations-pour-optimiser-les-parcours-client/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=les-recommandations-pour-optimiser-les-parcours-client</link>
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		<pubDate>Fri, 04 May 2012 14:50:19 +0000</pubDate>
		<dc:creator>René Lefebure</dc:creator>
				<category><![CDATA[Divers]]></category>
		<category><![CDATA[Multicanal]]></category>
		<category><![CDATA[Parcours client]]></category>
		<category><![CDATA[sequencing]]></category>
		<guid isPermaLink="false">http://www.blog-crm.com/?p=1892</guid>
		<description><![CDATA[Une synthèse d&#8217;une conférence organisée par T Blanville. La définition du Parcours Client pour M. Thierry Blanville est certes un peu différente de la mienne. Le Parcours Client étant plus vécu comme &#171;&#160;l&#8217;expérience multi canal&#160;&#187; du client, alors que pour moi il est la compréhension des différents Parcours empruntés par les différents types de clients. [...]]]></description>
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<p style="font-family: Georgia,Times New Roman,Times,serif;"><span style="font-size: medium;"><span style="font-family: Georgia,Times New Roman,Times,serif; font-style: normal;">Une synthèse d&#8217;une conférence organisée par T Blanville.</span></span></p>
<p><span style="font-size: medium;">La définition du Parcours Client pour M. Thierry Blanville est certes un peu différente de la mienne. Le Parcours Client étant plus vécu comme &laquo;&nbsp;l&#8217;expérience multi canal&nbsp;&raquo; du client, alors que pour moi il est la compréhension des différents Parcours empruntés par les différents types de clients.</span></p>
<p><span style="font-size: medium;">Thierry décrit ses Parcours en terme d&#8217;interaction et d&#8217;expérience alors que mon approche est plus &laquo;&nbsp;généalogique&nbsp;&raquo; (comment remonter à &laquo;&nbsp;la source&nbsp;&raquo; et comprendre les options).</span></p>
<p><span style="font-size: medium;">Comme cette notion de Parcours Client est relativement récente, j&#8217;ai choisi de définir des &laquo;&nbsp;Parcours Valeur&nbsp;&raquo; pour distinguer mon approche.</span></p>
<p style="font-family: Georgia,Times New Roman,Times,serif;"><span style="font-size: medium;"><span style="font-family: Georgia,Times New Roman,Times,serif;">L&#8217;article de Thierry que vous trouverez dans le lien <a href="http://marketfizz.com/2012/04/27/loptimisation-des-parcours-clients/" onclick="return TrackClick('http%3A%2F%2Fmarketfizz.com%2F2012%2F04%2F27%2Floptimisation-des-parcours-clients%2F','ci+joint')">ci joint</a> :</span></span></p>
<p><span id="more-1892"></span></p>
<p style="font-family: Georgia,Times New Roman,Times,serif;"><span style="font-size: medium;"><span style="font-family: Georgia,Times New Roman,Times,serif;">Cet article mentionne les éléments suivants :<br />
- importance de la culture client dans l&#8217;entreprise qui peut venir en conflit avec des politiques d&#8217;objectifs produits ou des ratios de productivité</span></span></p>
<p><span style="font-size: medium;">- importance du recueil des avis et des commentaires du client pour développer une écoute active (en sachant positiver !)</span></p>
<p><span style="font-size: medium;">- importance de faire évoluer une organisation, et donc d&#8217;inscrire cette évolution dans le temps. Le processus de changement est parfois long.</span></p>
<p><span style="font-size: medium;">- importance de faire mieux collaborer des organisations &laquo;&nbsp;en silo&nbsp;&raquo; que ce soit pour les produits, les canaux, les services. L&#8217;estompage des frontières internes d&#8217;une entreprise pour le client &#8230; doit être un objectif.</span></p>
<p><span style="font-size: medium;">- importance de se trouver &laquo;&nbsp;là ou sont les clients&nbsp;&raquo; &#8230; et donc de suivre les évolutions de comportement</span></p>
<p><span style="font-size: medium;">- importance de mieux connaitre et mettre en place des mécaniques de &laquo;&nbsp;sequencing&nbsp;&raquo; entre les canaux (avec un exemple probant sur l&#8217;insertion du  chat)</span></p>
<p><span style="font-size: medium;">Il existe un débat sur la place du canal physique (non résolu à ce jour) :<br />
- faut-il positionner le canal physique &laquo;&nbsp;au cœur&nbsp;&raquo;<br />
- faut-il positionner le canal physique &laquo;&nbsp;dans des processus&nbsp;&raquo;<br />
- faut-il limiter le canal physique pour améliorer la rentabilité.</span></p>
<p><span style="font-size: medium;">Évidemment le contexte des produits, de la rentabilité d&#8217;une entreprise peut la contraindre à devoir choisir un de ces chemins.</span></p>
<p><span style="font-size: medium;">Mais l&#8217;article n&#8217;oublie pas la nécessité de maintenir le &laquo;&nbsp;WOW&nbsp;&raquo; du client &#8230;.synonyme de sa fidélité &#8230; car au  final un &laquo;&nbsp;bon parcours&nbsp;&raquo; reste celui qui fait revenir le client (ou l&#8217;amène à nous recommander).</span></p>
<p><span style="font-size: medium;">Bonne lecture</span></p>
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		<title>La dématérialisation des cartes de fidélité</title>
		<link>http://www.blog-crm.com/exposes-etudiants/dematerialisation-cartes-fidelite/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=dematerialisation-cartes-fidelite</link>
		<comments>http://www.blog-crm.com/exposes-etudiants/dematerialisation-cartes-fidelite/#comments</comments>
		<pubDate>Fri, 27 Apr 2012 13:21:12 +0000</pubDate>
		<dc:creator>Romain d'Halluin</dc:creator>
				<category><![CDATA[Exposés Etudiants]]></category>
		<category><![CDATA[Carte de fidélité]]></category>
		<category><![CDATA[mobile]]></category>
		<guid isPermaLink="false">http://www.blog-crm.com/?p=1841</guid>
		<description><![CDATA[Vous le savez tous une carte de fidélité permet d&#8217;engager et comme son nom l&#8217;indique de fidéliser le client. Mais un problème subsiste comment faire utiliser la carte, car même si elle est remise et activée par le client il arrive bien trop souvent qu&#8217;elle soit perdue, oubliée ou rangée soigneusement à tel point qu&#8217;elle [...]]]></description>
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<p><span style="font-size: medium;">Vous le savez tous une carte de fidélité permet d&#8217;engager et comme son nom l&#8217;indique de fidéliser le client. Mais un problème subsiste comment faire utiliser la carte, car même si elle est remise et activée par le client il arrive bien trop souvent qu&#8217;elle soit perdue, oubliée ou rangée soigneusement à tel point qu&#8217;elle ne sort jamais de son étuis.<br />
A noter également qu&#8217;à l&#8217;heure du 2.0, où le smartphone remplace même la carte bancaire, pourquoi ne pas également remplacer la carte de fidélité ?</span></p>
<p><span style="font-size: medium;">C&#8217;est pourquoi vous trouverez dans cet article divers moyens de dématérialiser vos cartes de fidélité.<br />
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Tout d&#8217;abord tout le monde ne possède pas de smartphone allez vous me dire. C&#8217;est pourquoi, en octobre 2011, une équipe d&#8217;entrepreneurs Belges créent <a href="http://www.carte1010.com/" onclick="return TrackClick('http%3A%2F%2Fwww.carte1010.com%2F','la+Carte1010')">la Carte1010</a>. C&#8217;est une carte de fidélité innovante qui permet de regrouper jusqu&#8217;à 8 cartes en UNE. La Carte1010 a le format d&#8217;une carte de banque et comporte jusqu&#8217;à 4 cartes de fidélité par face. Elle est personnalisable, positionnement au choix de vos cartes de fidélité sur la Carte1010, couleur de chaque face. Elle permet de diminuer drastiquement le nombre de cartes de fidélité dans les sacs et portefeuilles, permet d&#8217;avoir toujours ses cartes avec soi de manière bien organisée, de les retrouver facilement et de maximaliser ses points de fidélité.</span></p>
<p><span style="font-size: medium;">Mais bien entendu ceci reste une carte physique qu&#8217;il faut détenir et ne pas perdre ou oublier. En ce qui concerne la réelle dématérialisation c&#8217;est en 2010, qu&#8217;un nouveau type de carte de fidélité est apparu, ce sont les cartes de fidélités stockées sur les appareils mobiles. <a href="http://www.fidall.com/" onclick="return TrackClick('http%3A%2F%2Fwww.fidall.com%2F','Fidall')">Fidall</a> fût la première application offrant ce type de service. Plusieurs applications se sont créées par des sociétés proposant des développements sur téléphones mobiles.</span></p>
<p><span style="font-size: medium;"><a href="http://www.fidme.com/" onclick="return TrackClick('http%3A%2F%2Fwww.fidme.com%2F','FidMe')">FidMe</a> : &laquo;&nbsp;le porte-cartes mobile pour réunir toutes les cartes de fidélité dans votre téléphone !&nbsp;&raquo;</span></p>
<p><span style="font-size: medium;">Mode d&#8217;emploi :</span></p>
<p><span style="font-size: medium;">&laquo;&nbsp;Scannez le code de votre commerçant favori, pour gagner votre tampon sur votre carte ! Utilisez votre mobile comme carte de fidélité dans vos enseignes préférées. Checkez en magasin pour gagner des points FidMe.<br />
FidMe est TOUJOURS gratuit, sans publicité, permet de synchroniser vos cartes. Avant tout VOTRE application, c’est grâce à VOS retours que nous l’améliorons !&nbsp;&raquo;</span></p>
<p><span style="font-size: medium;">Avec ces portefeuilles numériques pour cartes de fidélité la question de la propriété des données nous vient automatiquement en tête. En outre ces solutions ne permettent pas au commerçant de disposer de statistiques et de préserver la confidentialité de ses clients.<br />
De nombreux programmes de fidélité intègrent aujourd&#8217;hui la mobilité comme l&#8217;un des canaux de communication avec leurs clients.<br />
La technologie (NFC Near Field Communication) Communication en champ proche commence également à se développer en tant que support d&#8217;identification des clients. L&#8217;arrivée de téléphones portables NFC et des nouveaux usages de ces supports accélérera cette tendance. Bien qu&#8217;un problème subsiste, les données n&#8217;étant pas cryptées n’importe quelle personne munie d&#8217;un récepteur peut accéder à toutes vos données s&#8217;il se trouve dans votre champ d’émission.</span></p>
<p><span style="font-size: medium;">Au 21ème siècle, beaucoup d’entreprises utilisent la carte de fidélité comme support et outil de la gestion de la relation client. Elles en existent des milliers, pour chaque type d’entreprise. Elles sont faciles d’accès et elles favorisent l’entrée de nouveaux clients à l’entreprise mais pas seulement. Les entreprises visent l’acquisition de nouveaux clients mais elles veulent surtout les conserver. Si le client n’est pas intéressé par les offres émises grâce à la carte de fidélité, il ne s’éternisera pas comme client. C’est pour cela qu’avec une telle concurrence, les entreprises se battent pour partager les meilleures offres avec cette carte, mais pas seulement : la virtualisation des cartes connait un grand essor et commence à faire son chemin. Mais, c’est ici que se pose une question… les cartes physiques disparaîtront elles totalement ? et surtout comment protéger les données ?</span></p>
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