%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 9 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
20170208_SlidingFeeScale
2017-02-15T09:15:37-08:00
2017-02-15T09:15:37-08:00
2017-02-15T09:15:37-07:00
Adobe Illustrator CC 2017 (Windows)
256
160
JPEG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uuid:253ed495-dab5-4e9f-b2d9-b14b9a73a406
xmp.did:ae242d1d-51b3-9c46-9d63-9e397ad68cef
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f59fcafe-8e60-4b69-9a87-a1098256f3a2
xmp.did:eb44cbeb-b3f7-114a-8f6e-fe5505f1338a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:13e9d86a-98d9-484b-bd51-2fdf91484c8d
2015-03-01T16:27:04-08:00
Adobe Illustrator CC 2014 (Macintosh)
/
saved
xmp.iid:ae242d1d-51b3-9c46-9d63-9e397ad68cef
2017-02-15T09:15:05-08:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
C:\Users\cdemeritt\Desktop\xxx_PosterProjects\1_logos\spanish\nnh_logo spanish horiz.png
0
0
EmbedByReference
nnh_logo spanish horiz.png
C:\Users\cdemeritt\Desktop\xxx_PosterProjects\1_logos\spanish\nnh_logo spanish horiz.png
0
0
nnh_logo spanish horiz.png
Print
False
True
1
8.500000
11.000000
Inches
ProximaNova-Regular
Proxima Nova
Regular
Open Type
Version 3.000
False
ProximaNova-Bold
Proxima Nova
Bold
Open Type
Version 3.000
False
SourceSansPro-Regular
Source Sans Pro
Regular
Open Type
Version 2.010;PS 2.0;hotconv 1.0.78;makeotf.lib2.5.61930
False
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
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=13 M=0 Y=0 K=60
CMYK
PROCESS
13.000000
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
21.0.2
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 38 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 73 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
39 0 obj
<>stream
HWko7_[@9QW]Gr%%EP/nH$1c$ޘDnyի-ۏG\_T RXZ(ѯ|qF&NjՆj4__Hg ѧ
=qeɻvfH^ʍoYoqfeH6 B]٭)]VXip[#Q%G}A4n!
'i#QӜL`촿T`i-