%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
NDLM 2020-Poster-8-5x11
2020-02-04T14:40:06-06:00
2020-02-04T14:40:06-06:00
2020-02-04T14:40:06-05:00
Adobe Illustrator 24.0 (Windows)
200
256
JPEG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uuid:2a949c16-7e91-4052-ae3d-8385d8c20743
xmp.did:409606bc-dfde-9040-b88f-ef59730f256c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:928a0f65-32f1-4031-a7cc-5efe3fd15a52
xmp.did:fc5dbafa-290f-bb45-8254-d590d3b160d9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:fc5dbafa-290f-bb45-8254-d590d3b160d9
2019-03-13T12:24-05:00
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:409606bc-dfde-9040-b88f-ef59730f256c
2020-02-04T14:40:02-06:00
Adobe Illustrator 24.0 (Windows)
/
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
Cyan
Magenta
Yellow
Black
PANTONE Warm Gray 10 C
PANTONE 368 C
PANTONE 2613 C
PANTONE 369 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 369 C
SPOT
100.000000
LAB
61.960785
-39
60
PANTONE Warm Gray 10 C
SPOT
100.000000
LAB
47.450981
4
6
PANTONE 368 C
SPOT
100.000000
LAB
69.803925
-40
63
PANTONE 2613 C
SPOT
100.000000
LAB
27.450981
42
-33
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<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
8 0 obj
<>stream
H\WK%
)->[ ^P ?0A)LD`__\Qߏo{COzmZwsϏ}|w_?z]?~Œ5ZVrox3VO\oSլ-|]n/a/:>ngm.Zny}}`Qx뷕Ofg\nfmu}?K|`q7.ąъ6gpqw
\X~Ղ怜JO}p6ǵvoܕgWˋ{+.{xw]F3!mjW[|P;7GUkL2gM_:wLqh&sd^