%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 146 0 R 283 0 R 420 0 R 557 0 R 688 0 R 819 0 R 950 0 R 1081 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Print
2019-12-03T09:58:46-05:00
2019-12-03T09:58:46-05:00
2019-11-04T16:22:15-05:00
Adobe Illustrator CC 23.1 (Macintosh)
256
208
JPEG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uuid:1a0414f4-a43c-f640-ad4a-65f624654826
xmp.did:24b5c07c-c191-40cb-91ff-0e9b780ba7fa
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a0b41e1a-b012-4d4c-a16a-9c25501a9f43
xmp.did:ccd5bdb2-2c14-4a28-8f0e-df5f92bba57f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:a30ca9c4-63dd-4e36-aaa8-bb72ed97dabc
2019-06-18T14:44:55-04:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:24b5c07c-c191-40cb-91ff-0e9b780ba7fa
2019-11-04T16:22:15-05:00
Adobe Illustrator CC 23.1 (Macintosh)
/
EmbedByReference
/Users/nancycampos/UMFS/Organizational Learning - ORGLEARN/PROGRAM EVALUATION/VISUALS & ICONS/ICONS/Miscellaneous/Gears - White.png
0
0
EmbedByReference
/Users/nancycampos/UMFS/Organizational Learning - ORGLEARN/PROGRAM EVALUATION/VISUALS & ICONS/ICONS/Miscellaneous/Group - White.png
0
0
EmbedByReference
/Users/nancycampos/UMFS/Organizational Learning - ORGLEARN/PROGRAM EVALUATION/VISUALS & ICONS/ICONS/Miscellaneous/Megaphone - White.png
0
0
/Users/nancycampos/UMFS/Organizational Learning - ORGLEARN/PROGRAM EVALUATION/VISUALS & ICONS/ICONS/Miscellaneous/Gears - White.png
0
0
/Users/nancycampos/UMFS/Organizational Learning - ORGLEARN/PROGRAM EVALUATION/VISUALS & ICONS/ICONS/Miscellaneous/Group - White.png
0
0
/Users/nancycampos/UMFS/Organizational Learning - ORGLEARN/PROGRAM EVALUATION/VISUALS & ICONS/ICONS/Miscellaneous/Megaphone - White.png
0
0
Print
Adobe Illustrator
False
True
1
8.500000
14.000000
Inches
GillSansStd-Light
Gill Sans Std
Light
Open Type
Version 2.100;PS 005.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
GillSansStd-Light.otf
GillSansStd
Gill Sans Std
Regular
Open Type
Version 2.100;PS 005.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
GillSansStd.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
UMFS Green
SPOT
100.000000
CMYK
60.000002
25.000000
94.999999
10.000000
UMFS Purple
SPOT
100.000000
CMYK
55.000001
100.000000
0.000000
15.000001
UMFS Orange
PROCESS
100.000000
CMYK
0.000000
60.000002
100.000000
0.000000
UMFS Gray
PROCESS
100.000000
CMYK
44.999999
23.999999
14.000000
44.000000
C=30 M=24 Y=25 K=0
PROCESS
100.000000
CMYK
30.468750
24.218750
24.609375
0.000000
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 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 1108 0 R/TrimBox[0.0 0.0 612.0 1008.0]/Type/Page>>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 1115 0 R/TrimBox[0.0 0.0 612.0 1008.0]/Type/Page>>
endobj
1109 0 obj
<>stream
HVr6}W9S$x0:XtLd!EŮ=c\ g {Z¡7o41suBWܼ5j*_;tbFvytm=4'vwcا(XpNG&?9`y ?31r\]EO(&YΗO ЃG(A`pl45w&3c3o~˶۞(;DH7qhk}CKM5bxg
3x;וQ)zÙǦ6ϻu5u;Em/jm_.*U坮+T֍"eRVvaxV!>rpA!oavNFCm^BֶNLAXqBˤK!
z!;3Y+hdBJb"&Fsnɺ"]n0c