%PDF-1.5
%
1 0 obj
<>/OCGs[19 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2017 NCD Pledge Form
2017-01-17T11:35:07-05:00
2017-01-17T11:35:07-05:00
2017-01-17T11:35:07-04:00
Adobe Illustrator CS5
256
164
JPEG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:dab05408-c362-4d64-abf1-1fb1fd2ec793
xmp.did:E348BBE3D2DCE611B06B93AE663DC583
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:de3aeed7-51e5-434f-98c6-3949cff0d648
xmp.did:B2A58390F3D1E61189E6BA71631EDAFE
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:B2A58390F3D1E61189E6BA71631EDAFE
2017-01-03T15:31:11-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:E348BBE3D2DCE611B06B93AE663DC583
2017-01-17T11:35-05:00
Adobe Illustrator CS5
/
Print
True
True
1
8.500000
11.000000
Inches
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Bold.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
MetaPlusNormal-Roman
MetaPlusNormal Roman
Roman
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
MetaPlusNormal-Caps
MetaPlusNormal Caps
Caps
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
MetaPlusBold-Roman
MetaPlusBold Roman
Roman
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
MetaPlusBold-Italic
MetaPlusBold Italic
Italic
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
MetaPlusBold-Caps
MetaPlusBold Caps
Caps
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
MetaBook-Roman
MetaBook Roman
Roman
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
MetaBold-Roman
MetaBold Roman
Roman
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
HelveticaNeue-CondensedBold
HelveticaNeue CondensedBold
CondensedBold
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
HelveticaCYPlain
HelveticaCYPlain
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
HelveticaCYOblique
HelveticaCYOblique
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
HelveticaCYBold
HelveticaCYBold
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 131 C
PANTONE 131 CVC
PANTONE 288 CVC
PANTONE Reflex Blue C
PANTONE 288 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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
5.000001
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
35.000002
100.000000
35.000002
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
PANTONE 288 CVC
SPOT
100.000000
CMYK
100.000000
65.100098
0.000000
30.200201
PANTONE 288 C
SPOT
100.000000
CMYK
100.000000
66.999996
0.000000
22.999999
PANTONE 131 CVC
SPOT
100.000000
CMYK
0.000000
27.059901
100.000000
9.019500
PANTONE Reflex Blue C
SPOT
100.000000
CMYK
100.000000
72.999996
0.000000
2.000000
PANTONE 131 C
SPOT
100.000000
CMYK
0.000000
31.999999
100.000000
9.000000
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
21 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 44 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
22 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 53 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
45 0 obj
<>stream
HWۊ$
|ﯨL׳x>`[f`b*/R(_/~uK[,۟j-Wv0F%+umEvIk{/e'/co.}@ukz~v,22\?i1|V6w
qrފ$.SO+˖w_-*~lJ4o~{úm{˻,nog