%PDF-1.4
%
110 0 obj
<>
endobj
107 0 obj
<>stream
application/pdf
SystemAdvantage_Mopeka_Tank_Check_A4
2019-08-12T15:12:56+10:00
2019-08-12T15:12:56+10:00
2019-05-31T09:48:04+11:00
Adobe Illustrator CC 23.0 (Windows)
256
180
JPEG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uuid:d52e3925-4177-4c31-b42c-6fdc6d3f80a4
xmp.did:250aa1e1-d8f1-8740-a39c-f813331b425d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:3e68b0fb-4cc9-ba4c-8c10-d3a094165d49
xmp.did:3e68b0fb-4cc9-ba4c-8c10-d3a094165d49
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:3e68b0fb-4cc9-ba4c-8c10-d3a094165d49
2019-05-31T09:45:05+10:00
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:250aa1e1-d8f1-8740-a39c-f813331b425d
2019-05-31T09:48+10:00
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
\\NASDE7244\Public\customers\S\Systems Advantage\Brochures\Working\Mopeka Tank Check\Mopeka Flyer-3_Part2.pdf
uuid:43867a8c-e4e4-4e0a-b3f4-c7283cf6482a
uuid:b68fca3f-5be1-43fc-a71c-2ca8498da140
EmbedByReference
\\NASDE7244\Public\customers\S\Systems Advantage\Brochures\Working\Mopeka Tank Check\Mopeka Flyer-3_Part1.pdf
uuid:fe0d9806-c215-4ae6-9eec-cbc100008468
uuid:8aaf7d83-5ca3-40eb-bf61-01f30b2ee603
\\NASDE7244\Public\customers\S\Systems Advantage\Brochures\Working\Mopeka Tank Check\Mopeka Flyer-3_Part2.pdf
uuid:43867a8c-e4e4-4e0a-b3f4-c7283cf6482a
uuid:b68fca3f-5be1-43fc-a71c-2ca8498da140
\\NASDE7244\Public\customers\S\Systems Advantage\Brochures\Working\Mopeka Tank Check\Mopeka Flyer-3_Part1.pdf
uuid:fe0d9806-c215-4ae6-9eec-cbc100008468
uuid:8aaf7d83-5ca3-40eb-bf61-01f30b2ee603
Print
True
True
1
210.000000
297.000000
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
BBAAAA+ArialNarrow-Bold
BBAAAA+ArialNarrow Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MBAAAA+ArialNarrow-Bold
MBAAAA+ArialNarrow Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
KBAAAA+ErasITC-Bold
KBAAAA+ErasITC Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
ZAAAAA+ErasITC-Bold
ZAAAAA+ErasITC Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
LBAAAA+Arial-Black
LBAAAA+Arial Black
Black
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
ABAAAA+Arial-Black
ABAAAA+Arial Black
Black
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
YAAAAA+ArialNarrow-Bold
YAAAAA+ArialNarrow Bold
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 363 U
PANTONE Process Black U
PANTONE 376 U
PANTONE 369 U
PANTONE 390 U
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
PANTONE 369 U
SPOT
100.000000
LAB
59.607841
-34
40
PANTONE Process Black U
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
PANTONE 376 U
SPOT
100.000000
LAB
63.921570
-36
50
PANTONE 363 U
SPOT
100.000000
LAB
50.980392
-25
24
PANTONE 390 U
SPOT
100.000000
LAB
65.882355
-19
60
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
106 0 obj
<>
endobj
111 0 obj
<>/ExtGState<>/ProcSet[/PDF/Text/ImageC/ImageB/ImageI]/Shading<>/XObject<>>>/Rotate 0/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
1 0 obj
<>/ExtGState<>/ProcSet[/PDF/Text/ImageC/ImageB/ImageI]/Shading<>/XObject<>>>/Rotate 0/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
306 0 obj
<>stream
HWK
ܿSOd~c00zQ=FO/|}GSzUFn)TIG9W?=1so/j~˯?o}u{ig۷Ǘ_x
}FZ_yZ~Y6Fl9N+)Zaǟ
7/|{