%PDF-1.5
%
1 0 obj
<>/OCGs[19 0 R 18 0 R 20 0 R 21 0 R 22 0 R 23 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Shop and Score Flyer 2019 Damien
2019-08-30T12:02:03-10:00
2019-08-30T12:02:03-10:00
2019-08-30T12:02:03-10:00
Adobe Illustrator CS6 (Macintosh)
256
156
JPEG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uuid:9f220194-d941-8646-82c1-4aae4529c871
xmp.did:14BAD91F7A206811822ADD1F7D8B042D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:921112ff-27e6-1d4d-8003-aab36493f452
xmp.did:D19DB1F971206811822ADD1F7D8B042D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822ACF15C1AEA06D
2014-08-14T11:26:22-10:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:14BAD91F7A206811822ADD1F7D8B042D
2019-08-30T12:02:01-10:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/timesadmin/Desktop/desktop files and folder as of FEB 29, 2016/Promotions/Shop and Score 2018/FLYER Bg.eps
EmbedByReference
/Users/timesadmin/Desktop/desktop files and folder as of FEB 29, 2016/Promotions/Shop and Score 2018/School Flyers/FLYER Bg.eps
Print
True
True
1
8.500000
11.000000
Inches
Avenir-Book
Avenir
Book
TrueType
13.0d3e1
False
Avenir.ttc
Avenir-Black
Avenir
Black
TrueType
13.0d3e1
False
Avenir.ttc
FaceOffM54
Face Off M54
Regular
TrueType
Version 1.00 December 4, 2010, initial release
False
Face Off M54.ttf
HelveticaNeue-CondensedBlack
Helvetica Neue
Condensed Black
TrueType
13.0d3e1
False
HelveticaNeue.ttc
HelveticaNeue
Helvetica Neue
Regular
TrueType
13.0d3e1
False
HelveticaNeue.ttc
Impact
Impact
Regular
Open Type
Version 5.00x
False
Impact.ttf
MyriadPro-SemiboldCond
Myriad Pro
Semibold Condensed
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-SemiboldCond.otf
MyriadPro-BlackCond
Myriad Pro
Black Condensed
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-BlackCond.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Regular.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Semibold.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Bold.otf
MyriadPro-Black
Myriad Pro
Black
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Black.otf
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
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
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
25 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 43 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
26 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 48 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
44 0 obj
<>stream
HWnG}WbzR3s}K"!bwh]iקΩꞡ(BAq.u=Ad/O_Ջ'Evzwz_Ӣhӳlb}J{|=mڦv!͋G*_RmD ct4
VbtQ+ܤ\L$4&մrm~i/Oom/wLaf'o_Mʩoy=ZZ[ۋob[Zҋ>oxhEظNn_s\:{PW<%$MCw=9vJ N_'z_IL+IF#/ٺe