%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Olivia Wilkins LEGAL F18
2018-08-21T09:13:49-07:00
2018-08-21T09:13:49-07:00
2018-08-21T09:13:49-07:00
Adobe Illustrator CC (Windows)
160
256
JPEG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uuid:9e015a73-3d07-4e52-bc10-d8ddbdf9fd8e
xmp.did:ad20c3d4-1e28-1e4a-a0f6-625029135833
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:fd38ce3a-211b-4913-8c76-d01345a2b5a4
xmp.did:1b3b6bb3-5f6d-3649-bc5c-ec68485cbeb3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:899B23B72739E411A6ADEBFD1007206D
2014-09-10T13:19:06-07:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:ad20c3d4-1e28-1e4a-a0f6-625029135833
2018-08-21T09:13:46-07:00
Adobe Illustrator CC (Windows)
/
EmbedByReference
\\crate.csuci.edu\public$\LOGOS\Extensions\Academic Affairs\IRA\EXT_IRA flat.jpg
xmp.did:315DE8963746E211B81EE2F752E07367
xmp.iid:325DE8963746E211B81EE2F752E07367
EmbedByReference
\\crate.csuci.edu\public$\LOGOS\Extensions\Programs\Chemistry\09EXT_Chemistry flat.eps
uuid:034F2EA45917DF11BF16CE9101A0F76E
uuid:054F2EA45917DF11BF16CE9101A0F76E
\\crate.csuci.edu\public$\LOGOS\Extensions\Academic Affairs\IRA\EXT_IRA flat.jpg
xmp.did:315DE8963746E211B81EE2F752E07367
xmp.iid:325DE8963746E211B81EE2F752E07367
\\crate.csuci.edu\public$\LOGOS\Extensions\Programs\Chemistry\09EXT_Chemistry flat.eps
uuid:034F2EA45917DF11BF16CE9101A0F76E
uuid:054F2EA45917DF11BF16CE9101A0F76E
Print
False
True
1
8.500000
14.000000
Inches
BaskOldFace
Baskerville Old Face
Regular
Open Type
Version 1.51
False
BASKVILL.TTF
GillSansMT
Gill Sans MT
Regular
Open Type
Version 1.65
False
GIL_____.TTF
GillSansMT-Bold
Gill Sans MT
Bold
Open Type
Version 1.65
False
GILB____.TTF
MyriadPro-BoldCond
Myriad Pro
Bold Condensed
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-BoldCond.otf
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
GillSansMT-ExtraBold
GillSansMT ExtraBold
ExtraBold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
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
PANTONE 186 U
SPOT
100.000000
LAB
53.725498
54
23
PANTONE Cool Gray 11 U
SPOT
100.000000
LAB
52.156898
0
-3
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 11.00
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 24 0 R/TrimBox[0.0 0.0 612.0 1008.0]/Type/Page>>
endobj
14 0 obj
<>stream
HWn}`_mىbX,6cܕ(S$TOOT鋷3Ϟ_jrxcov ~.V=ՍY7MWw|)^]5+!7˗OyXgr<^\p)Fz>ͯ~xD1A`Cη6g|/'b*^
M0/^R<7صz{O5w?ՋikugK&dw[az4Wm|3ɼ6Lg~Kqnblnn'|lE&b;-.\L"j'p5
Eguqn>vksu>OAsg"~5zRk8GvCK)0ƹf
·s#Ȟ# V9ۘ\?G +|o;&tzʹLņ;r>0dǽY^ys_dzCXp rF