%PDF-1.5%
1 0 obj<>/OCGs[10 0 R 11 0 R 12 0 R 560 0 R 561 0 R 562 0 R]>>/Pages 3 0 R/Type/Catalog>>endobj2 0 obj<>stream
application/pdf
GRF_17_06_fichas_cata_digital_semidulce_af
Adobe Illustrator CC 2017 (Macintosh)
2017-09-21T20:50:01+02:00
2017-11-09T22:35:39+01:00
2017-11-09T22:35:39+01:00
204
256
JPEG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xmp.did:7e4510e8-3d95-4b7a-8d88-584579640646
uuid:b5d4ef2d-cdb0-c24a-be30-d0b314b3da69
uuid:925BB73D6353E711A0E49FC7117986CD
proof:pdf
uuid:dc662a7b-d75a-a245-9036-78358058bd63
xmp.did:b1d37369-1572-4051-989e-545a1f0fee9e
uuid:925BB73D6353E711A0E49FC7117986CD
proof:pdf
saved
xmp.iid:b1d37369-1572-4051-989e-545a1f0fee9e
2017-09-21T20:16:49+02:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:7e4510e8-3d95-4b7a-8d88-584579640646
2017-09-21T20:49:58+02:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/apple/Dropbox/bodegas_el_grifo/05_fichas_cata/GRF_fichas_cata_museo_artwork_02/imagenes/Semidulce_ficha_cata.tif
adobe:docid:photoshop:3657c5d4-df8b-117a-a49b-c4f43d67783a
xmp.iid:d3556e2f-bde3-4a8a-909b-9044246a45c9
/Users/apple/Dropbox/bodegas_el_grifo/05_fichas_cata/GRF_fichas_cata_museo_artwork_02/imagenes/Semidulce_ficha_cata.tif
adobe:docid:photoshop:3657c5d4-df8b-117a-a49b-c4f43d67783a
xmp.iid:d3556e2f-bde3-4a8a-909b-9044246a45c9
Print
1
True
True
182.268519
230.716667
Millimeters
MrsEavesRoman
MrsEaves
Roman
Type 1
001.000
False
MrsEavRom; MrsEaves™ScreenFonts
MrsEavesSmallCaps
MrsEaves
SmallCaps
Type 1
001.000
False
MrsEavSmaCap; MrsEaves™ScreenFonts
MrsEavesItalic
MrsEaves
Italic
Type 1
001.000
False
MrsEavIta; MrsEaves™ScreenFonts
TradeGothic
Trade Gothic
Medium
Type 1
001.001
False
TradeGot; Trade Gothic Bitmapped Fonts
TradeGothic-BoldTwo
Trade Gothic
Bold No. 2
Type 1
001.001
False
TradeGotBolTwo; Trade Gothic Bitmapped Fonts
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000000
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000000
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000000
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000000
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000000
5.000000
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000000
0.000000
10.000000
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000000
10.000000
5.000000
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000000
10.000000
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 15.00
endstreamendobj3 0 obj<>endobj14 0 obj<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 585 0 R/TrimBox[0.0 0.0 516.667 654.0]/Type/Page>>endobj564 0 obj<>stream
HWnTG}_я&bbEEl ?Tu;۶<r:7sg>;73Dzʙ-T7مmm`CKr|-͟O59dsE1 F"PS;R+UsY8mDDB{-0EWc!ѻ%zqX7^`H-4SH@>=L,mV4aoWU[C,&t؈xyf/~z?< xrgZJV0G sާbb.6' R3*5P@֞7rͶbݤpsыG
d:B2 |/3GN%|()pQר>#n%!sX\O17HEuD@wabV+:\'ZsDM/@6s^hmDgf| #qInR`U