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)
7
ANÁLISIS DE CAPTACIÓN Y COLOCACIÓN EN LA PROVINCIA DE TUNGURAHUA
BANCOS PRIVADOS
En la provincia de Tungurahua operan 14 instituciones bancarias,
durante enero – agosto del año 2014 captaron de los diferen-
tes sectores de la economía un promedio acumulado de USD.
566’065.690 y colocaron USD. 503’541.669, lo que muestra que
alrededor de un 11% de dinero en poder del sector de interme-
diación nanciera estaría dejando de colocarse en la provincia,
indicador que en comparación con el año pasado ha incremen-
tado en 3% reejando una disminución de colocaciones frente
a las captaciones recibidas. Con respecto a igual periodo del
año anterior, las captaciones advierten un incremento de USD.
25’028.363 (4,6%) y las colocaciones USD. 7’953.624 (1,6%).
Entre los mencionados periodos el coeciente de colocaciones
varía en sentido descendiente de 0,92 a 0,89. (Ver tabla 3)
Período Captaciones Colocaciones Col/Cap
EneroAgosto2013 541.037.327,47$ 495.588.044,99$ 0,92
EneroAgosto2014 566.065.690,22$ 503.541.669,47$ 0,89
Fuente: SuperintendenciadeBancosySeguros
Tabla 3. Captaciones y colocaciones de bancos privados en Tungurahua
EN DÓLARES
Tabla 4. Bancos Privados: captaciones y colocaciones por institución en
Tungurahua enero – agosto 2014
PROMEDIO ACUMULADO EN DÓLARES
Fuente: Superintendencia de Bancos y Seguros
Elaboración: OBEST.
Fuente: Superintendencia de Bancos y Seguros
Elaboración: OBEST.
Fuente: Superintendencia de Bancos y Seguros
Elaboración: OBEST.
En los primeros ocho meses del año el decrecimiento promedio
mensual de captaciones es de 5,1%, en tanto que las coloca-
ciones se incrementaron a un ritmo del 2,0%.
Los bancos con una mayor participación con respecto al to-
tal de captación de recursos son: Pichincha (30,6%), Guayaquil
(11,6%), Produbanco (11,1%), Pacíco (10,7%) y Austro (9,7%);
mientras que en colocaciones los primeros lugares ocupan: Pi-
chincha (28,3%), Procredit (11,1%), Produbanco (10,9%), Gua-
yaquil (10,2%) e Internacional (8,8%).
Al relacionar colocaciones frente a captaciones por banco, los
que demuestran niveles inferiores al promedio general (0,78) del
sector son: Capital (0,15), Solidario (0,19), Pacíco (0,55), Pro-
merica (0,59), Pichincha (0,66), y Guayaquil (0,77). Ver tabla 4.
[1] En cuanto a colocaciones no se registran datos de enero a junio, y en captaciones no se dis-
ponen de datos de enero y febrero por tanto no están considerados en los cálculos promediados
ni se presenta la relación COL/CAP
[2] No se registran datos de colocaciones en el mes de febrero, por tanto no están cosniderados
en los cálculos promediados, ni se presenta la relación COL/CAP
[3] No se registran datos de captaciones en el mes de agosto, por tanto no están cosniderados
en los cálculos promediados, ni se presenta la relación COL/CAP
[4] No se registran datos de captaciones en el mes de agosto, por tanto no están cosniderados
en los cálculos promediados, ni se presenta la relación COL/CAP
Las captaciones y colocaciones de los bancos privados en Tun-
gurahua frente al total nacional representan el 2,4% y 2,9% res-
pectivamente.
SOCIEDADES FINANCIERAS
En las Sociedades Financieras, durante los primeros ocho me-
ses del 2014, el promedio acumulado de captaciones fue de
USD. 88’619.297,53, mientras que el de colocaciones alcanzó la
cifra de USD. 74’134.718,83. Las colocaciones frente a las cap-
taciones representan 0,84, lo que quiere decir que un 16,34%
de recursos nancieros dejaron de colocarse en la provincia,
mostrando un crecimiento respecto al año anterior (23,88%) en
el mismo periodo de análisis.
Comparando con enero – agosto 2013 las captaciones han dis-
minuido en USD. 4’096.611,15 (4,4%) y las colocaciones se han
incrementado en USD. 3’556.560,88 (5,0%)
$
$100.000.000
$200.000.000
$300.000.000
$400.000.000
$500.000.000
$600.000.000
$700.000.000
Enero Febrero Ma rz o A br il Mayo Junio J ulio A go s to
Captaciones
$596.874.152 $590.188.168 $592.052.458 $602.037.135 $599.651.081 $597.549.696 $552.874.009 $397.298.822
Colo caciones
$474.333.739 $428.158.377 $513.552.416 $511.971.272 $515.758.467 $522.058.778 $530.633.400 $531.866.907
FiguraNo.2
Captaciones ycolocaciones Bancos Privados Tungurahua
promediomesualendólaresenero agosto20132014
Cap taciones Colocaciones
Fuente: Superintendencia deBancosySeguros
Elaboración: OBEST
Entidad Colocaciones % Captaciones % COL/CAP
Bancodesarrollo [1] 5.683.639,75$ 1,1% 3.052.202,13$ 1%
Banco Austro 44.914.189,79$ 8,7% 57.358.288,32$ 10% 0,78
Banco Bolivariano 17.849.286,27$ 3,5% 18.434.908,60$ 3% 0,97
Banco Capital 1.226.645,16$ 0,2% 8.106.498,00$ 1% 0,15
Banco de Guayaquil 52.252.213,50$ 10,2% 68.240.622,32$ 12% 0,77
Banco de Machala 9.758.876,94$ 1,9% 11.295.466,81$ 2% 0,86
Banco del Pacifico 34.554.006,72$ 6,7% 62.957.195,57$ 11% 0,55
Banco Internacional [2] 44.990.381,81$ 8,8% 44.579.852,18$ 8%
Banco Pichincha [3] 145.532.899,38$ 28,3% 180.299.311,18$ 31%
Banco Procredit 57.054.253,67$ 11,1% 17.325.803,57$ 3% 1,71
Banco Promerica 20.644.306, 54$ 4,0% 34.623.156,06$ 6% 0,59
Banco Solidario 23.239.256,48$ 4,5% 17.440.844,84$ 3% 0,19
Banco de la Producción 55.728.241,02$ 10,9% 65.602.183,57$ 11% 0,85
Banco Sudamericano [4] -$ 0,0% 56.938, 85$ 0% -
TOTAL 513.428.197,01$ 100,0% 589.373.272,00$ 100% 0,87
Tabla 5. Captaciones y colocaciones de Sociedades Financieras en
Tungurahua
EN DÓLARES
Fuente: Superintendencia de Bancos y Seguros
Elaboración: OBEST.
Período Captaciones Colocaciones Col/Cap
EneroAgosto2013 92.715.908,68$ 70.578.157,96$ 0,76
EneroAgosto2014 88.619.297,53$ 74.134.718,83$ 0,84
Fuente: SuperintendenciadeBancosySeguros