%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R 8 0 R 10 0 R 11 0 R 12 0 R 13 0 R 14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
LeadershipPaths-12.21
2020-12-21T21:39:04-05:00
2020-12-21T21:39:04-05:00
2020-12-21T21:39:04-05:00
Adobe Illustrator 24.3 (Macintosh)
196
256
JPEG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uuid:f34d22a1-9cce-104c-a31f-7f76b964426e
xmp.did:7279a66c-e396-4713-8b00-20bc4069d3d6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:8692fe7c-25ea-4eb7-b45e-eccb9e64152c
xmp.did:8692fe7c-25ea-4eb7-b45e-eccb9e64152c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4a5cebc3-e349-42d3-9552-23c5bd6b4941
2020-11-05T19:44:48-05:00
Adobe Illustrator 24.3 (Macintosh)
/
saved
xmp.iid:7279a66c-e396-4713-8b00-20bc4069d3d6
2020-12-21T21:38:59-05:00
Adobe Illustrator 24.3 (Macintosh)
/
EmbedByReference
/Volumes/Matilda/Zeta/stroke-2.png
adobe:docid:photoshop:ba292a3e-aee1-8446-bdd0-2047b39b661d
xmp.iid:fcb2b088-364b-4104-a549-6892e2c9fc5b
EmbedByReference
/Volumes/Matilda/Zeta/stroke-2.png
adobe:docid:photoshop:ba292a3e-aee1-8446-bdd0-2047b39b661d
xmp.iid:fcb2b088-364b-4104-a549-6892e2c9fc5b
EmbedByReference
/Volumes/Matilda/Zeta/stroke-2.png
adobe:docid:photoshop:ba292a3e-aee1-8446-bdd0-2047b39b661d
xmp.iid:fcb2b088-364b-4104-a549-6892e2c9fc5b
EmbedByReference
/Volumes/Matilda/Zeta/stroke-2.png
adobe:docid:photoshop:ba292a3e-aee1-8446-bdd0-2047b39b661d
xmp.iid:fcb2b088-364b-4104-a549-6892e2c9fc5b
EmbedByReference
/Volumes/Matilda/Zeta/stroke-2.png
adobe:docid:photoshop:ba292a3e-aee1-8446-bdd0-2047b39b661d
xmp.iid:fcb2b088-364b-4104-a549-6892e2c9fc5b
EmbedByReference
/Users/amalyahoren/Downloads/Untitled_Artwork 4.jpg
0
0
/Volumes/Matilda/Zeta/stroke-2.png
adobe:docid:photoshop:ba292a3e-aee1-8446-bdd0-2047b39b661d
xmp.iid:fcb2b088-364b-4104-a549-6892e2c9fc5b
/Volumes/Matilda/Zeta/stroke-2.png
adobe:docid:photoshop:ba292a3e-aee1-8446-bdd0-2047b39b661d
xmp.iid:fcb2b088-364b-4104-a549-6892e2c9fc5b
/Volumes/Matilda/Zeta/stroke-2.png
adobe:docid:photoshop:ba292a3e-aee1-8446-bdd0-2047b39b661d
xmp.iid:fcb2b088-364b-4104-a549-6892e2c9fc5b
/Volumes/Matilda/Zeta/stroke-2.png
adobe:docid:photoshop:ba292a3e-aee1-8446-bdd0-2047b39b661d
xmp.iid:fcb2b088-364b-4104-a549-6892e2c9fc5b
/Volumes/Matilda/Zeta/stroke-2.png
adobe:docid:photoshop:ba292a3e-aee1-8446-bdd0-2047b39b661d
xmp.iid:fcb2b088-364b-4104-a549-6892e2c9fc5b
/Users/amalyahoren/Downloads/Untitled_Artwork 4.jpg
0
0
Print
Adobe Illustrator
False
True
1
612.000000
792.000000
Points
BrandonGrotesque-Bold
Brandon Grotesque
Bold
Open Type
Version 001.000
False
.10296.otf
PermanentMarker-Regular
Permanent Marker
Regular
Open Type
Version 1.001
False
.15837.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
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 15.00
endstream
endobj
3 0 obj
<>
endobj
16 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 33 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
17 0 obj
<>stream
HK,IE
@s7Oyj1`%`@
8<"3jTYǾ9QR>VO})Q,e_}mP=,~4