%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
MTI Organizational Chart (September 2018)
Adobe Illustrator CC 22.0 (Macintosh)
2018-09-04T17:47:29-07:00
2018-09-04T17:47:29-07:00
2018-09-04T17:47:29-07:00
256
184
JPEG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==
xmp.did:5d79f2dd-7665-4c91-8763-583d20c853ec
uuid:1f2cfae8-541a-b64f-94e3-61f67de19db8
proof:pdf
uuid:13F85F65C45FDD11844E9AB7960A84DC
xmp.iid:fb3da4a7-cf4f-40f9-b20d-ba62e89db395
xmp.did:fb3da4a7-cf4f-40f9-b20d-ba62e89db395
uuid:13F85F65C45FDD11844E9AB7960A84DC
proof:pdf
saved
xmp.iid:F77F117407206811B00AA560872FEC9D
2009-05-29T14:04:42-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:c0ab292e-a3ed-4a54-9755-154266c8bf1b
2017-10-21T13:21:42-07:00
Adobe Illustrator CC 2017 (Macintosh)
/
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:d2435f3b-da6a-4fb2-a515-3953b1c42fea
2018-08-30T13:44:37-07:00
Adobe Illustrator CC 22.0 (Macintosh)
/
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:fb3da4a7-cf4f-40f9-b20d-ba62e89db395
2018-09-04T17:46:33-07:00
Adobe Illustrator CC 22.0 (Macintosh)
/
saved
xmp.iid:5d79f2dd-7665-4c91-8763-583d20c853ec
2018-09-04T17:47:22-07:00
Adobe Illustrator CC 22.0 (Macintosh)
/
Print
1
False
False
12.499308
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
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6852.otf
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
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000000
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000000
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000000
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000000
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000000
5.000000
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000000
0.000000
10.000000
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000000
10.000000
5.000000
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000000
10.000000
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 899.95 612.0]/Type/Page>>
endobj
11 0 obj
<>stream
HW˒7+pdGGkFeVևšf&!iY, r=l8$
u]ͯ{~s&ϗ?~\Zvw\-d&0lIϭr.[<
˨n鼚E6qŖlPE.tlz\UU3o^W3hx:VT\9"cr$YC#`c㴒M+M1HYUٛ[l]W;zMߥV7L(?V] Kh(u
;Y