%PDF-1.5
%
3 0 obj
<>stream
application/pdf
6010XHT Isolating Strip
2012-08-10T16:40:31+01:00
2012-08-10T16:40:31+01:00
2012-08-10T16:40:31+01:00
Adobe Illustrator CS5
184
256
JPEG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uuid:fcb21534-fcf5-3c43-92f7-8693a313a7c5
xmp.did:04801174072068118C14F316716170BE
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:03801174072068118C14F316716170BE
xmp.did:03801174072068118C14F316716170BE
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:03801174072068118083B4FB3D4CE877
2011-08-30T15:17:30+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:02801174072068118C14D67DF8FA9428
2012-06-27T09:34:55+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:03801174072068118C14F316716170BE
2012-08-10T16:39:43+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:04801174072068118C14F316716170BE
2012-08-10T16:40:06+01:00
Adobe Illustrator CS5
/
EmbedByReference
/Work Folder/CMS Danskin Mac/CMS Danskin Data Sheets/2012 CMS DataSheets Approved/6010XHT Isolating Strip/6010XHT Isolating Strip.tif
Print
True
False
1
210.001652
296.999959
Millimeters
Swiss721BT-Light
Swiss 721 BT
Light
Type 1
2.0-1.0
False
SwissBTLig; Swis721 Lt BT
Swiss721BT-Roman
Swiss 721 BT
Roman
Type 1
2.0-1.0
False
SwissBTRom; Swis721 Rm:Bd BT
Swiss721BT-Bold
Swiss 721 BT
Bold
Type 1
2.0-1.0
False
SwissBTBol; Swis721 Rm:Bd BT
MyriadPro-Regular
MyriadPro Regular
Regular
Unknown
001.001
False
MyriaRom; Myriad
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
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
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
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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 355 C
SPOT
100.000000
CMYK
94.000206
0.000000
100.000000
0.000000
PANTONE 541 C
SPOT
100.000000
CMYK
100.000000
57.000702
0.000000
38.000500
C=100 M=80 Y=0 K=30 1
CMYK
PROCESS
100.000000
80.000000
0.000000
30.000002
C=100 M=0 Y=80 K=40 1
CMYK
PROCESS
100.000000
0.000000
80.000000
39.999996
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
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
9.999103
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
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Neevia PDFcompress v3.4 (http://neeviaPDF.com)
endstream
endobj
5 0 obj
<>
endobj
6 0 obj
<>
endobj
10 0 obj
<>stream
HɎ%
E+*;a`^^thsUu[0^͈$?_?O?|_SQk9-W{i2Ce9Ǹ~~|s~o-!D~SQ_hǭκ9BZN#/=>R^zzA{}Jj{[PJymUqȼaatnG;;il/{-n#0qظHQhs{{O]Kc{<Qc}fjK{; Sډ94/|uuS'd>fkpĹ|^ؓ-
=6.{F=^ Tgnv`)YhƂv05ˌ\mNPScfF)5b7wX9fM2ƯM@=+瀸)mg|0 (xj|xu\!0Ki#-x
7bb05_ͧY_f$X:?h{I]A0p"֭O!*j.\0gs;Ϣy_7Clx5s;9!aK,;VPE/k?mх ]Pb>Qz1
v*YX0t!n-21+gZE3OzBv{i2|A(͂F$a<SP&4CbLuy[=$F(^B%`5W/WZ$!}0b ;!ϪyY2$n`u