%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
LINEA AXIAL - HÉLICES AXIALES
2018-05-28T13:06:23-03:00
2018-05-28T13:06:23-03:00
2018-05-28T13:06:23-02:00
Adobe Illustrator CS6 (Windows)
224
256
JPEG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uuid:8ad39835-7eb6-47da-9945-b5ad11fdd6ab
xmp.did:278AB0FC8D62E81187FC8E2623E94E92
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:268AB0FC8D62E81187FC8E2623E94E92
xmp.did:268AB0FC8D62E81187FC8E2623E94E92
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F77F11740720681183D1B94F0DB2583A
2016-09-19T14:02:25-03:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:278AB0FC8D62E81187FC8E2623E94E92
2018-05-28T13:06:13-03:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\ornel\OneDrive\Documentos\PC Gatti\Pictures\PRODUCTOS\Axiales\HÉLICES AXIALES\HÉLICES.jpg
Print
False
True
1
210.001652
296.999959
Millimeters
Arial-ItalicMT
Arial
Italic
Open Type
Version 7.00
False
ariali.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
Arial-BoldItalicMT
Arial
Bold Italic
Open Type
Version 7.00
False
arialbi.ttf
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
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
Myriad-BoldItalic
Myriad
Bold Italic
Type 1
001.001
False
wmbi____.pfb; wmbi____.pfm
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
Tahoma-Bold
Tahoma
Bold
Open Type
Version 7.00
False
tahomabd.ttf
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
29 0 obj
<>stream
HW[W~ׯǙ=IH09#Zit$9b>uFv]w>uNӏ_Nv{q&ϟ;{ϯt^cd+tIcxq̻_wGHa5h]\xF~IfFGˤQDFW⤬L(&eMsYYe.93$H1[鬗,a7
)!-"
/-WK9RHb`Eg@R+v8òREea|ޢ[J[c7