%PDF-1.5
%
1 0 obj
<>/OCGs[21 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Barracuda_Sentinel_Data_Sheet
2020-05-22T16:17:55+01:00
2020-05-22T16:17:55+01:00
2020-05-22T16:17:55+01:00
Adobe Illustrator CS5
256
176
JPEG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uuid:9e45a041-37b5-47e5-9c2f-7b140786fc03
xmp.did:342F617F229CEA11B8B8819BAD94E6A9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:332F617F229CEA11B8B8819BAD94E6A9
xmp.did:332F617F229CEA11B8B8819BAD94E6A9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:2E2F617F229CEA11B8B8819BAD94E6A9
2020-05-22T12:50:56+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:2F2F617F229CEA11B8B8819BAD94E6A9
2020-05-22T14:21:30+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:302F617F229CEA11B8B8819BAD94E6A9
2020-05-22T15:30:13+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:312F617F229CEA11B8B8819BAD94E6A9
2020-05-22T15:31:28+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:322F617F229CEA11B8B8819BAD94E6A9
2020-05-22T15:32:37+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:332F617F229CEA11B8B8819BAD94E6A9
2020-05-22T15:36:52+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:342F617F229CEA11B8B8819BAD94E6A9
2020-05-22T16:17:53+01:00
Adobe Illustrator CS5
/
EmbedByReference
\\SBS\RedirectedFolders\Wayne\Desktop\Barracuda_Sentinel_DS_US.pdf
EmbedByReference
\\sbs\shared\1. Wayne\PMD Logos\PMD_DataSols_Logo_ReferenceOnly.pdf
EmbedByReference
\\SBS\RedirectedFolders\Wayne\Desktop\Barracuda_Sentinel_DS_US.pdf
Print
False
True
1
210.001652
296.999959
Millimeters
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
PVJBAA+ProximaNova-Semibold
PVJBAA+ProximaNova Semibold
Semibold
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
MXKBAA+ProximaNova-Regular
MXKBAA+ProximaNova Regular
Regular
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
VQVBAA+ProximaNova-Semibold
VQVBAA+ProximaNova Semibold
Semibold
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
HHYAAA+MyriadPro-Light
HHYAAA+MyriadPro Light
Light
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
EHTAAA+ProximaNova-Semibold
EHTAAA+ProximaNova Semibold
Semibold
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
YROBAA+ProximaNova-Light
YROBAA+ProximaNova Light
Light
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
QTBBAA+ProximaNova-Light
QTBBAA+ProximaNova Light
Light
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
ANJAAA+MuseoSlab-500
ANJAAA+MuseoSlab 500
500
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
WDRBAA+ProximaNova-LightIt
WDRBAA+ProximaNova LightIt
LightIt
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
QIBAAA+MuseoSlab-500
QIBAAA+MuseoSlab 500
500
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
YMBBAA+ProximaNova-Light
YMBBAA+ProximaNova Light
Light
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
ILOAAA+ProximaNova-Light
ILOAAA+ProximaNova Light
Light
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
RENAAA+ProximaNova-Regular
RENAAA+ProximaNova Regular
Regular
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
NFWBAA+ProximaNova-Semibold
NFWBAA+ProximaNova Semibold
Semibold
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.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
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
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 9.90
endstream
endobj
3 0 obj
<>
endobj
23 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 31 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
24 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 34 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
32 0 obj
<>stream
HdWK^
.~l
E(&MZt&=(\I?w_???=O8uqrPUso>x߯xOV
U:?~y;q;{>ԲcWw#]ϯb6K;6ÞF.,}l
7i&QbS+aiQ7
4mxu#!2)h@,ikQ
3_f%&ZfәadHu*mqw){!5mz^P
rd8-z=Ge)m08v*DrNaDKLY
.DR+ X@V8ȩ!k)֥b{6,V|6ǺF(b{=ͣ#cHYND0WKqX8b[{J{I;\RzxG!b+7u4H;C} Zr1G5}tC7x8rc2ʊmz/{JET$x9"i9%M ͶV[?g!OuGs}]Z
LMd.#fu3qH
On'1'ҦXPnOk@UxzlBC*V\dibcd):Ϟp+DGڹxٛ 3Ul
;M{T5F8c=@)5&D*2