%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
LINEA AXIAL - KH-WH
2018-04-18T15:39:31-03:00
2018-04-18T15:39:31-03:00
2018-04-18T15:39:31-02:00
Adobe Illustrator CS6 (Windows)
152
256
JPEG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uuid:33c9c366-b38f-4260-8e40-1809e0253626
xmp.did:BAFCD7923343E8118F8599B150AA1938
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:B9FCD7923343E8118F8599B150AA1938
xmp.did:B9FCD7923343E8118F8599B150AA1938
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F77F11740720681183D1B94F0DB2583A
2016-09-19T14:02:25-03:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:BAFCD7923343E8118F8599B150AA1938
2018-04-18T15:39:19-03:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\ornel\OneDrive\Documentos\PC Gatti\Pictures\PRODUCTOS\Axiales\WH y KH\KH-WH.png
Print
False
True
1
210.001652
296.999959
Millimeters
ArialMT
Arial
Regular
Open Type
Version 6.98
False
arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 6.98
False
arialbd.ttf
Arial-Black
Arial
Black
Open Type
Version 5.22
False
ariblk.ttf
CenturyGothic-Bold
Century Gothic
Bold
Open Type
Version 2.35
False
GOTHICB.TTF
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-SemiboldIt
Myriad Pro
Semibold Italic
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-SemiboldIt.otf
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
Myriad-Roman
Myriad
Roman
Type 1
001.001
False
wmr_____.pfb; wmr_____.pfm
Myriad-Bold
Myriad
Bold
Type 1
001.001
False
wmb_____.pfb; wmb_____.pfm
ArialMT,Bold
ArialMT,Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 172 CV
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
14.843798
100.000000
89.843796
9.765601
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
89.843796
84.765602
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.687500
94.921898
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
34.765602
84.765602
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
4.687500
0.000000
89.843796
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.921898
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
84.765602
9.765601
100.000000
9.765601
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843796
29.687500
94.921898
29.687500
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
79.687500
9.765601
44.921898
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.921898
14.843798
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.765602
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.921898
4.687500
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
34.765602
100.000000
34.765602
9.765601
C=10 M=100 Y=50 K=0
CMYK
PROCESS
9.765601
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.921898
19.921898
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.843796
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.843796
44.921898
50.000000
4.687500
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
59.765602
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
54.687500
59.765602
64.843796
39.843796
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.843796
64.843796
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
29.687500
50.000000
75.000000
9.765601
C=35 M=60 Y=80 K=25
CMYK
PROCESS
34.765602
59.765602
79.687500
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.843796
64.843796
89.843796
34.765602
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.843796
69.921898
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.921898
79.687500
69.921898
PANTONE 172 CV
SPOT
100.000000
CMYK
0.000000
65.000000
83.000000
0.000000
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
89.843796
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.687500
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.921898
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.765602
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
39.843796
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.687500
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.921898
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.765601
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.687500
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
9.765601
94.921898
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.765602
9.765601
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
89.843796
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
59.765602
89.843796
0.000000
0.000000
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
8 0 obj
<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
9 0 obj
<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
38 0 obj
<>stream
HW]]9
}߿"N$JB]-,sO:Rǎ|ZLnنj.~~|o|Zq[ XRMhK
kϏͯ>:տoˇǓ}Ιgy7].|w0o1Y:ҫ1oxݿzxw_opzɄ`[ ;|2R4D#ږR/5[seےY
̚YE-]$gk-PakļY{Ѩ9ab1h!?j(