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)
4
PERSONAS CON DISCAPACIDAD
TUNGURAHUA Y
AMBATO
Según la Organización Mundial de Salud- OMS, la discapacidad
es un término general que abarca las deciencias, limitaciones
de la actividad y restricciones de la participación, mientras que
las deciencias son problemas que afectan a una estructura o
función corporal; las limitaciones de la actividad son dicultades
para ejecutar acciones o tareas y las restricciones de la partici-
pación, son problemas para participar en situaciones vitales.
La Constitución de la República en su Art. 47 señala que: “El
Estado garantizará políticas de prevención de las disca-
pacidades y, de manera conjunta con la sociedad y la fa-
milia, procurará la equiparación de oportunidades para
las personas con discapacidad y su integración social”.
En el año 2011 según la OMS y Banco Mundial – BM, se estima
que alrededor del 15% de la población mundial vive con algún
tipo de discapacidad (según estimaciones de la población mun-
dial del 2010), mientras que en Ecuador el Instituto Nacional de
Estadística y Censos de acuerdo al VII Censo de Población y VI
de Vivienda 2010, el porcentaje de personas que señalan te-
ner discapacidad permanente por más de un año es 5,64%.
En el presente artículo se realiza un análisis de las personas con
discapacidad a nivel nacional y de manera especíca en la pro-
vincia de Tungurahua y el cantón Ambato según edad, géne-
ro y tipos de discapacidad de acuerdo a datos publicados de
fuentes ociales del Consejo Nacional para la Igualdad de Dis-
capacidades – CONADIS y Ministerio de Salud Pública – MSP.
A continuación en la tabla 1 se reeja que en Ecuador, Tun-
gurahua y Ambato predomina el registro de hombres con dis-
capacidad, es así que en Tungurahua el porcentaje de hom-
bres es mayor en 4,84 puntos en relación a las mujeres.
En la gura 1 se evidencia que las tres provincias con mayor por-
centaje de personas con discapacidad registradas son: Guayas,
Pichincha y Manabí, tomando en consideración su densidad po-
blacional; por otro lado el menor porcentaje lo tiene Galápagos con
el 0,11%. La provincia de Tungurahua registra 11.983 personas,
ubicándose en décimo lugar del total nacional con 2,92%.
Dentro de los nueve cantones de la provincia de Tungurahua, el
mayor porcentaje de personas con discapacidad se registra en
Ambato, con el 60,19%, el resto de cantones suman en conjunto
el 39,81%, sobresaliendo el cantón Pelileo con un 10,36%, como
se muestra en la gura 2.
La discapacidad en los hombres prevalece en seis de los nueve
cantones de Tungurahua (Ambato, Baños, Patate, Quero, Pelileo,
Píllaro); únicamente en Cevallos y Tisaleo predomina la discapaci-
dad en las mujeres, mientras que en Mocha el porcentaje es equi-
tativo como reeja la gura 3.
Fuente: Consejo Nacional para la Igualdad de Discapacidades - CONADIS
Ministerio de Salud Pública del Ecuador - MSP, abril 2016
Elaboración: Equipo OBEST
Fuente: Consejo Nacional para la Igualdad de Discapacidades - CONADIS
Ministerio de Salud Pública del Ecuador - MSP, abril 2016
Elaboración: Equipo OBEST
Tabla 1: Personas con discapacidad en Ecuador,
Tungurahua y Ambato
Abril 2016
Figura 1: Personas con discapacidad registradas por provincia
Abril 2016
Figura 2: Personas con discapacidad registradas por cantones en
Tungurahua
Abril 2016
LICETT CAROLINA FREIRE PAREDES
1
FERNANDO ANDRÉS MAYORGA NÚÑEZ
2
1
Ingeniera Comercial – Analista de Investigación y Desarrollo del Observatorio Económico y Social
de Tungurahua – UTA
2
Ingeniero en Ciencias Económicas y Financieras – Analista de Investigación y Desarrollo del Obser-
vatorio Económico y Social de Tungurahua – UTA
23,68%
15,12%
10,78%
6,83%
4,78%
4,58%
3,50%
3,39%
3,19%
2,92%
21,24%
Guayas
Pichincha
Manabi
Azuay
LosRíos
ElOro
Loja
Chimborazo
Esmeraldas
Tungurahua
Resto del pais
60,19%
10,36%
8,03%
5,18%
5,22%
3,70%
3,15%
2,17%
2,01%
7,33%
Ambato Pelileo Pillaro
Quero Baños Patate
Tisaleo Mocha Cevallos
Fuente: Consejo Nacional para la Igualdad de Discapacidades - CONADIS
Ministerio de Salud Pública del Ecuador - MSP, abril 2016
Elaboración: Equipo OBEST