%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
corectat
2018-03-16T14:48:30+02:00
2018-03-16T14:48:30+02:00
2018-03-16T14:48:30+03:00
Adobe Illustrator CC (Windows)
180
256
JPEG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uuid:080fa4eb-4cf8-45ab-ac4f-239626110d3f
xmp.did:d11fe11c-4bbd-874b-a08e-2698c2835758
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d90b6ed8-cca6-422b-bf3e-bff879d3017e
xmp.did:93a75e75-013a-8148-aac4-7adf25327bb5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:93a75e75-013a-8148-aac4-7adf25327bb5
2018-03-14T13:32:37+02:00
Adobe Illustrator CC (Windows)
/
saved
xmp.iid:d11fe11c-4bbd-874b-a08e-2698c2835758
2018-03-16T14:48:27+02:00
Adobe Illustrator CC (Windows)
/
EmbedByReference
C:\Users\Diana VD\Desktop\birou\perfect pen\2343862_Loctite_PerfectPen_Blister_ROBGSRB_1711.png
adobe:docid:photoshop:8c5274e4-07a9-e449-8102-e79b780c4169
xmp.iid:7b316af5-6de6-473d-a0aa-ece6c7800890
C:\Users\Diana VD\Desktop\birou\perfect pen\2343862_Loctite_PerfectPen_Blister_ROBGSRB_1711.png
adobe:docid:photoshop:8c5274e4-07a9-e449-8102-e79b780c4169
xmp.iid:7b316af5-6de6-473d-a0aa-ece6c7800890
Print
False
True
1
595.280000
841.890000
Points
FuturaBoldRom
Futura Bold Rom
Regular
TrueType
Version 1.0
False
Futura Bold Rom_0.ttf
FuturaStd-RO-Bold
Futura Std-RO
Bold
TrueType
OTF 1.029;PS 001.003;Core 1.0.33;makeotf.lib1.4.1585
False
FuturaStd-Bold_RO.ttf
FuturaTEE-Book
FuturaTEE
Regular
TrueType
Version 001.005
False
FE11003T.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
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 11.00
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
13 0 obj
<>stream
HWmo
~b>Jtw۴q!-Ė8vח3$g8+ io/ɇ7OZjF`WZƎC]TathqQ8wrƅz&@LÑgFyh2`_7cAAYxFOp!zq "P