data:image/png;base64,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

data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAuQAAAAECAYAAADGfyrOAAAAy0lEQVR4nO3YsQ3CMBSE4bPlApICygiajJARGCIN43gXhskIgQVwT+MC2YnCAojiPYl3X+P2l4tL5BBjBBEREX1n7sYh+HLU7rCiwPcO6LU7rKhwh/UYtDssaUu9Bu0IizjmsjjmsjjmGupFu8ASj21XtDNMqdoBpvC2pb3e2G0/5I/T+FyPTrnHDI65PM6LJN42/b0ZcEk7wgrnkFDrXbvDinXBs0eZtDssaUOTPi/kDpnfUFEcc0Ecc1kcc3n70kzndMvaHURE9JsFqBAzddqHSAgAAAAASUVORK5CYII=

 

 

INFORMACIÓN SUMINISTRADA POR EL BANCO DE LA REPÚBLICA

EL VALOR TOMADO CORRESPONDE A LA MEDIA.

SU ACTUALIZACIÓN DIARIA SÓLO SERÁ DISPONIBLE DESPUÉS DE MEDIO DÍA.

 SEGUNDO SEMESTRE DE 2015

DÍA

JULIO

AGOSTO

SEPTIEMBRE

OCTUBRE

NOVIEMBRE

DICIEMBRE

1

2.895,19

3.130,58

3.450,80

3.445,12

 3.201,47

 3.318,07

2

2.916,01

3.130,58

3.482,51

3.430,19

 3.201,47

 3.321,75

3

2.913,33

3.162,21

3.528,53

3.430,19

 3.192,54

 3.347,80

4

2.933,43

3.184,86

3.461,56

3.430,19

 3.093,93

 3.416,80

5

2.933,43

3.185,76

3.461,56

3.421,55

 3.062,12

 3.416,80

6

2.933,43

3.200,80

3.461,56

3.330,66

 3.099,28

 3.416,80

7

2.951,41

3.200,80

3.460,40

3.281,45

 3.099,28

 3.480.12

8

2.941,41

3.200,80

3.474,10

3.249,35

 3.099,28

 3.588.51

9

2.977,09

3.200,80

3.510,05

3.255,62

 3.110,51

 3.581,55

10

2.949,62

3.241,09

3.467,49

3.255,62

 3.138,48

 3.610,58

11

2.949,62

3.198,68

3.456,71

3.255,62

 3.139,02

 3.564,65

12

2.949,62

3.251,91

3.456,71

3.255,62

 3.149,30

 3.564,65

13

2.979,99

3.286,62

3.456,71

3.255,62

 3.235,96

 3.564,65

14

2.965,32

3.300,11

3.400,43

3.310,05

 3.235,96

 3.627,98

15

2.956,75

3.300,11

3.431,68

3.341,63

 3.235,96

 3.700,33

16

2.972,14

3.300,11

3.410,70

3.327,45

 3.235,96

 3.634,26

17

2.973,23

3.300,11

3.375,82

3.327,45

 3.290,20

 3.630,25

18

2.981,11

3.314,25

3.366,36

3.327,45

 3.268,43

 3.611,04

19

2.981,11

3.313,60

3.366,36

3.271,55

 3.309,52

 3.611,04

20

2.981,11

3.346, 27

3.366,36

 3.300,41

 3.308,57

 3.611,04

21

2.981,11

3.419,17

3.395,62

 3.330,48

 3.308,57

 3.619,05

22

3.022,81

3.419,17

3.360,08

 3.367,18

 3.308,57

 3.637,98

23

3.038,59

3.419,17

3.412,78

 3.308,58

 3.251,18

 3.626,39

24

3.081,64

3.509,97

3.450,12

 3.308,58

 3.277,28

 3.537,74

25

3.081,64

3.713,37

3.538,67

 3.308,58

 3.270,80

 3.537,74

26

3.081,64

3.644,63

3.538,67

 3.327,74

 3.286,04

 3.537,74

27

3.132,92

3.692,87

3.538,67

 3.223,75

 3.291, 31

 3.537,74

28

3.168,08

3.583,40

3.441,47

 3.260,42

 3.291, 31

 3.509,02

29

3.151,26

3.583,40

3.470,79

 3.238,16

 3.291, 31

 3.461,68

30

3.149,70

3.583,40

3.502,19

 3.201,47

 3.285,00

 3.450,77

31

3.130,58

3.479,43

--------

 3.201,47

--------

3.471,26 

EURO

Primer Semestre de 2015

Segundo Semestre de 2014

Primer Semestre de 2014

Segundo Semestre de 2013

Primer Semestre 2013

Segundo Semestre 2012

Primer Semestre 2012

Segundo Semestre 2011

Primer Semestre 2011

Segundo Semestre 2010

Primer Semestre 2010

Segundo Semestre 2009

Primer Semestre 2009

Segundo Semestre 2008

Primer Semestre 2008

Segundo Semestre 2007

Primer Semestre 2007

Segundo Semestre 2006

Primer Semestre 2006

Segundo Semestre 2005

Primer Semestre 2005

Segundo Semestre 2004

Primer Semestre 2004

Segundo Semestre 2003

Primer Semestre 2003