%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 43 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2015_Spring Contract
Adobe Illustrator CC 2015.3 (Macintosh)
2017-02-02T10:10:54-05:00
2017-02-02T10:19:43-05:00
2017-02-02T10:19:43-05:00
192
256
JPEG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xmp.did:01c43b23-93e0-47fa-875f-d4f1c9e97517
uuid:1462d9d5-a711-c943-8149-710b5f2903b2
uuid:890415700F1BE0119C3EA4FF05665520
proof:pdf
uuid:ef56d71e-8e08-f542-9818-dd4b012c74eb
xmp.did:D3C39DDADB206811822AC28D94EAA34B
uuid:890415700F1BE0119C3EA4FF05665520
proof:pdf
saved
xmp.iid:078011740720681180838F506DC91829
2012-06-21T10:28:15-04:00
Adobe Illustrator CS5
/
saved
xmp.iid:01c43b23-93e0-47fa-875f-d4f1c9e97517
2017-02-02T10:10:54-05:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
Print
1
False
False
8.500000
11.000000
Inches
Georgia
Georgia
Regular
Open Type
Version 5.00x-4
False
Georgia.ttf
Georgia-Bold
Georgia
Bold
Open Type
Version 5.00x-4
False
Georgia Bold.ttf
Georgia-BoldItalic
Georgia
Bold Italic
Open Type
Version 5.00x-4
False
Georgia Bold Italic.ttf
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
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000000
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000000
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000000
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000000
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000000
5.000000
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000000
0.000000
10.000000
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000000
10.000000
5.000000
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000000
10.000000
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 48 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
45 0 obj
<>stream
HWkoU$
G>]B3MgN<16G̯`HSei0GCUx?ŤONXEO&䡣Yŏicc[m:MVrpKK2tEՄ.㏷gvwJHISplrLB)#.g=F>g}`?IuS%|N&u4[THy;MO1n{=ݲ-viD,
2~Nqe6ci)~+甲-{mzܙE&醪8u[5dh8Ҹ%K1h䜾"155GF<gd/g4dѾMFMx8dmx2S1L ,SpV|یyȖM7qMl'E"4dMſ1J95#I7
,>߄ey-nkV]AҌ,yJ