%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 66 0 R 119 0 R 171 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Print
2020-10-14T14:23:51-04:00
2020-10-14T14:23:51-04:00
2020-10-05T11:44:33-04:00
Adobe Illustrator CS6 (Macintosh)
256
204
JPEG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uuid:7a87d0e0-eba2-a04d-b062-26ef0c235339
xmp.did:2B98E72227236811822AC47170609388
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:c9890c16-a369-5248-a600-dc920d7f7973
xmp.did:60DC6F0CB7216811822AC47170609388
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:60DC6F0CB7216811822AC47170609388
2020-09-25T12:28:20-04:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:2B98E72227236811822AC47170609388
2020-10-05T11:44:34-04:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/larissa/Desktop/Apple Info/king david.jpg
EmbedByReference
/Users/larissa/Desktop/Apple Info/grannysmithapple.1.jpg
EmbedByReference
/Users/larissa/Desktop/Apple Info/sweetango apple.jpg
EmbedByReference
/Users/larissa/Desktop/Apple Info/honeycrisp.jpg
EmbedByReference
/Users/larissa/Desktop/Apple Info/gala-apple.jpg
EmbedByReference
/Users/larissa/Desktop/Apple Info/fuji apple.png
EmbedByReference
/Users/larissa/Desktop/Apple Info/lady alice.jpg
Print
False
True
1
11.000000
8.500000
Inches
Cyclone
Cyclone
Regular
Open Type
Version 1.201
False
CYCLONE.OTF
Cyclone-Inline
Cyclone
Inline
Open Type
001.000
False
Cyclone Inline.otf
BrandonGrotesque-Regular
Brandon Grotesque
Regular
Open Type
Version 001.000
False
Brandon_reg.otf
BrandonGrotesque-Black
Brandon Grotesque
Black
Open Type
Version 001.000
False
Brandon_blk.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
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 184 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
173 0 obj
<>stream
HdWKd)
V`aZ