%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
3-rectangle-labels-per-sheet-120mm-x-60mm-flexi-labels-template
2020-11-05T11:39:33Z
2020-11-05T11:39:33Z
2020-11-05T11:39:33+01:00
Adobe Illustrator CC 22.0 (Windows)
168
256
JPEG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:34565c97-a16b-49ea-a094-1948c475c80f
xmp.did:86d27bf1-787e-d54f-b8d1-1a4904fe8da7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:1429a63f-381b-4bbe-b610-dcd92ca51b5b
xmp.did:d92220c8-81e6-9646-85ef-ad1bfcf188fa
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:86d27bf1-787e-d54f-b8d1-1a4904fe8da7
2020-11-05T11:39:29Z
Adobe Illustrator CC 22.0 (Windows)
/
Print
False
False
1
210.000000
297.000000
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HMK@+2k?=.x VPn\ P,0dgaȖh2a`P:Aokv/==Ϭ-9<>#@[j8TRj}A
ZI[0IB[Fi$Tln
zRu(pЛu5urzu*U,^T5uI0*bWg$-'$(GPaOQAlw;aF0N?i'l?pQܷbj*.#$v-Bs' sG^[~/ɓ:MJfyaEoڃ?0.?)id9_
endstream
endobj
9 0 obj
<>
endobj
8 0 obj
<>
endobj
10 0 obj
<>
endobj
11 0 obj
<>stream
H|SmLSg*mt^{U4VD(YsTE\pCi: h4|*HZPe sʘE6b60l/Kv&OsNss|c╱;v,ߒmԩFÊ8693Umi¹y>?ׯ_+Ep
zkτ?&|or Qx1t(ie6i
Qel٬O2
F2RSi cdMMљVgNa/&~#eFMS1o?tbtzb>Le&FUSzQǚWFvdZF0Rű(ۊa`6$O5cƝ`OjaypWSvuE<#HJ{:HsJz#e ]]cc!灗$2fPpl/`펼]'rFPȂ]PL/r_WɕmsZaF6w`y
AhKnoF mTx,ireݢ`Ճ'Ϸ_CD;4Ⱦi6a?)oզ;(474bvWR!N4h咞z7~!$Asop I6=!ր,*sF@p5%h2Xh>-PR6\"luz*%\ ?o]iHHXٱGרU$.yY~3nwbB:m'W
"RML77ˍO la.̄7B4,]1hh39yaq8_cOw}X=0gyTMUqQ-=H,.;pF|I&o^/Kw$JN֖+y]7'^\lםњ\~G3=ѱZ~TY-KJ'6C.