%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Transfer_ClassProfile_Fall2019
2019-10-15T13:52:31-05:00
2019-10-15T13:52:31-05:00
2019-10-15T13:52:31-05:00
Adobe Illustrator CC 23.0 (Macintosh)
200
256
JPEG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uuid:51968bb2-e22d-e842-82f7-e1e529c940ca
xmp.did:c5139b8d-ba7d-4f4d-b79f-1cfebf9a9bec
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:3fd05b8c-61c0-7e4e-bf43-ad5d06a4acc5
xmp.did:e15ed22b-8990-4be9-b4f3-9e9b60d556a0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:26EE3FE8486CE511BDCCA58A4CF52885
2015-10-06T12:26:35-05:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:c5139b8d-ba7d-4f4d-b79f-1cfebf9a9bec
2019-10-15T13:52:27-05:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
False
True
1
8.500000
11.000000
Inches
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6851.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6848.otf
MyriadPro-SemiboldIt
Myriad Pro
Semibold Italic
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6853.otf
Rockwell-Bold
Rockwell
Bold
Open Type
13.0d2e1
False
Rockwell.ttc
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=0 M=19 Y=89 K=0
CMYK
PROCESS
0.000000
19.140600
89.062500
0.000000
C=30 M=100 Y=91 K=40
CMYK
PROCESS
29.642200
100.000000
90.856800
40.415000
PANTONE 202 C
SPOT
100.000000
LAB
32.156898
44
18
C=18 M=60 Y=55 K=24
CMYK
PROCESS
17.785320
59.999999
54.514079
24.249000
C=12 M=40 Y=36 K=16
CMYK
PROCESS
11.856879
39.999998
36.342718
16.165999
C=6 M=20 Y=18 K=8
CMYK
PROCESS
5.928440
19.999999
18.171359
8.083000
C=1 M=4 Y=4 K=2
CMYK
PROCESS
1.185688
4.000000
3.634272
1.616600
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
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 122 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>
endobj
12 0 obj
<>stream
H|WKd
U
jw6
p, Hq\u
-W-!A\_EU*ןoZ
Mohoh6oh놶~k;;;;;;;;;ɝw,$w;ɝBrg! |]FHƧ^jc^]ڂ7oЗ$@B(U cGGpIM>u
|ƪ2gVcPĝ{[gPKhбnD0վz$qf\G枀*LnF0μ]@=PMBRk1:AmPaO^OKxgQ9^RFɵR)d}m10l.)Btk#5*^qA@tW#]Q%حNm5J.;-vax
L
\ 13Yl|S=*JjzK,;u_C||8`H̗7˝íP&5͝!8n\pTY՛_֪/OklpeЙuXX^o-w%6;vb{ga|_1Ϟt#=eߩԪƢG hnU,nnjT_Gxx3qO;Q