%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Compressed Air Requirement and Abrasive Consumption Chart
2020-02-25T08:09:58-05:00
2020-02-25T08:09:58-05:00
2020-02-25T08:09:58-05:00
Adobe Illustrator 24.0 (Macintosh)
220
256
JPEG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uuid:3de6a166-c217-d34e-a6e1-d06297b33df7
xmp.did:049968cf-18b9-4374-b103-19f052d007fa
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f209e967-4aa3-1c46-afca-b48566474425
xmp.did:4a89af76-8b86-4871-999b-aaa0758b71b4
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:9c5b5af7-e985-4fb7-a91f-7b1cf9bb4514
2017-05-31T11:47:44-04:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:049968cf-18b9-4374-b103-19f052d007fa
2020-02-25T08:09:56-05:00
Adobe Illustrator 24.0 (Macintosh)
/
EmbedByReference
/Volumes/storage/Creative/Sandblasting Machines/SBM logo lighter.jpg
/Volumes/storage/Creative/Sandblasting Machines/SBM logo lighter.jpg
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
Molot
Molot
Regular
Open Type
Version 1.000 2008 initial release
False
Molot.otf
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-It
Myriad Pro
Italic
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-It.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
Cyan
Magenta
Yellow
Black
Default Swatch Group
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
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
89.999400
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
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
10.000000
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
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 46 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
12 0 obj
<>stream
HWKo#W("vl}e #II S엻[U{I60 K$*_շk|V3 T;S. 괝Ew