%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
NJCA_2018_Circle_Full_Color_Black
2018-02-05T10:37:31-05:00
2018-02-05T10:37:31-05:00
2018-02-05T10:37:31-05:00
Adobe Illustrator CC 22.0 (Macintosh)
256
220
JPEG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uuid:44d1a2a5-ae58-2b46-9149-65e869f6a412
xmp.did:f46d4696-0aa9-48c1-87b4-b3101ad9ef2a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:0b8aec67-0644-424b-8b02-8f96c8c7eefe
xmp.did:74ac4018-ca9e-449a-97c6-4cc59093abdb
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:74ac4018-ca9e-449a-97c6-4cc59093abdb
2018-02-05T10:26:11-05:00
Adobe Illustrator CC 22.0 (Macintosh)
/
saved
xmp.iid:f46d4696-0aa9-48c1-87b4-b3101ad9ef2a
2018-02-05T10:37:30-05:00
Adobe Illustrator CC 22.0 (Macintosh)
/
Print
False
False
1
10.000000
10.000000
Inches
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
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
<>/Resources<>/Properties<>>>/Thumb 11 0 R/TrimBox[0.0 0.0 720.0 720.0]/Type/Page>>
endobj
8 0 obj
<>stream
HlM$}@sc+0Ilo/3@E#"3?ϟ?~=5߯_y['_??>oY[)FW-V/;^.\Ҭ
_=WV9y3$,׳*G>7uLEB-NkX
xCpHch'gl+5BFl'gC"+ɵy+7?hsS"^i,@9RFpűS}: kOW`Fr`ذZIW!a#2[:kBo(ZH8Gv }Ⱥw)A-=8d/lgm qqksGӊ#
of[Qq@Mm}GG덣b;G9JoW+B!Fhd}ûE֫,ܠ7.b&Пm\DjKܫ\]Dz)Qܘݠ;Ĭzl8z