%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-01065-itested-lactobif30-12200
2020-01-02T13:43:52-08:00
2020-01-02T13:43:52-08:00
2020-01-02T13:43:52-07:00
Adobe Illustrator CC 23.0 (Windows)
256
208
JPEG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uuid:e15403aa-881b-443a-8ec8-fcb7c5ccea1d
xmp.did:fcbf3ceb-ef7f-244e-8196-909011af64e2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:b012fd32-d2ec-d943-a1c9-be7f759b6c9a
xmp.did:b012fd32-d2ec-d943-a1c9-be7f759b6c9a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:FA7F1174072068118083CE5AC0460C89
2014-02-07T09:37:41-08:00
Adobe Illustrator CS5
/
saved
xmp.iid:fcbf3ceb-ef7f-244e-8196-909011af64e2
2020-01-02T13:43:50-08:00
Adobe Illustrator CC 23.0 (Windows)
/
Print
False
False
1
8.500000
9.075919
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 0.0 612.0 653.466]/Type/Page>>
endobj
13 0 obj
<>stream
HWkoܸ_A@1<4ߒ$n7qӢcu5#=4dX1/}eƎ^;y2cl.XaMJ|IIŜ8zb<՚9c[mv^$O_HE$\+S"xj
4-ʔlm[]ݮ?