%PDF-1.6
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Full 2020 Study Cycle
2021-01-29T12:22:43-06:00
2021-01-29T12:22:43-06:00
2021-01-29T12:22:43-06:00
Adobe Illustrator 25.0 (Macintosh)
220
256
JPEG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uuid:dc3a92cb-1da0-e847-874b-f7012392afee
xmp.did:d4b0f87a-a6b3-4611-a77d-0c07d2259e45
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:fb2cdabb-ca9c-432b-8a2f-9afdf8250bbf
xmp.did:fb2cdabb-ca9c-432b-8a2f-9afdf8250bbf
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:62b2685d-ab47-1e46-a8d0-a52649936659
2020-04-23T13:48:10-05:00
Adobe Illustrator 24.1 (Windows)
/
saved
xmp.iid:d4b0f87a-a6b3-4611-a77d-0c07d2259e45
2021-01-29T12:22:40-06:00
Adobe Illustrator 25.0 (Macintosh)
/
EmbedByReference
/Users/araba17/Box/LSSOps-MAIN/MarCom/CAS_Graphics/CAS_Logos/NCLCA logo/NCLCA-LCE award 2019-2023.png
adobe:docid:photoshop:d4654906-6190-6c43-a3d1-045e09484f7b
xmp.iid:d5d8e574-b711-2047-b366-28c243ee3f03
EmbedByReference
/Users/araba17/Box/LSSOps-MAIN/The Office/Logos/Center for Academic Success/2019-Horizontal/PNG (Web)/LSU_Center_Academic_Success_horz_blk.png
0
0
/Users/araba17/Box/LSSOps-MAIN/MarCom/CAS_Graphics/CAS_Logos/NCLCA logo/NCLCA-LCE award 2019-2023.png
adobe:docid:photoshop:d4654906-6190-6c43-a3d1-045e09484f7b
xmp.iid:d5d8e574-b711-2047-b366-28c243ee3f03
/Users/araba17/Box/LSSOps-MAIN/The Office/Logos/Center for Academic Success/2019-Horizontal/PNG (Web)/LSU_Center_Academic_Success_horz_blk.png
0
0
Print
Adobe Illustrator
False
True
1
11.000000
8.500000
Inches
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
ProximaNova-Regular
Proxima Nova
Regular
Open Type
Version 3.018;PS 003.018;hotconv 1.0.88;makeotf.lib2.5.64775
False
.175.otf
ProximaNova-Semibold
Proxima Nova
Semibold
Open Type
Version 3.018;PS 003.018;hotconv 1.0.88;makeotf.lib2.5.64775
False
.173.otf
ProximaNova-SemiboldIt
Proxima Nova
Semibold Italic
Open Type
Version 3.018;PS 003.018;hotconv 1.0.88;makeotf.lib2.5.64775
False
.174.otf
ProximaNova-Bold
Proxima Nova
Bold
Open Type
Version 3.018;PS 003.018;hotconv 1.0.88;makeotf.lib2.5.64775
False
.139.otf
ProximaNova-Extrabld
Proxima Nova
Extrabold
Open Type
Version 3.018;PS 003.018;hotconv 1.0.88;makeotf.lib2.5.64775
False
.169.otf
Cyan
Magenta
Yellow
Black
381460
4F2984
603F99
8869AE
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
381460
SPOT
100.000000
RGB
56
20
96
4F2984
SPOT
100.000000
CMYK
81.999999
98.000002
0.000000
12.000000
603F99
SPOT
100.000000
CMYK
75.999999
89.999998
0.000000
0.000000
8869AE
SPOT
100.000000
RGB
136
105
174
FFCE34
SPOT
100.000000
RGB
255
206
52
C= M=0 Y=0 K=0 copy 12
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
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=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
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 28 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
14 0 obj
<>stream
HWnG}`I 3%/Mk; ih$1EeT9n@aXKSOތw#)B8X
[B+-MqQ<'#|7B D"љ\V.ktmcd0yY)霘,S11}1RދPro7'h{rlx'Uj/D0
{+vULъzgY
3q,*V۟}?V*&D:?HrQ=*zp=x])JɋʫuQW*m~KtK;h֭Axd)
atW=ǀ,ӱM**(JD&O1rd0:~ƒc>.X%
AILc)c>d
E\*|IrU.>Mӱlv?0'S0*Yvtm긤t\w]%`7Y@Za
97A`ŠuYZÚʅJD1;ֱC)1=zyf
0GuB?#`4UG!czЄghH2P)-Ggh($o[d<
{dT2AHm`{0b~˻!g`Ax8f՞\ trg)U&$U
UpFƦH2@MȀ 0Rkoy{O:ֱThN*t0CT7i]-4!6;A?,\L@I#_eQd)+OI]+DU;nB77)O2 uvB4'i$з6`i>v)[fy VΒ+&
F*Ǹ%Ӭƈߩ140
z*X!ce붽vw>
J3^x>)N&0\orvm33FidQ|V&o_ß'B2/Pum
PJڹb+#,JzzSnSs8GOrP=`1ea5jpjy:C\h7kt5(=
fw+|3nK@i`+]Щp
JoFoǧ/Ę2g?_y!{4" j G2o+:LuSd4b4b