%PDF-1.5
%
1 0 obj
<>/OCGs[44 0 R 48 0 R 52 0 R 57 0 R 68 0 R 82 0 R 128 0 R 137 0 R 162 0 R 179 0 R 183 0 R 214 0 R]>>/Type/Catalog>>
endobj
276 0 obj
<>stream
application/pdf
WildlifePlan
Adobe Illustrator CS3
2009-11-16T13:07:02-08:00
2009-11-16T13:07:02-08:00
2009-11-16T13:07:02-08:00
256
240
JPEG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uuid:D7344AAD35D4DE118CE695C238670BFA
uuid:a18de6a3-889a-b947-9715-e0ada77a261e
uuid:25bec483-6b33-7942-a9b1-3d3aae10f820
uuid:93A561AB6EA4DE11ABB9B9A677EAF2EF
EmbedByReference
/Users/griffin/PROJECTS/UC Davis Interactive Drawings/Wildlife Images/66.jpg
uuid:902330ECAE7EDD11BAA9DB4C5B92FED5
uuid:676AEDEAAE7EDD11BAA9DB4C5B92FED5
EmbedByReference
/Users/griffin/PROJECTS/UC Davis Interactive Drawings/Wildlife Images/29.jpg
uuid:A858F4C4AE7EDD11BAA9DB4C5B92FED5
uuid:A458F4C4AE7EDD11BAA9DB4C5B92FED5
EmbedByReference
/Users/griffin/PROJECTS/UC Davis Interactive Drawings/Wildlife Images/81.jpg
uuid:75FC7EFDAE7EDD11BAA9DB4C5B92FED5
uuid:71FC7EFDAE7EDD11BAA9DB4C5B92FED5
EmbedByReference
/Users/griffin/PROJECTS/UC Davis Interactive Drawings/Wildlife Images/62.jpg
uuid:2416F3E7AE7EDD11BAA9DB4C5B92FED5
uuid:2016F3E7AE7EDD11BAA9DB4C5B92FED5
EmbedByReference
/Users/griffin/PROJECTS/UC Davis Interactive Drawings/Wildlife Images/14-1.jpg
uuid:63855FB8AE7EDD11BAA9DB4C5B92FED5
uuid:3A41C5B7AE7EDD11BAA9DB4C5B92FED5
EmbedByReference
/Users/griffin/PROJECTS/UC Davis Interactive Drawings/Wildlife Images/58.jpg
uuid:115EA6FEB17EDD11BAA9DB4C5B92FED5
uuid:85FEBEE2AE7EDD11BAA9DB4C5B92FED5
Print
1
True
False
12.000000
12.000000
Inches
Verdana-BoldItalic
Verdana
Bold Italic
Open Type
Version 5.01x
False
Verdana Bold Italic.ttf
Verdana-Bold
Verdana
Bold
Open Type
Version 5.01x
False
Verdana Bold.ttf
Verdana
Verdana
Regular
Open Type
Version 5.01x
False
Verdana.ttf
Futura-Bold
Futura
Bold
Type 1
001.001
False
FuturBol; B Futura Bold
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
R=167 G=201 B=227
PROCESS
100.000000
CMYK
32.941200
10.980400
3.529400
0.000000
R=65 G=123 B=137
PROCESS
100.000000
CMYK
76.862701
39.607800
38.431400
7.058800
R=212 G=155 B=60
PROCESS
100.000000
CMYK
16.862700
40.392200
89.803902
0.784300
R=195 G=175 B=150
PROCESS
100.000000
CMYK
24.705900
28.235302
41.176502
0.000000
R=238 G=234 B=223
PROCESS
100.000000
CMYK
5.882400
5.490200
10.980400
0.000000
R=204 G=204 B=204
PROCESS
100.000000
CMYK
19.215700
14.902000
15.686300
0.000000
R=240 G=240 B=240
PROCESS
100.000000
CMYK
4.313700
3.137300
3.137300
0.000000
R=245 G=245 B=245
PROCESS
100.000000
CMYK
2.745100
1.568600
1.568600
0.000000
R=105 G=94 B=78
PROCESS
100.000000
CMYK
52.941196
52.156902
65.490196
28.235302
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000001
10.000002
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
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
K=5
GRAY
PROCESS
12
Davis Planting map
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=37 M=30 Y=4 K=0
CMYK
PROCESS
37.000000
30.000002
3.529400
0.000000
C=60 M=28 Y=82 K=7
CMYK
PROCESS
60.000004
27.999996
82.000000
7.058799
C=12 M=16 Y=90 K=1
CMYK
PROCESS
12.000000
15.999996
89.803902
0.784302
C=23 M=47 Y=36 K=0
CMYK
PROCESS
23.000002
47.000004
36.000000
0.000000
C=27 M=94 Y=85 K=0
CMYK
PROCESS
26.999998
94.000000
85.000000
0.000000
C=23 M=77 Y=36 K=0
CMYK
PROCESS
23.000002
77.000000
36.000000
0.000000
C=23 M=13 Y=11 K=0
CMYK
PROCESS
23.000002
13.000000
10.980397
0.000000
C=3 M=13 Y=19 K=0
CMYK
PROCESS
2.999997
13.000000
19.000000
0.000000
C=37 M=45 Y=4 K=0
CMYK
PROCESS
37.000000
45.000000
3.529400
0.000000
Adobe PDF library 8.00
endstream
endobj
2 0 obj
<>
endobj
44 0 obj
<>
endobj
48 0 obj
<>
endobj
52 0 obj
<>
endobj
57 0 obj
<>
endobj
68 0 obj
<>
endobj
82 0 obj
<>
endobj
128 0 obj
<>
endobj
137 0 obj
<>
endobj
162 0 obj
<>
endobj
179 0 obj
<>
endobj
183 0 obj
<>
endobj
214 0 obj
<>
endobj
215 0 obj
[/View/Design]
endobj
216 0 obj
<>>>
endobj
184 0 obj
[/View/Design]
endobj
185 0 obj
<>>>
endobj
180 0 obj
[/View/Design]
endobj
181 0 obj
<>>>
endobj
163 0 obj
[/View/Design]
endobj
164 0 obj
<>>>
endobj
138 0 obj
[/View/Design]
endobj
139 0 obj
<>>>
endobj
129 0 obj
[/View/Design]
endobj
130 0 obj
<>>>
endobj
83 0 obj
[/View/Design]
endobj
84 0 obj
<>>>
endobj
69 0 obj
[/View/Design]
endobj
70 0 obj
<>>>
endobj
58 0 obj
[/View/Design]
endobj
59 0 obj
<>>>
endobj
53 0 obj
[/View/Design]
endobj
54 0 obj
<>>>
endobj
49 0 obj
[/View/Design]
endobj
50 0 obj
<>>>
endobj
45 0 obj
[/View/Design]
endobj
46 0 obj
<>>>
endobj
43 0 obj
[214 0 R 183 0 R 179 0 R 162 0 R 137 0 R 128 0 R 82 0 R 68 0 R 57 0 R 52 0 R 48 0 R 44 0 R]
endobj
5 0 obj
<>/ArtBox[162.0 107.0 724.133 759.0]/Group 267 0 R/MediaBox[0.0 0.0 864.0 864.0]/Thumb 275 0 R/TrimBox[0.0 0.0 864.0 864.0]/Resources<>/Shading<>/ColorSpace<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/ExtGState<>/Pattern<>>>/Type/Page/LastModified(D:20091116130701-08'00')>>
endobj
266 0 obj
<>stream
HW]\
}Bh%JG{n4p"Q4.Z܉}-
3KHmy}nÒbO9aP|&>/=VGЖ/?.oU{φOHaI89/K]4[8֣ys/͎-U$kS5}>.9*`w_)#2.1Gj{d xG";dl]ה6SvHyGFƈcL";R ><>g)}y|J2OS evT:
"٥~%342E$.6dfSe2c}1bb}1hE5}N}ٓ29t}NwȜsG>{d0g0Viy~<?5v\5?.OrxzX@3ɈEj#_'꿞GPI
?5j3#ۗzw/³?=g