%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
CEMENTO clasico DOSIFICACION
2018-05-21T13:31:26+02:00
2018-05-21T13:31:26+02:00
2018-05-21T13:31:26+02:00
Adobe Illustrator CC 2017 (Macintosh)
256
192
JPEG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uuid:0b7af27f-e446-c840-a181-84b4c3007e24
xmp.did:89f5b6a4-8df8-4ad6-b5b7-8db2a991d34b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:4d4e3cdb-66c7-49f7-8011-eaa9bdd0366c
xmp.did:4d4e3cdb-66c7-49f7-8011-eaa9bdd0366c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:8bb69473-b07e-4878-a392-41860e855818
2018-05-10T17:11:03+02:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:89f5b6a4-8df8-4ad6-b5b7-8db2a991d34b
2018-05-21T13:31:24+02:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
True
False
1
309.283675
229.092706
Millimeters
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.otf
Cyan
Magenta
Yellow
Black
C=0 M=0 J=0 N=100 1
Grupo de muestras por defecto
0
Blanco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Negro
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rojo CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Amarillo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cian CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Azul CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMYK
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
C=0 M=0 J=0 N=100 1
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
PANTONE 361 C
SPOT
100.000000
LAB
63.137257
-51
53
PANTONE P 107-8 U
SPOT
100.000000
LAB
32.587200
-10
-43
PANTONE 330 C
SPOT
100.000000
LAB
30.196079
-27
-4
PANTONE 7487 C
SPOT
100.000000
LAB
80.784317
-42
49
PANTONE 3965 C
SPOT
100.000000
LAB
87.058823
-8
103
PANTONE 267 C
SPOT
100.000000
LAB
29.803921
44
-55
PANTONE 131 C
SPOT
100.000000
LAB
63.529411
21
73
PANTONE 375 C
SPOT
100.000000
LAB
78.823532
-40
77
PANTONE 2718 C
SPOT
100.000000
LAB
56.078430
3
-48
PANTONE 246 C
SPOT
100.000000
LAB
49.019608
71
-34
PANTONE 274 C
SPOT
100.000000
LAB
12.156863
19
-35
PANTONE 142 C
SPOT
100.000000
LAB
80.392159
12
64
PANTONE 485 C
SPOT
100.000000
LAB
49.803921
69
55
PANTONE 185 C
SPOT
100.000000
LAB
49.803921
77
49
PANTONE Yellow C
SPOT
100.000000
LAB
89.019608
-1
111
PANTONE 7713 C
SPOT
100.000000
LAB
44.313702
-42
-21
LAFARGE_green_RGB
PROCESS
100.000000
CMYK
82.696301
13.876601
77.431899
1.413000
PANTONE 173 C
SPOT
100.000000
LAB
50.588200
55
53
Grises
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Brillantes
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 876.71 649.397]/Type/Page>>
endobj
9 0 obj
<>stream
HWˎ-I
Wttn"@X:'븮Rwr>pD?}{o=>#xnF?A?)й9~O
R/} 4Wo_?~sEʇ^T;B+~ZSk!8Ŝ|-f
8=rD~-B(~G$?W.ekɴc
B#m,_<-nsiᛗkRk~3Nڷ0߿c_9nqh?NuuV|CUV+,>+2FYvp<[[t tӏԶFU`o6G0^NzYr?"N -W0'F>Lw'2)Mռֱ=+2up"k}T|/<#VY}I;4Y>DGWmK^uʬS/%O,}m}uH\sUqY1FcEy
V[36\k13PoZؖEjl{`tFwG pL~CRvd<5*m6`1\HlwUcl䵲yK.A9[eP%(6=@W,t[ԥduie_/7_wK%$Mm+4לep{ܚ@PJjb(ۻ=0v^ZpkAU)g @G#hX#hi]``S*B<霬)k
'zHO1قk./HBy#BRܖ\pO,{~5^ј`Z=\() 4|v\e;Ud[#ǭEoM'/0*+r%HOM9Gu3bøŎw`[c벢YwBTnMPi[q%MZ+