%PDF-1.3
%âãÏÓ
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Pumps, valves and compressors
2014-09-29T12:06:39+01:00
2014-09-29T12:06:39+01:00
2014-09-29T12:06:39+01:00
Adobe Illustrator CC (Windows)
184
256
JPEG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=
uuid:3f1f436f-45ce-4609-92fe-a48cac0121cf
xmp.did:77b2ad9e-c0f9-394f-8f6b-807fb026cae6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:7006c322-e3ec-414d-a77f-e1a22233c9de
xmp.did:f6d1647f-877b-f040-a733-247a1e354895
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ab752953-d392-d84a-a1e3-159f45bec0a9
2014-08-18T15:51:01+01:00
Adobe Illustrator CC (Windows)
/
saved
xmp.iid:77b2ad9e-c0f9-394f-8f6b-807fb026cae6
2014-09-29T12:06:34+01:00
Adobe Illustrator CC (Windows)
/
Print
False
True
1
210.001556
297.000083
Millimeters
Arial-BoldMT
Arial
Bold
Open Type
Version 5.08
False
arialbd.ttf
ArialMT
Arial
Regular
Open Type
Version 5.10
False
arial.ttf
HelveticaNeue
Helvetica Neue
Regular
TrueType
6.1d8e1
False
HelveticaNeue.ttf
HelveticaNeue-Medium
Helvetica Neue
Medium
TrueType
7.0d27e1
False
HelveticaNeue-Medium.ttf
HelveticaNeue-Bold
Helvetica Neue
Bold
TrueType
6.1d8e1
False
HelveticaNeueBold.ttf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Semibold.otf
Open24DisplaySt
Open 24 Display St
Regular
TrueType
Version 1.00 June 6, 2014, initial release
False
Open 24 Display St.ttf
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
C=75 M=11 Y=17 K=0 1
CMYK
PROCESS
74.901962
10.588235
16.862746
0.000000
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
B2B Brand Colours
1
B2B Green
CMYK
PROCESS
56.954294
0.000000
99.301136
0.000000
B2B Aqua
CMYK
PROCESS
55.352098
30.133516
0.000000
0.000000
B2B Blue
CMYK
PROCESS
98.403901
72.759593
12.652780
1.599145
B2B Purple
CMYK
PROCESS
31.564811
99.462879
0.350958
0.000000
B2B Tangarine
CMYK
PROCESS
0.000000
62.249178
100.000000
0.000000
B2B Blush
CMYK
PROCESS
0.549325
99.313343
71.285570
0.036622
B2B Teal
CMYK
PROCESS
82.998395
29.840541
26.916912
0.741588
B2B Grey
CMYK
PROCESS
0.000000
0.000000
0.000000
28.999999
Adobe PDF library 11.00
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
7 0 obj
<>stream
H‰ÌWK“Û¸¾«*ÿ‡$¥Ii° àÞìĵy”“ÝU²Uv
’è¥H™¤<;ùõùº=Fc;ž[£!@ Ÿ_ÝTÒ#”PR‹ÿ¿Ì¾ûáN‰Í83™•yi…QZ•‹[-µö¢…ÎÄfë™±FªÂ|íDæeiòó #µ}râãL oµô¥p¥“Æ‹Û´Äë‰n¦®üÛÌŠ1û(4mâ×N–¹ÆƒÂýLYQïfôj7»ÕFI«K,ZZh,°Àc&
ÄÂ*çÎK#½ÊD=;o8Øï¦\æÞÓ
+mQ@¹,mFë\*ãŽk‘{é¬9îŒBIUž¯ZfÖE׬“$¤
Ik‹(!íP€Jºbd.´’¹µ´²Ý´& e&5’vHB‰¤:s¾ƒ˜—ª¥ÌÊóªÈA7n,ò$ íä2Ó†®Rçx(¤Cl±öHîq ’æ§vv7û‰ÓC)ÍN…<ͨC"•Q»L%¥äœQ[@”J’>wË;éœ+_x+˜Í_xË‘ù/U…ª°ef_x@)0÷²[ÚôF¿ð–pÊÜ}å–’>CMéé7GI\üò¥”è8G¦=•.Î2a.]ci¨ê__X„ÚV…w8X•Ù…óTÅRå€:&ŸÒð/¨ .}\ñé]&½ÉN×âJÑ©ø˜öã•KiGaQ¯T:XÀúIQø¢ý’Í™/"S–¤ËiVéŽÏÑz…ìq¥ÇkqÅ6ÇÇ´ÏW.„dE=q©ÒéÏÙì3™+äêÿß悈v >g*ˆÇ4n(é=øÚ‡é=2ât|QæOù&Gb+„ÓtÎ