%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
cgn-01211-itested-acerola-82818
2018-08-28T10:06:16-07:00
2018-08-28T10:06:16-07:00
2018-08-28T10:06:16-07:00
Adobe Illustrator CC 22.1 (Windows)
256
248
JPEG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uuid:7bdc05b8-ca7e-420f-98ac-3c5af0c5bf60
xmp.did:5542871b-cbc7-ec43-88a8-916e97ed7414
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:7ec351b3-7df3-a34a-a9f6-7fbb4b5a8ae7
xmp.did:7ec351b3-7df3-a34a-a9f6-7fbb4b5a8ae7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:FA7F1174072068118083CE5AC0460C89
2014-02-07T09:37:41-08:00
Adobe Illustrator CS5
/
saved
xmp.iid:5542871b-cbc7-ec43-88a8-916e97ed7414
2018-08-28T10:06:14-07:00
Adobe Illustrator CC 22.1 (Windows)
/
Print
False
False
1
8.500000
9.155777
Inches
HelveticaNeueLTCom-Roman
Helvetica Neue LT Com
55 Roman
Open Type
Version 2.01;2006
False
HelveticaNeueLTCom-Roman.ttf
HelveticaNeueLTCom-Bd
Helvetica Neue LT Com
75 Bold
Open Type
Version 2.01;2006
False
HelveticaNeueLTCom-Bd.ttf
Black
PANTONE 7738 C
PANTONE 7407 C
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
PANTONE 7407 C
SPOT
100.000000
CMYK
0.000000
22.000000
85.000002
11.000000
C=75 M=12 Y=100 K=1 1
CMYK
PROCESS
75.000000
12.000000
100.000000
1.000000
PANTONE 7738 C
SPOT
100.000000
LAB
59.215687
-43
40
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
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 612.0 659.216]/Type/Page>>
endobj
13 0 obj
<>stream
HW}o