%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 55 0 R 56 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
cgn-01565-itested-epicor-500mg- Dave and Ji
2020-06-23T09:56:36-07:00
2020-06-23T09:56:36-07:00
2020-06-22T14:51:13-07:00
Adobe Illustrator 24.2 (Windows)
256
256
JPEG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uuid:e8990984-a5ac-ac45-a67b-4bc75c1480ab
xmp.did:b067cd10-5994-644e-9c86-8fbbca703d37
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:2d420d1d-0c61-8e47-b1ab-ca02d3ae4bac
xmp.did:e56dbf1c-ca4a-415f-a321-795fac45da1d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:FA7F1174072068118083CE5AC0460C89
2014-02-07T09:37:41-08:00
Adobe Illustrator CS5
/
saved
xmp.iid:b067cd10-5994-644e-9c86-8fbbca703d37
2020-06-22T14:51:11-07:00
Adobe Illustrator 24.2 (Windows)
/
Print
Adobe Illustrator
False
False
1
8.480183
8.582651
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
初期設定のスウォッチグループ
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
LAB
69.019608
11
46
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
0
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
0
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 63 0 R/TrimBox[0.0 0.0 610.573 617.951]/Type/Page>>
endobj
58 0 obj
<>stream
HWyo?EIVÊ)]Ac70FQDi;36r>}~1hz;z9ɌeG`ՖIƶ2;:7U]-4s|f 6mL"yuxdά\MP^_dO__F'g ?gGggt8Ȥiǥw3^sdS.pdy7mshd`ˤPo*%P^!g9{j*uvXɛzؓrWq")!'XpDz!ZӳQt3_0 aP@>gFka""Vѻ6CqpNqHS\,,Yb
::eUOmxWv"Ho%bWH);%eXf]]aC)
"U /@vw:'cMZJ[ .=rTr%CYn)551\yotZp=JB(&=<I`T>YHw;jb^reg$'v,/ًjSVކl9+ sTj:>RoPJe{m1W͔F=={nW[lYon?ݦr*S^Ev5|{̎.c(rT|1ߚҫrqs՟nzTWAժmj9}RjWoAիs^ÈS> t$leݶ%ۮ.|WnU-+cJ8G]@>%ZFRi)9$zwv~)CdR1=a+-ԃPٌJ@h3C