%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Pro Carton Campaigners Social Cut Out Template ENGLISH Mar 20
2020-04-02T15:11:21+01:00
2020-04-02T15:11:21+01:00
2020-04-02T15:11:21+01:00
Adobe Illustrator 24.0 (Macintosh)
256
152
JPEG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uuid:d38db7bd-aa43-654c-a2e1-95456cf81c7b
xmp.did:5499b218-daf2-4175-9000-911e73750a9f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:0ec74d68-64c0-4e4b-b7ef-7dd08ef5321e
xmp.did:58c35206-7419-4e5d-9417-5dbdc8d72b23
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:4dad1dab-1508-4a10-9a31-6514089f6f11
2020-03-18T12:21:14Z
Adobe Illustrator 24.0 (Macintosh)
/
saved
xmp.iid:5499b218-daf2-4175-9000-911e73750a9f
2020-04-02T15:11:17+01:00
Adobe Illustrator 24.0 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
210.000000
297.000000
Millimeters
Gilroy-Medium
Gilroy
Medium
Open Type
Version 1.000;PS 001.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
Gilroy-Medium.otf
PermanentMarker-Regular
Permanent Marker
Regular
TrueType
Version 1.001
False
PermanentMarkerregular.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=0 M=93 Y=58 K=0 1
CMYK
PROCESS
0.000000
92.578125
57.812500
0.000000
C=56 M=4 Y=9 K=0 1
CMYK
PROCESS
56.000000
3.515625
9.375000
0.000000
C=0 M=18 Y=100 K=2 1
CMYK
PROCESS
0.000000
18.000000
100.000000
2.000000
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
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
52 0 obj
<>stream
HWˮ$
Wt(Qfdu&E~?琪n |KI䗟-m} M]ږ[C=r٤~ﷰf/⺢佶ln^dO9mv<ܘ5 u)Cqfvi}k]5
xur3+ԡ崇nKRv9X!^{zya><}im?3sNy3HrWT"oן,Qm&/T<,mxXsG79%fK^5mTɒU>]A=#O
lk^?GEUшRdVyC.Y){͒Aq~sVhDizjAjy
"O|wԼEW^3=rs1E
)N]G(3_$TZ>QTS`CGED$jHOBVw$L Ӥ.ӣ_boCj=VT,sb-{K#d
rB'?3ĵ[