%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
parking-options
2021-07-13T10:08:29-04:00
2021-07-13T10:08:29-04:00
2021-07-13T10:08:29-04:00
Adobe Illustrator 24.1 (Windows)
256
184
JPEG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uuid:d961b31e-6f28-4603-af28-ce9ef83f9951
xmp.did:58e7407f-1935-a042-a1e2-8d459002c167
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:127ad7d6-d900-a84d-93d2-b106a794b3e8
xmp.did:127ad7d6-d900-a84d-93d2-b106a794b3e8
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:127ad7d6-d900-a84d-93d2-b106a794b3e8
2020-07-17T15:30:16-04:00
Adobe Illustrator 24.1 (Windows)
/
saved
xmp.iid:58e7407f-1935-a042-a1e2-8d459002c167
2020-07-21T12:38:13-04:00
Adobe Illustrator 24.1 (Windows)
/
Print
Adobe Illustrator
False
True
1
11.000000
8.500000
Inches
CopperplateGothic-Bold
Copperplate Gothic Bold
Regular
TrueType
Version 1.00
False
Copperplate Gothic Bold Regular.ttf
TeXGyreSchola-Bold
TeX Gyre Schola
Bold
Open Type
Version 2.005;PS 2.005;hotconv 1.0.49;makeotf.lib2.0.14853
False
texgyreschola-bold.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Regular.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Bold.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
0
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
0
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
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 165 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
12 0 obj
<>stream
Hˎ-GEUΈFbBk$`vۧo!}Oeeecǎ__ST.s;UVG9/-׃WgruyZOzYnacraO+c8"jXү75ϫc^*j8N_WpkW=aWgƞJrNJ°ɞWɯU^X؝~C^?