%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
perimeter-house
Adobe Illustrator CS5.1
2018-02-14T13:59:24-04:00
2018-02-14T13:59:24-05:00
2018-02-14T13:59:24-05:00
256
108
JPEG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xmp.did:1748C428B911E811A824F31981F9EB37
uuid:bfda340b-909e-4fd3-90ef-88a8a1c2e184
proof:pdf
uuid:9F81F36203A4E0118DB6E0F001735FB7
uuid:719ddab4-676d-4857-8d1f-9dc73226004d
xmp.did:389DF0DBDAE2E111A953DC6DD12A06A1
uuid:9F81F36203A4E0118DB6E0F001735FB7
proof:pdf
saved
xmp.iid:33CE2069C5DCE1118377F65E8E1AE735
2012-08-02T13:13:42-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:BA279F8ADFDFE1119AA3F18DAFFA34D7
2012-08-06T13:10:58-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:51F25025EADFE111A420FAAE8C2B107E
2012-08-06T13:14:13-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:329DF0DBDAE2E111A953DC6DD12A06A1
2012-08-10T08:39:38-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:339DF0DBDAE2E111A953DC6DD12A06A1
2012-08-10T10:46:41-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:349DF0DBDAE2E111A953DC6DD12A06A1
2012-08-10T10:46:51-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:359DF0DBDAE2E111A953DC6DD12A06A1
2012-08-10T10:47:24-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:369DF0DBDAE2E111A953DC6DD12A06A1
2012-08-10T10:47:46-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:379DF0DBDAE2E111A953DC6DD12A06A1
2012-08-10T10:47:54-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:389DF0DBDAE2E111A953DC6DD12A06A1
2012-08-10T10:59:07-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:1748C428B911E811A824F31981F9EB37
2018-02-14T13:59:18-05:00
Adobe Illustrator CS5.1
/
EmbedByReference
\\R2d2\r2d2\Worksheets\watermark\watermark-lg.png
EmbedByReference
\\R2d2\r2d2\Worksheets\watermark\watermark.png
EmbedByReference
\\R2d2\r2d2\Worksheets\watermark\watermark.png
Basic RGB
1
True
False
8.500000
11.000000
Inches
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
0
0
0
RGB Red
RGB
PROCESS
255
0
0
RGB Yellow
RGB
PROCESS
255
255
0
RGB Green
RGB
PROCESS
0
255
0
RGB Cyan
RGB
PROCESS
0
255
255
RGB Blue
RGB
PROCESS
0
0
255
RGB Magenta
RGB
PROCESS
255
0
255
R=193 G=39 B=45
RGB
PROCESS
193
39
45
R=237 G=28 B=36
RGB
PROCESS
237
28
36
R=241 G=90 B=36
RGB
PROCESS
241
90
36
R=247 G=147 B=30
RGB
PROCESS
247
147
30
R=251 G=176 B=59
RGB
PROCESS
251
176
59
R=252 G=238 B=33
RGB
PROCESS
252
238
33
R=217 G=224 B=33
RGB
PROCESS
217
224
33
R=140 G=198 B=63
RGB
PROCESS
140
198
63
R=57 G=181 B=74
RGB
PROCESS
57
181
74
R=0 G=146 B=69
RGB
PROCESS
0
146
69
R=0 G=104 B=55
RGB
PROCESS
0
104
55
R=34 G=181 B=115
RGB
PROCESS
34
181
115
R=0 G=169 B=157
RGB
PROCESS
0
169
157
R=41 G=171 B=226
RGB
PROCESS
41
171
226
R=0 G=113 B=188
RGB
PROCESS
0
113
188
R=46 G=49 B=146
RGB
PROCESS
46
49
146
R=27 G=20 B=100
RGB
PROCESS
27
20
100
R=102 G=45 B=145
RGB
PROCESS
102
45
145
R=147 G=39 B=143
RGB
PROCESS
147
39
143
R=158 G=0 B=93
RGB
PROCESS
158
0
93
R=212 G=20 B=90
RGB
PROCESS
212
20
90
R=237 G=30 B=121
RGB
PROCESS
237
30
121
R=199 G=178 B=153
RGB
PROCESS
199
178
153
R=153 G=134 B=117
RGB
PROCESS
153
134
117
R=115 G=99 B=87
RGB
PROCESS
115
99
87
R=83 G=71 B=65
RGB
PROCESS
83
71
65
R=198 G=156 B=109
RGB
PROCESS
198
156
109
R=166 G=124 B=82
RGB
PROCESS
166
124
82
R=140 G=98 B=57
RGB
PROCESS
140
98
57
R=117 G=76 B=36
RGB
PROCESS
117
76
36
R=96 G=56 B=19
RGB
PROCESS
96
56
19
R=66 G=33 B=11
RGB
PROCESS
66
33
11
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
204
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
153
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
R=241 G=241 B=242
GRAY
PROCESS
12
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
7 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
15 0 obj
<>stream
HW;$
u%Hgːǘi3+O11*O"?#/GaJnGI״q^;6_}Y2}gs`Kf֖=HGh<㟇J;<ף|eov|UJW+rm5f?ۅ{^|=o9_-iĸr}nzD4J:sP z˷AZm/%<qF !Wv?m8ï`~)鞮Gq2n;P-N#L#J%!g#^R"\
hzk8kNS/z{@/>9q8io
RߕCS/*ଥr
m-e_XEH[>Àq&K9ykr%}2c]C]u]s(x0M3skZF9ڇvIޔqjk]pWHHԌ]
ŵkNJv>ͥ