%PDF-1.6
%
1 0 obj
<>/OCGs[7 0 R 8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
CL-Christmas-Print A5 menu 3mm bleed
2020-10-26T14:57:42+11:00
2020-10-26T14:57:42+11:00
2020-10-26T14:57:42+11:00
Adobe Illustrator 24.3 (Macintosh)
256
180
JPEG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uuid:447695ef-c884-a24b-9f57-1219095393a9
xmp.did:1bde9524-0f36-44fa-8608-683bc2488d31
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a3a800e2-d841-2040-8d51-1fbd339bc469
xmp.did:df910960-46b9-433e-8ffe-4e7299fed72e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:f8d89ede-bd6b-437f-86c1-0215172c78b1
2015-10-28T11:11:43+11:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:1bde9524-0f36-44fa-8608-683bc2488d31
2020-10-26T14:57:34+11:00
Adobe Illustrator 24.3 (Macintosh)
/
EmbedByReference
/Users/amymillar/Dropbox/00 AVC/AVC - WFH Folder/AVC/College Lawn/shutterstock_505842082.jpg
0
0
EmbedByReference
/Users/amymillar/Dropbox/00 AVC/AVC - WFH Folder/AVC/College Lawn/shutterstock_505842082.jpg
0
0
/Users/amymillar/Dropbox/00 AVC/AVC - WFH Folder/AVC/College Lawn/shutterstock_505842082.jpg
0
0
/Users/amymillar/Dropbox/00 AVC/AVC - WFH Folder/AVC/College Lawn/shutterstock_505842082.jpg
0
0
Print
Adobe Illustrator
False
False
1
148.500000
210.000000
Millimeters
AlltheWaytotheSun
All the Way to the Sun
Regular
Open Type
Version 1.00;June 18, 2018;FontCreator 11.5.0.2427 64-bit
False
All the Way to the Sun.otf
MarkMyWords
Mark My Words
Regular
Open Type
Version 1.000;PS 001.001;hotconv 1.0.56
False
mark_my_words.otf
SofiaPro-Light
Sofia Pro
Light
Open Type
Version 2.000
False
Sofia Pro Light.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
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
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 15 0 R/TrimBox[33.0 33.0 453.945 628.276]/Type/Page>>
endobj
11 0 obj
<>stream
H[oWS@Q1RlIL8