%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 52 0 R 96 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
PRL Foundation Flyer
2018-04-04T19:04:12-04:00
2018-04-04T19:04:12-04:00
2018-04-04T14:44:02-04:00
Adobe Illustrator CC 22.0 (Macintosh)
176
256
JPEG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uuid:c0ccb6a3-7df4-4d45-8601-1a6e30d7f549
xmp.did:811bcee9-93f1-44a0-af74-ec28361fda75
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:81b9d92e-16b8-af4b-a70b-cebd3d227c23
xmp.did:b364f4df-82fe-4abe-b90f-ad677754b277
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:a9e5b6a2-46ff-4186-bae2-6b107e5b598c
2015-05-11T20:39:51-04:00
Adobe Illustrator CC 2014 (Macintosh)
/
saved
xmp.iid:811bcee9-93f1-44a0-af74-ec28361fda75
2018-04-04T14:44:02-04:00
Adobe Illustrator CC 22.0 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
GothamNarrow-Book
Gotham Narrow
Book
Open Type
Version 2.201 Pro
False
GothamNarrow-Book.otf
GothamNarrow-MediumItalic
Gotham Narrow
Medium Italic
Open Type
Version 2.201 Pro
False
GothamNarrow-MediumItalic.otf
GothamNarrow-Bold
Gotham Narrow
Bold
Open Type
Version 2.201 Pro
False
GothamNarrow-Bold.otf
MundoSansStd-Medium
Mundo Sans Std
Medium
Open Type
Version 001.000
False
MundoSansStd-Medium.otf
MundoSansStd-BoldItalic
Mundo Sans Std
Bold Italic
Open Type
Version 001.000
False
MundoSansStd-BoldItalic.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
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=100 M=96 Y=39 K=44 1
CMYK
PROCESS
100.000000
96.023494
39.188218
43.692681
C=17 M=67 Y=99 K=4 1
CMYK
PROCESS
17.315938
66.768897
99.066144
4.272526
C=10 M=43 Y=95 K=0 1
CMYK
PROCESS
9.600976
43.271533
94.619668
0.085451
C=8 M=51 Y=100 K=0 1
CMYK
PROCESS
8.041435
51.000000
100.000000
0.037783
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 11.00
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 102 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
98 0 obj
<>stream
HWmoFn~;=q.)$Ht(pXkkkT}_.I)Qܨ33<3{E~|y~\qYww⟟v^<[ߜE 5?Ίy'l=mŦex^y