%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
mysterypicture-airplane-multiplication
Adobe Illustrator CS5.1
2012-06-11T08:20:09-04:00
2012-06-11T08:20:09-04:00
2012-06-11T08:20:09-04:00
256
164
JPEG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xmp.did:1BA9C1BFACB3E111B0AEAF2497EBDB7C
uuid:ee3fbd37-7946-4303-a549-4ef9e8b0310f
uuid:4926738DE53DE011B1DBE9B0E9EF7364
proof:pdf
xmp.iid:1AA9C1BFACB3E111B0AEAF2497EBDB7C
xmp.did:1AA9C1BFACB3E111B0AEAF2497EBDB7C
uuid:4926738DE53DE011B1DBE9B0E9EF7364
proof:pdf
saved
xmp.iid:13A9C1BFACB3E111B0AEAF2497EBDB7C
2012-06-11T06:03:53-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:14A9C1BFACB3E111B0AEAF2497EBDB7C
2012-06-11T06:18:05-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:15A9C1BFACB3E111B0AEAF2497EBDB7C
2012-06-11T06:18:38-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:16A9C1BFACB3E111B0AEAF2497EBDB7C
2012-06-11T06:18:56-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:17A9C1BFACB3E111B0AEAF2497EBDB7C
2012-06-11T06:19:33-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:18A9C1BFACB3E111B0AEAF2497EBDB7C
2012-06-11T06:51:29-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:19A9C1BFACB3E111B0AEAF2497EBDB7C
2012-06-11T06:51:59-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:1AA9C1BFACB3E111B0AEAF2497EBDB7C
2012-06-11T07:57:10-04:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:1BA9C1BFACB3E111B0AEAF2497EBDB7C
2012-06-11T08:20:01-04:00
Adobe Illustrator CS5.1
/
EmbedByReference
C:\Users\HPComputer2\Documents\watermark\watermark.png
EmbedByReference
C:\Users\HPComputer2\Documents\mystery_picture\airplane\color.png
EmbedByReference
C:\Users\HPComputer2\Documents\watermark\watermark.png
Web
1
False
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_2.ttf
HelveticaNeueLTStd-Bd
HelveticaNeueLTStd Bd
Bd
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.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
Grays
1
R=0 G=0 B=0
RGB
PROCESS
0
0
0
R=26 G=26 B=26
RGB
PROCESS
26
26
26
R=51 G=51 B=51
RGB
PROCESS
51
51
51
R=77 G=77 B=77
RGB
PROCESS
77
77
77
R=102 G=102 B=102
RGB
PROCESS
102
102
102
R=128 G=128 B=128
RGB
PROCESS
128
128
128
R=153 G=153 B=153
RGB
PROCESS
153
153
153
R=179 G=179 B=179
RGB
PROCESS
179
179
179
R=204 G=204 B=204
RGB
PROCESS
204
204
204
R=230 G=230 B=230
RGB
PROCESS
230
230
230
R=242 G=242 B=242
RGB
PROCESS
242
242
242
Web Color Group
1
R=63 G=169 B=245
RGB
PROCESS
63
169
245
R=122 G=201 B=67
RGB
PROCESS
122
201
67
R=255 G=147 B=30
RGB
PROCESS
255
147
30
R=255 G=29 B=37
RGB
PROCESS
255
29
37
R=255 G=123 B=172
RGB
PROCESS
255
123
172
R=189 G=204 B=212
RGB
PROCESS
189
204
212
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
19 0 obj
<>stream
HLR]K@|_}ѶT56}'Lvۙ)Tjgh=D:Q)}R=ގ
{/4kJտ?͉Rݣnn4玮*}