%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
6-rectangle-labels-per-sheet-54-mm-122-mm-flexi-labels-template
2017-09-05T17:43:14+01:00
2017-09-05T17:43:14+01:00
2017-09-05T17:43:14+01:00
Adobe Illustrator CC 2017 (Macintosh)
176
256
JPEG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=
uuid:b86d0abd-8ced-a847-9d53-c9725f5d0b09
xmp.did:6a2b855f-5705-489e-a184-f7450d734f2b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:1429a63f-381b-4bbe-b610-dcd92ca51b5b
xmp.did:d92220c8-81e6-9646-85ef-ad1bfcf188fa
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6a2b855f-5705-489e-a184-f7450d734f2b
2017-09-05T17:43:10+01:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
False
1
210.001556
297.000083
Millimeters
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
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
21.0.2
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HMK0sl䣓^w
+jY9""
{SYT7 9d 7<=y5(i1v3?+g!@ ;5U=6T;Mh~6K'v4'uY!@u㡊P_œnYLl