%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
FICHA_JARDINERA
2017-12-20T14:56:54-06:00
2017-12-20T14:56:54-06:00
2017-12-20T14:56:54-05:00
Adobe Illustrator CS6 (Windows)
208
256
JPEG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uuid:4fdf62d8-7f95-4b87-b848-4c50864c4e59
xmp.did:77A82644C5E5E7118376FD8EA401CC52
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a92bd117-7c7e-48d3-8af6-4e573c75f72b
xmp.did:FE7F117407206811822A9D585956DDA0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F87F117407206811822AF81630686FC9
2016-11-28T13:55:38-06:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:77A82644C5E5E7118376FD8EA401CC52
2017-12-20T14:56:51-06:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
JARDINERA.jpg
EmbedByReference
SUELA BENGALA NEGRA.jpg
Print
False
False
1
21.590000
27.940000
Centimeters
LubalinGraphITCbyBT-MediumObl
ITC Lubalin Graph BT
Medium Oblique
Open Type
2.0-1.0
False
ITC Lubalin Graph Medium Oblique.ttf
LubalinGraphITCbyBT-BoldOblique
ITC Lubalin Graph BT
Bold Oblique
Open Type
2.0-1.0
False
ITC Lubalin Graph Bold Oblique.ttf
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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
5.000001
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
35.000002
100.000000
35.000002
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
PANTONE 7597 C
SPOT
100.000000
LAB
50.588200
58
51
hellblau
PROCESS
100.000000
CMYK
81.000000
0.000000
0.000000
0.000000
Grays
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Brights
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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
10 0 obj
<>stream
HW[s9~WZfdpL{w⭭6pqߑ&IWI}t9G;?u>u\[ϔ0L
M6elSr3+}`#X?Rx1_gLǃ͖̂R˺?n_RJs)5sR1,CG㲠2Fu>1YJΪH,.;}gu4{|R*eZ&#*%aK` h'a!s:_>8PK{,{#OX*`
TiDžW~pe}Y{zEqϽ)8ԗ~$b)晅@8j싖ਝf&MdidN'e+|"0oEtȸD6* Ӄߛ0%e̒K<
/[3&fsRj8k4!!_%6HgpawT:O" d&Efyl!
+f-*BLy. &cNh8ei 1{s;7He/ƓW1iͬ+B]Oh