%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
P-09-13-Parachute-AnatomyChart
Adobe Illustrator CC 2015 (Macintosh)
2017-03-30T00:44:17-05:00
2017-03-30T00:44:17-05:00
2017-03-30T00:44:17-05:00
256
212
JPEG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==
proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:ea5fe929-1a10-41a8-9894-4967e0a68d8d
uuid:bbc45500-65fe-824c-8d31-375c05c14613
uuid:1e0576e8-ceae-1542-8df5-7628bc3283f3
xmp.did:36d7f014-7a97-4c1e-850f-6cd6f11f5601
uuid:65E6390686CF11DBA6E2D887CEACB407
proof:pdf
saved
xmp.iid:48dbd89b-e615-4c29-8131-0261e7ae257f
2017-03-24T13:10:22-04:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:ea5fe929-1a10-41a8-9894-4967e0a68d8d
2017-03-30T00:44:14-05:00
Adobe Illustrator CC 2015 (Macintosh)
/
Web
1
True
False
8.500000
11.000000
Inches
Raleway-Regular
Raleway
Regular
Open Type
Version 3.000g; ttfautohint (v1.5) -l 8 -r 28 -G 28 -x 14 -D latn -f cyrl -w G -c -X ""
False
Raleway-Regular.ttf
Raleway-Medium
Raleway
Medium
Open Type
Version 3.000g; ttfautohint (v1.5) -l 8 -r 28 -G 28 -x 14 -D latn -f cyrl -w G -c -X ""
False
Raleway-Medium.ttf
Raleway-Bold
Raleway
Bold
Open Type
Version 3.000g; ttfautohint (v1.5) -l 8 -r 28 -G 28 -x 14 -D latn -f cyrl -w G -c -X ""
False
Raleway-Bold.ttf
Raleway-ExtraBold
Raleway
ExtraBold
Open Type
Version 3.000g; ttfautohint (v1.5) -l 8 -r 28 -G 28 -x 14 -D latn -f cyrl -w G -c -X ""
False
Raleway-ExtraBold.ttf
Cyan
Magenta
Yellow
Black
PANTONE 200 C
PANTONE 281 U
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
PANTONE 281 U
SPOT
100.000000
LAB
31.764706
5
-27
PANTONE 200 C
SPOT
100.000000
LAB
41.568626
66
34
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 15.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>stream
HI$
u@e