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)
48
hay que enfatizar la necesidad de realizar estas actuaciones -de marketing- mediante
‘productos’ como por ejemplo: programa de construcción de hoteles, campañas promo-
cionales mediante ofertas turísticas integradas, proyectos culturales, venta de imagen
de ciudad segura y/o atractiva8 [6], campañas especícas de atracción de inversores y
congresistas, etc (Borja & Castells, 1997, p. 192 - grifo do autor)9.
La venta de la imagen de una ciudad segura va a menudo de la mano con la venta de
una ciudad justa y democrática. En el diagnóstico elaborado por el Plan Estratégico de
Río de Janeiro, con el asesoramiento de consultores catalanes, la ciudad se presen-
ta como “un laboratorio de experimentación y mejora democrática, baja intolerancia
racial y ejemplo de convivencia social (sic)” (Plano Estratégico do Rio de Janeiro Ja-
neiro, s/d, p.20)10. La preocupación por la imagen alcanza su paroxismo entre los es-
trategas cariocas-catalanos cuando el diagnóstico señala como uno de los problemas
la “fuerte visibilización de la población sin hogar” (Plano Estratégico do Rio de Janeiro,
s/d, p. 50): la pobreza redenida estratégicamente como un problema paisajístico (o
ambiental)11.
En consonancia con la visión expresada en el Plan Estratégico de Río de Janeiro,
Borja & Castells comentan que “la pobreza urbana y la marginación”, como parte de lo
que denominan el “entorno social”, “condicionan o inuyen considerablemente en las
decisiones de los agentes económicos, en el atractivo de la ciudad” (Borja & Castells,
1997, p. 133).
Se podría explorar un poco más la forma en que la transformación de la ciudad en
una mercancía (de lujo) impacta en la forma de enfrentar la pobreza. La transgura-
ción de la pobreza en ambiente la formulan explícitamente los catalanes, cuando in-
cluyen en lo que llaman entorno social “el peso de la pobreza”. Los pobres son entorno
mercado de la consultoría urbanística es sin duda uno de los resultados comerciales de esta “gran operación
de city marketing”.
8 Nunca está de más recordar que ofrecer una imagen de ciudad segura no necesariamente depende de que
la ciudad sea, de hecho, segura para quienes la habitan; siempre es posible crear cordones y áreas de segu-
ridad para los visitantes. En una cita anterior, la mención de hoteles de lujo con seguridad adecuada es una
sugerencia obvia de que a los visitantes (lujo) se les debe ofrecer una tasa de seguridad más alta que la tasa
de seguridad promedio ofrecida a los habitantes de la ciudad y visitantes (no lujo).
9 También en este punto, la posición de Ascher es prácticamente la misma: “En la perspectiva de la competencia
interurbana para atraer empresas, todas estas características deben estar reunidas en diferentes proporciones,
en uno o más productos urbanos bien a la vista del mercado de las ciudades, estos productos deben ser
publicitados y presentar una buena ‘imagen’. En este sentido -añade el francés, ahora en oposición a los
catalanes- el éxito más notorio es, sin duda, el de la ciudad de Montpellier, que sirve de referencia, incluso como
modelo, para numerosos tomadores de decisiones locales” (Ascher, 1994, p. 85).
10 En otros pasajes, no muchos, el Diagnóstico reconoce la existencia de desigualdades, pero, por regla general,
silencia este tipo de problemas. Al respecto, ver Vainer, 2007.
11 Para un análisis del Plan Estratégico de Río de Janeiro desde este punto de vista, ver. Vainer, 2007.