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)
14
Yulök Revista de Innovación Académica, ISSN 2215-5147, Vol. 6, N.º 1
Enero-Junio 2022, pp. 10-27
Herrera, D. Análisis prospectivo sobre trabajo informal, venta ambulante y seguridad social en San José, C.R.
para el periodo 2020-2025.
reformas implementadas en muchos países y las dificulta-
des de los sistemas, tanto en su componente de pensiones
como de atención de la salud, para continuar la expansión
de la cobertura experimentada en las décadas posteriores
a la posguerra; y el crecimiento del gasto social del Esta-
do, aunque con un sesgo regresivo.
Esos tres fenómenos desde la perspectiva de Aldo (2010,
p.21); han impactado la seguridad social latinoamerica-
na porque ha hecho una caracterización de sus habitantes
basada en altos niveles de desempleo, subempleo, preca-
rización laboral, pobreza y desigualdad en la distribución
del ingreso. Además, en las sociedades de Latinoaméri-
ca la desigualdad se representa en la distribución de la
propiedad, el consumo, el poder, el conocimiento y las
posibilidades culturales.
Mesa-Lago, citado en Aldo (2010, p.25) analiza los cam-
bios sustanciales experimentados en los sistemas de pen-
siones y de salud de la seguridad social en la región. Para
esto propuso dividir estos cambios entre reformas estruc-
turales y paramétricas. Las reformas estructurales son las
que: “modificaron sustancialmente el perfil de dichos
sistemas, reemplazando total o parcialmente los esque-
mas de reparto por sistemas privados de capitalización.
A su vez, las reformas estructurales pueden subdividirse
en sustitutivas, paralelas y mixtas” (Aldo, 2010, p.25).
Por ejemplo, Chile, Bolivia, México, El Salvador y Re-
pública Dominicana implementaron un modelo sustituti-
vo, que quiere decir que no permite el acceso de nuevos
miembros y se crea un nuevo sistema de capitalización.
En Perú y Colombia se dio un modelo paralelo que con-
templa el funcionamiento de ambos sistemas, sin cone-
xión entre ellos. Y en el caso de Costa Rica, Argentina y
Uruguay; se adaptaron modelos mixtos en los que se dan
diversas formas de integración de los principios de repar-
to y capitalización que estructuran el sistema.
No obstante, hubo países que implementaron solo cam-
bios paramétricos como lo fueron Brasil, Cuba, Ecuador,
Guatemala, Haití, Paraguay, Honduras, Nicaragua, Vene-
zuela y Panamá; de acuerdo a Mesa-Lago, citado en Aldo
(2010, p.25). Estos cambios iban orientados al “endure-
cimiento de las condiciones de acceso a los beneficios,
como aumentos de la edad mínima o de los años de con-
tribución necesarios, o bien cambios en las fórmulas de
cálculo para definir los beneficios” (Aldo, 2010, p.25).
Los cambios anteriores mostraron un retroceso en la co-
bertura de seguro social en la región, según lo expuesto
por Mesa-Lago, citado en Aldo (2010, p.26); pasando de
un promedio general del 38% al 26%, producto del des-
censo intenso de cobertura que experimentan los países.
También es producto del aumento del desempleo y de la
informalidad en el empleo.
Venta ambulante en el casco central de San José
El tema de las ventas ambulantes en la economía infor-
mal, es un tema muy poco estudiado en el país, por lo que
hay un gran vacío de conocimiento. En el caso de Costa
Rica, la mayor concentración de venta ambulante se da en
el casco central de San José. Solo la Cámara de Comercio
de Costa Rica (2018) realizó un estudio del tema de las
ventas ambulantes en la economía informal titulado: “Es-
tudio sobre vendedores ambulantes y economía informal
en San José”. En este informe se detallan las siguientes
rutas de venta ambulante en el casco central de San José:
de Avenida Primera hasta el Parque Nacional, de la ave-
nida 3 y la calle 12 hasta las inmediaciones de la Plaza de
la Democracia, el recorrido del parque Braulio Carrillo al
Museo Nacional, el recorrido del Parque de las Garantías
Sociales al parque Morazán y por último el recorrido de
la Avenida Central completa.
Tomando en cuenta los datos anteriores suministrados
por la Cámara de Comercio de Costa Rica (2018), en la
región central de San José, hay un total de 1198 traba-
jadores informales en la modalidad de ventas ambulan-
tes. El recorrido de la avenida 3 y la calle 12 hasta las
inmediaciones de la Plaza de la Democracia, es el que
cuenta con mayores vendedores ambulantes; el recorrido
del Parque de las Garantías Sociales al parque Morazán,
es el que cuenta con menor cantidad de vendedores am-
bulantes.
Los artículos para el hogar, comidas, celulares, acceso-
rios, ropa y bolsos; son los artículos que más escogen las
personas vendedoras ambulantes para vender, de acuerdo
a la Cámara de Comercio de Costa Rica (2018). En adi-
ción, la Cámara de Comercio (2018), identificó un mapeo
horario de la afluencia de vendedores ambulantes en las
avenidas de la región central de San José:
• El día típico empieza de 4 a 7 a.m. Se suspende de
7 a 9 a.m por rondas de la policía municipal.
• Las horas intensas de venta son de 11:30 am a las
2 pm, que coincide con las horas de almuerzo de la
policía municipal.
• De 2 pm a 5 pm; hay movimiento constante en la
zona.
• A las 6 pm se da el cierre de actividades por parte
de la policía municipal.
• De 7 pm a 10 pm las actividades de ventas ambu-
lantes son casi nulas.
Si bien la Cámara de Comercio recaudó datos que son de
gran valor, dichos datos solo abarcan la dinámica de las
ventas ambulantes y no las características socioeconómi-
cas de la población de vendedores ambulantes del casco
central de San José. Para poder analizar un problema, es