%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
SIU Annual Report 2021_Upd2
2022-04-12T08:09:29-04:00
2022-04-12T08:09:29-04:00
2022-04-12T08:09:29-04:00
Adobe Illustrator 26.0 (Windows)
212
256
JPEG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uuid:eea13096-f99e-457e-bc31-8df5f0a3d8ab
xmp.did:710ec92d-affc-e941-a99c-ac7f684fbf8f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:8e8fd993-548e-e545-b4c9-bb4e84e17e2b
xmp.did:8e8fd993-548e-e545-b4c9-bb4e84e17e2b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:f4a51f73-30ff-b54b-b0c2-c1f6107a2697
2022-03-29T18:27:13-04:00
Adobe Illustrator 26.0 (Windows)
/
saved
xmp.iid:710ec92d-affc-e941-a99c-ac7f684fbf8f
2022-04-12T08:09:26-04:00
Adobe Illustrator 26.0 (Windows)
/
EmbedByReference
C:\Users\sdc28256\AppData\Local\Temp\AI_26_0\ai16485694825_DOC Logo_transparent background.png
C:\Users\sdc28256\AppData\Local\Temp\AI_26_0\ai16485694825_DOC Logo_transparent background.png
Print
Adobe Illustrator
False
True
1
612.000000
792.000000
Points
Cambria-Italic
Cambria
Italic
Open Type
Version 6.98
False
cambriai.ttf
Cambria-Bold
Cambria
Bold
Open Type
Version 6.98
False
cambriab.ttf
Cambria
Cambria
Regular
TrueType
Version 6.99
False
cambria.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
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 16.03
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
11 0 obj
<>stream
HWr}WKĔ5 ~/ڲwEg+灖(Y^ltAt%R)
t>=x]R^se/\+7Vg/rvz\as[lͧnNי{kS%M0Bs'657u\ϤAGvήGLjn1,fX*gAlp%
b{aI[5a*ui
P)
v fۯ+p@n;bwLcHaN\KsfS:ē66ӣ9DH5l{UyaEO`PJ]=|
2I7ϙ?3}w>Ѡ$@It=lo
fKOb@GC<08dnm{`a%
-q1eR-
@19Kyvdtd0GG
CCTqYͱC>ދ+t^a ' #3iUy(! 4H@,$d"3-ijD$<