%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R 48 0 R 87 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
MathematicsDepartment
2017-03-03T16:51:18-05:00
2017-03-03T16:51:18-05:00
2017-02-01T10:49:37-05:00
Adobe Illustrator CC 2015 (Macintosh)
256
256
JPEG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uuid:f139a46e-f0ac-8f4c-a7fe-7a60c39dadaa
xmp.did:02d2b3d8-6be8-4e19-a6ff-52e6f0511518
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:666f3f97-2a67-40c8-b4b3-fc4cf78564ab
xmp.did:666f3f97-2a67-40c8-b4b3-fc4cf78564ab
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:86d953ef-e434-40c1-8111-3402d005799d
2017-02-01T09:37-05:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:02d2b3d8-6be8-4e19-a6ff-52e6f0511518
2017-02-01T10:49:36-05:00
Adobe Illustrator CC 2015 (Macintosh)
/
Print
Document
False
False
1
6.000000
6.000000
Inches
Cyan
PANTONE 7708 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 P Process Cyan C
PROCESS
100.000000
CMYK
100.000000
0.000000
0.000000
0.000000
PANTONE 7708 C
SPOT
100.000000
LAB
31.764706
-21
-24
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
8 0 obj
<>/Resources<>/ExtGState<>/Properties<>>>/Thumb 94 0 R/TrimBox[0.0 0.0 432.0 432.0]/Type/Page>>
endobj
89 0 obj
<>stream
HWK
UN[$q gxT||, 0|O[$X,}wz~_߾|K;>v?`?~Ëv~va}|/\Xh?~|o#٬_q{