%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
City of Seminary - Business Climate 2019
2019-09-05T16:50:41-05:00
2019-09-05T16:50:41-05:00
2019-09-05T16:32:51-05:00
Adobe Illustrator CC 23.0 (Windows)
204
256
JPEG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:3c8afe27-1c2e-4eb6-8dcb-3fa9b38e07bf
xmp.did:1dc6eb2f-4532-d94c-8a81-6beae27952e5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:392aea0b-d8d9-b941-a061-3437ec3501da
xmp.did:392aea0b-d8d9-b941-a061-3437ec3501da
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0b33a320-8928-4c6c-b858-2d74e2ff3d83
2018-02-21T16:25:56-06:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:1dc6eb2f-4532-d94c-8a81-6beae27952e5
2019-09-05T16:32:49-05:00
Adobe Illustrator CC 23.0 (Windows)
/
Print
False
False
1
612.000000
792.000000
Points
GloberThin
Glober
Thin
Open Type
Version 1.000
False
Fontfabric - GloberThin.otf
GloberLight
Glober
Light
Open Type
Version 1.000
False
Fontfabric - GloberLight.otf
GloberBook
Glober
Book
Open Type
Version 1.000
False
Fontfabric - GloberBook.otf
GloberRegular
Glober
Regular
Open Type
Version 1.000
False
Fontfabric - GloberRegular.otf
GloberSemiBold
Glober
SemiBold
Open Type
Version 1.000
False
Fontfabric - GloberSemiBold.otf
GloberBold
Glober
Bold
Open Type
Version 1.000
False
Fontfabric - GloberBold.otf
GloberxBold
Glober
xBold
Open Type
Version 1.000
False
Fontfabric - GloberxBold.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
C=94 M=77 Y=29 K=13
CMYK
PROCESS
94.454867
76.714730
28.589302
13.430990
C=62 M=11 Y=12 K=0
CMYK
PROCESS
61.989772
10.785076
12.387273
0.000000
C=0 M=80 Y=92 K=0
CMYK
PROCESS
0.000000
79.635304
91.747916
0.000000
C=54 M=0 Y=13 K=0
CMYK
PROCESS
54.283965
0.000000
12.954909
0.000000
C=89 M=60 Y=0 K=0
CMYK
PROCESS
89.211869
59.758902
0.369268
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
Color Group 1
1
C=78 M=24 Y=5 K=0
CMYK
PROCESS
77.865261
24.200808
5.487144
0.000000
C=0 M=99 Y=100 K=0
CMYK
PROCESS
0.000000
99.328601
100.000000
0.000000
C=0 M=47 Y=100 K=0
CMYK
PROCESS
0.000000
47.241929
100.000000
0.000000
Adobe PDF library 15.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
88 0 obj
<>stream
HW[s}_1j
}! ;b,BYƲ ſ9g+.ozzfrvy=>n嗖_BV{ʻZFq3#.\>bAx.U*/1K,iϞ|{|r~_~yG:)/\,>HclKJJ>ܞ㳧o6Ѷ9텟3>p%ͷ9z,B
xjRI|.5/6Y
Nupw#C[J>ބgMn _0n]Dhcz\q*ٔ_<ź|=2ܹڨWZ3eX`&AQjͥpaP s?1mv~Kc^SlԵ
vHˡcދ]?D;ۈʅ#p5,ҫ>+FO0bGÒrhhз<ŊgRi =Ex̅ZoOiyb?Wyiz8J31ܖڌ pׄKX2/9ZaQ:*|ZR=My#|.vB/,Qf|gR?et識VaJm3XџbQaz