%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 11 0 R 81 0 R 82 0 R 151 0 R 152 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
tequilla_sunrise-1
2016-11-10T10:38:17-08:00
2016-11-10T10:38:17-08:00
2016-09-20T15:07:39-07:00
Adobe Illustrator CS6 (Windows)
256
200
JPEG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uuid:54d58453-3c4b-41da-af74-a75692cd53a8
xmp.did:0D6D0560727FE6119330A3D6995C91D2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:0a488e07-01df-4681-8ec5-2f3d4c3ebe73
xmp.did:3B0E31161F75E611B421FF2A055EA97A
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:320E31161F75E611B421FF2A055EA97A
2016-09-07T10:18:25-07:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:0D6D0560727FE6119330A3D6995C91D2
2016-09-20T15:07:29-07:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
\\ddg2\Company_Share\DoreyDesign\Casa de la Sirena\floorplans\floorplan_background.psd
Print
False
True
1
11.000000
8.500000
Inches
ArialMT
Arial
Regular
Open Type
Version 6.90
False
arial.ttf
HelveticaNeue-Condensed
Helvetica Neue
57 Condensed
Type 1
001.000
False
hlc____.PFB; hlc____.pfm
HelveticaNeue-MediumCond
Helvetica Neue
67 Medium Condensed
Type 1
001.000
False
hlmc___.PFB; hlmc___.pfm
HelveticaNeue-BoldCond
Helvetica Neue
77 Bold Condensed
Type 1
001.000
False
hlbc___.PFB; hlbc___.pfm
LucidaCalligraphy-Italic
Lucida Calligraphy
Italic
Open Type
Version 1.67
False
LCALLIG.TTF
Cyan
Magenta
Yellow
Black
PANTONE 7412 C
PANTONE 2415 C
PANTONE 155 C
PANTONE 7409 C
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
236
28
36
CMYK Yellow
RGB
PROCESS
255
241
0
CMYK Green
RGB
PROCESS
0
165
81
CMYK Cyan
RGB
PROCESS
0
173
238
CMYK Blue
RGB
PROCESS
46
49
145
CMYK Magenta
RGB
PROCESS
235
0
139
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
238
64
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
240
90
40
C=0 M=50 Y=100 K=0
RGB
PROCESS
246
146
30
C=0 M=35 Y=85 K=0
RGB
PROCESS
250
175
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
236
49
C=20 M=0 Y=100 K=0
RGB
PROCESS
214
222
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
139
197
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
55
179
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
147
69
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
41
180
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
166
156
C=70 M=15 Y=0 K=0
RGB
PROCESS
38
169
224
C=85 M=50 Y=0 K=0
RGB
PROCESS
27
117
187
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
56
143
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
97
C=75 M=100 Y=0 K=0
RGB
PROCESS
101
45
144
C=50 M=100 Y=0 K=0
RGB
PROCESS
144
39
142
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
217
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
236
41
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
193
180
154
C=40 M=45 Y=50 K=5
RGB
PROCESS
154
132
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
113
101
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
90
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
195
153
107
C=30 M=50 Y=75 K=10
RGB
PROCESS
168
124
79
C=35 M=60 Y=80 K=25
RGB
PROCESS
138
93
59
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
40
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
56
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
59
35
20
PANTONE 7412 C
SPOT
100.000000
LAB
62.745098
28
55
PANTONE 7409 C
SPOT
100.000000
LAB
77.647095
17
74
PANTONE 2415 C
SPOT
100.000000
LAB
36.078400
64
-24
PANTONE 155 C
SPOT
100.000000
LAB
85.882401
7
29
AutoCAD Color 9
PROCESS
100.000000
RGB
91
91
91
AutoCAD Color 2
PROCESS
100.000000
RGB
0
0
0
AutoCAD Color 4
PROCESS
100.000000
RGB
56
82
164
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
31
32
C=0 M=0 Y=0 K=90
RGB
PROCESS
64
64
65
C=0 M=0 Y=0 K=80
RGB
PROCESS
88
89
91
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
110
112
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
129
132
C=0 M=0 Y=0 K=50
RGB
PROCESS
146
148
151
C=0 M=0 Y=0 K=40
RGB
PROCESS
166
168
171
C=0 M=0 Y=0 K=30
RGB
PROCESS
187
189
191
C=0 M=0 Y=0 K=20
RGB
PROCESS
208
210
211
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
241
242
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
236
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
241
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
221
21
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
34
64
153
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
151
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 165 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
154 0 obj
<>stream
HW+vQݮCB $ 2氐BdA𪦷ޕk9qVrcz~5>?|^{MrRy|_?oo譪>Yc㭜mϣw~=*Gvqq9;ޥ<ϵ8^gO
3KXVOo)3D;WikD=~ǽsۀ|mw;GU~mW@~B\qW
3
g+Ca3uT{Wȣdn +A{Jރa
Kq>9}=$^!;y\ 3p)֘TI{=B@s,Xg bMTZ1C*F
p{b
bOz\NCCټRazU':f
w!ODIŬCQe!zrTRjT1o*|b:1Y
f2^]_~Bѷ1R(BPƖb)L{bt
[*E۩pX(&v4Nl3):.B?{d[aŒ
EoqG|<7ND