%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R 82 0 R 152 0 R 222 0 R 291 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Print
2022-09-04T11:48:29-07:00
2022-09-04T11:48:29-07:00
2022-09-01T21:28:02-07:00
Adobe Illustrator CC 2017 (Macintosh)
180
256
JPEG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uuid:06ad3739-f493-e34f-a35e-ac20790feffd
xmp.did:14f97185-5505-40d2-a9e7-9e306eccc796
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:4658c154-20c8-4e82-b587-f1257dfaf673
xmp.did:4658c154-20c8-4e82-b587-f1257dfaf673
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4658c154-20c8-4e82-b587-f1257dfaf673
2022-09-01T16:27:26-07:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:14f97185-5505-40d2-a9e7-9e306eccc796
2022-09-01T21:28:02-07:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/taunacoulson/Desktop/fnt gallery.psd
adobe:docid:photoshop:6d1e2cec-6d0c-1180-8cb9-90907fa6a0cc
xmp.iid:654663b2-e3b3-4471-ad22-eb6d5c139cc2
EmbedByReference
/Users/taunacoulson/Desktop/parking lot.jpg
adobe:docid:photoshop:c59e70ac-6d0a-1180-8cb9-90907fa6a0cc
xmp.iid:a61f7245-4508-4062-8661-df397eed0aaf
EmbedByReference
/Users/taunacoulson/Desktop/cowell sign.jpg
adobe:docid:photoshop:8eaa0da1-6d0a-1180-8cb9-90907fa6a0cc
xmp.iid:3b57d451-8a31-4644-b398-5f7ac296ce2d
EmbedByReference
/Users/taunacoulson/Desktop/eps_map_insert.psd
adobe:docid:photoshop:c955905f-6ad9-1180-8cb9-90907fa6a0cc
xmp.iid:0cf106c0-dfb5-4830-ba18-1298d8646437
EmbedByReference
/Users/taunacoulson/Desktop/qr-code (1).psd
adobe:docid:photoshop:8172d63e-6adf-1180-8cb9-90907fa6a0cc
xmp.iid:4d5fddca-cb9c-4ad9-aa43-eae6592a886e
EmbedByReference
/Users/taunacoulson/Desktop/eps_map.psd
adobe:docid:photoshop:c955905f-6ad9-1180-8cb9-90907fa6a0cc
xmp.iid:6e810f04-d986-4665-8c5c-4ecd421b2f6a
/Users/taunacoulson/Desktop/fnt gallery.psd
adobe:docid:photoshop:6d1e2cec-6d0c-1180-8cb9-90907fa6a0cc
xmp.iid:654663b2-e3b3-4471-ad22-eb6d5c139cc2
/Users/taunacoulson/Desktop/parking lot.jpg
adobe:docid:photoshop:c59e70ac-6d0a-1180-8cb9-90907fa6a0cc
xmp.iid:a61f7245-4508-4062-8661-df397eed0aaf
/Users/taunacoulson/Desktop/cowell sign.jpg
adobe:docid:photoshop:8eaa0da1-6d0a-1180-8cb9-90907fa6a0cc
xmp.iid:3b57d451-8a31-4644-b398-5f7ac296ce2d
/Users/taunacoulson/Desktop/eps_map_insert.psd
adobe:docid:photoshop:c955905f-6ad9-1180-8cb9-90907fa6a0cc
xmp.iid:0cf106c0-dfb5-4830-ba18-1298d8646437
/Users/taunacoulson/Desktop/qr-code (1).psd
adobe:docid:photoshop:8172d63e-6adf-1180-8cb9-90907fa6a0cc
xmp.iid:4d5fddca-cb9c-4ad9-aa43-eae6592a886e
/Users/taunacoulson/Desktop/eps_map.psd
adobe:docid:photoshop:c955905f-6ad9-1180-8cb9-90907fa6a0cc
xmp.iid:6e810f04-d986-4665-8c5c-4ecd421b2f6a
Print
False
True
1
8.500000
11.000000
Inches
LibreBaskerville-Regular
Libre Baskerville
Regular
TrueType
Version 1.000; ttfautohint (v0.93) -l 8 -r 50 -G 200 -x 14 -w "G"
False
LibreBaskerville-Regular.ttf
Helvetica
Helvetica
Regular
TrueType
13.0d2e2
False
Helvetica.ttc
Helvetica-Bold
Helvetica
Bold
TrueType
13.0d2e2
False
Helvetica.ttc
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Regular.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Semibold.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
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
C=3 M=47 Y=59 K=0
CMYK
PROCESS
3.000000
47.000000
59.000000
0.000000
C=82 M=30 Y=45 K=5
CMYK
PROCESS
82.220185
30.289158
44.733348
5.365072
C=17 M=8 Y=100 K=0
CMYK
PROCESS
16.528572
7.641718
99.969476
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
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 304 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>
endobj
293 0 obj
<>stream
HWr[+$h