%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
ElToroRoad_2019_Mailer_FINAL
2019-03-22T14:11:26-07:00
2019-03-22T14:11:26-07:00
2019-03-22T14:11:26-07:00
Adobe Illustrator CC 23.0 (Windows)
256
152
JPEG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uuid:aa6ffb94-fb5b-4ae4-aae3-97e459ac4ede
xmp.did:368c05ff-fe35-9847-8109-2b306801d715
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:f2151395-5c70-4a44-8e3d-5435f29e6096
xmp.did:f2151395-5c70-4a44-8e3d-5435f29e6096
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:fb2a6354-fc39-4074-b914-e46d3f4f0754
2018-05-04T14:09:01-07:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:368c05ff-fe35-9847-8109-2b306801d715
2019-03-22T14:11:19-07:00
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
board_lake forest.png
EmbedByReference
board_laguna hills.png
EmbedByReference
F:\OCTA\El Toro Road\Drone Video-Photos\DJI_0017.JPG
0
0
board_lake forest.png
board_laguna hills.png
F:\OCTA\El Toro Road\Drone Video-Photos\DJI_0017.JPG
0
0
Print
True
True
1
8.500000
11.000000
Inches
SFCompactDisplay-Medium
SF Compact Display
Medium
Open Type
12.0d8e1
False
SFCompactDisplay-Medium.otf
SFCompactDisplay-Light
SF Compact Display
Light
Open Type
12.0d8e1
False
SFCompactDisplay-Light.otf
SFCompactDisplay-Bold
SF Compact Display
Bold
Open Type
12.0d8e1
False
SFCompactDisplay-Bold.otf
Tungsten-Semibold
Tungsten
Semibold
Open Type
Version 1.210
False
Tungsten-Semibold.otf
Tungsten-Medium
Tungsten
Medium
Open Type
Version 1.210
False
Tungsten-Medium.otf
Cyan
Magenta
Yellow
Black
Toro DTeal
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
New Color Swatch 2
SPOT
100.000000
CMYK
0.000000
60.000002
94.000000
0.000000
New Color Swatch 3
SPOT
100.000000
CMYK
72.000003
0.000000
47.000000
43.000001
PANTONE 123 C
SPOT
100.000000
LAB
83.921600
13
78
PANTONE 1535 C
SPOT
100.000000
LAB
40.000000
32
47
PANTONE 1535 C 2
SPOT
100.000000
CMYK
0.000000
52.999997
100.000000
38.000000
PANTONE 1545 C
SPOT
100.000000
LAB
29.411804
19
29
PANTONE 293 CV
SPOT
100.000000
CMYK
100.000000
56.000000
0.000000
0.000000
C=94 M=67 Y=1 K=0 1
CMYK
PROCESS
94.140625
67.187500
1.171875
0.000000
Toro Yellow
PROCESS
100.000000
CMYK
11.731136
17.282367
81.573200
0.000000
Toro Blue
PROCESS
100.000000
CMYK
91.946286
59.911495
12.561226
0.949111
Toro Coral
SPOT
100.000000
CMYK
3.268482
63.628590
56.469059
0.021363
Toro Red
SPOT
100.000000
CMYK
17.895781
89.428544
71.911192
5.752651
Toro Black
SPOT
100.000000
CMYK
63.281250
55.859375
52.734375
60.000002
Toro DTeal
SPOT
100.000000
CMYK
75.124741
30.740824
16.083008
0.103761
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
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
52 0 obj
<>stream
HWmoH_Q}8,tL̲ʛnt2 8뷪m09nWiSO=y~ṱss1Ku1{ `=?<
=/(pŏF 3<9&SΓ&_ߒv
\џvEa$FH<70!9<Dcъh0GS^c`q+wQ=w=xp7
f^x7[}bN#ޕr{{_/-O3aD?xFݕ۲Nd8}מO7?H,/ߝG\B/f'D-C5(CH쏔%wJ%֑M\9!_H?z?kYSFsnU{K}/_D@BBQp\";xbwhmcr0
7"3QW