%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
surface-area2-formula
Adobe Illustrator CS5.1
2015-06-05T12:55:54-04:00
2015-06-05T12:55:54-04:00
2015-06-05T12:55:54-04:00
256
164
JPEG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xmp.did:C46F31009E0BE511B692D50491FBCC8B
uuid:40b47e11-9c3d-4496-93fc-162232178a15
uuid:363C13E7097BE011A93CAF3D18BDCF84
proof:pdf
uuid:8bb61963-a4c8-4fb8-92eb-226a05a8d9f0
xmp.did:D47E316CA40AE511AF88B5EA9A7CBD96
uuid:363C13E7097BE011A93CAF3D18BDCF84
proof:pdf
saved
xmp.iid:4CDB7990476CE111A104D7B3D034DA13
2012-03-12T09:30:42-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:AFD6470E67FDE411AEC89FC602BF19AA
2015-05-18T10:09:40-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:37FB45ADAC03E511905DD4FD11241F13
2015-05-26T09:44:03-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:D47E316CA40AE511AF88B5EA9A7CBD96
2015-06-04T06:30:34-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:C46F31009E0BE511B692D50491FBCC8B
2015-06-05T12:55:43-04:00
Adobe Illustrator CS5.1
/
EmbedByReference
C:\Users\Christopher\Documents\watermark\watermark-lg.png
EmbedByReference
C:\Users\Christopher\Documents\watermark\watermark.png
Basic RGB
1
True
False
8.500000
11.000000
Inches
CenturyGothic2-Bold
Century Gothic 2
Bold
Open Type
Version 2.35
False
Gothicb2.ttf
CenturyGothic2-Italic
Century Gothic 2
Italic
Open Type
Version 2.35
False
Gothici2.ttf
CenturyGothic2-Regular
Century Gothic 2
Regular
Open Type
Version 2.35
False
Gothic2.ttf
ACaslonPro-BoldItalic
Adobe Caslon Pro
Bold Italic
Open Type
Version 2.059;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
ACaslonPro-BoldItalic.otf
ACaslonPro-Italic
Adobe Caslon Pro
Italic
Open Type
Version 2.059;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
ACaslonPro-Italic.otf
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
R=0 G=128 B=0
RGB
PROCESS
0
128
0
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<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
17 0 obj
<>stream
HWnWRJrխ"[cI x4%:#J6EC3sjMRYdHݭ:UqYfIhxZ^[t!ҐdZ'Jh4fZBA_E"~nr1*H26Y=q0ǷG.1=d=+5c>/,6
oJ
.>S :yƜǵ=߯#:U1iB2/!'cu
Igc,!mDC+fnuq*IJkiC u8「4ڪ́<ތ%v{a.oXt̤JIx*AgrF'K߫:U/DoKCcl?#l5$ZƺRiAV֛Z~>a"8X?2ٻxu;+f}6o=.[CH/'@sϱF`>`wT\d
FE1z?^#iNb68'WOL@ t+UadRO,rȐ A9JK *\wk0HU߰Dc/7>bh5*Jz%[Ѩ