%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
OVA_KnowTheDifference_flyer
2019-12-31T12:52:41-07:00
2019-12-31T12:52:41-07:00
2019-12-31T12:52:41-06:00
Adobe Illustrator 24.0 (Windows)
200
256
JPEG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uuid:a61f3ac9-8a41-44f4-acf7-595cff327e51
xmp.did:f886d6a3-d0b0-ac42-a40e-cd80c7797780
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:6bc83598-a85d-457d-bc62-a1083315adb1
xmp.did:fc359b41-a74a-0b42-aa5e-bc1e85574fd8
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:b8eebdac-a1ab-a14a-b3f3-500f020f4fe0
2019-12-06T15:46-07:00
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:f886d6a3-d0b0-ac42-a40e-cd80c7797780
2019-12-31T12:52:35-07:00
Adobe Illustrator 24.0 (Windows)
/
Print
Adobe Illustrator
True
True
1
8.500000
11.000000
Inches
HelveticaNeueLTPro-Cn
Helvetica Neue LT Pro
57 Condensed
Open Type
Version 3.000 Build 1000
False
HelveticaNeueLTPro-Cn.ttf
HelveticaNeueLTPro-MdCn
Helvetica Neue LT Pro
67 Medium Condensed
Open Type
Version 3.000 Build 1000
False
HelveticaNeueLTPro-MdCn.ttf
HelveticaNeueLTPro-Lt
Helvetica Neue LT Pro
45 Light
Open Type
Version 3.000 Build 1000
False
HelveticaNeueLTPro-Lt.ttf
HelveticaNeueLTPro-BlkCn
Helvetica Neue LT Pro
97 Black Condensed
Open Type
Version 3.000 Build 1000
False
HelveticaNeueLTPro-BlkCn.ttf
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
C=89 M=42 Y=46 K=15
PROCESS
100.000000
CMYK
89.019603
41.986722
46.015105
14.520484
C=95 M=69 Y=20 K=4
PROCESS
100.000000
CMYK
94.839394
69.039440
19.757381
4.327459
C=39 M=100 Y=24 K=3
PROCESS
100.000000
CMYK
38.879988
99.850458
23.776607
3.015183
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
7 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
8 0 obj
<>stream
HWɮ߯[$RËđAՃd%zr`SEv
A`:dG=ᩛ<{:~>0/??蛰7ϓ'ʴ%-5:ʳ^'(0$<-qR㑗ELJWY`yί؇u!} fGvÛë[B<2?=dɏ
n:~꩜<}3
Ń=;o8 fDm
~uw` QwEYBS[JvuM֟x KtѼŸئu=Ln6daq1^c~wlzuxr]G:POABISQsy:?<8}==7y\CTA_<9psrz~ۇ%N{o#__Ng]x?LÔ⻗_ߎQ\"
SRxAZ%C|Ԭ_V˲7ԖR]rN"`a@\қ=S1QaI^miKIi;jHP}'[aed"#av[`m*ф٬+6jkY6eMȎ{H<P"ؙoIT@c*lݽȱd zg2坾*z&)"jR2v涨 d:/4.Z1-J8+蝐aR808-"Wd;:8_µ5UyVҖrfK<