%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
01749_ENF16_Spiderbot_StreamingVideoDrone_IM_020717_
2017-02-07T14:52:21-08:00
2017-02-07T14:52:21-08:00
2017-02-07T14:52:21-08:00
Adobe Illustrator CS6 (Macintosh)
256
140
JPEG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uuid:89bcee49-217c-c84d-9eab-9e6c22bcb21c
xmp.did:A088103D0A226811822ADB3CB38B812E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b94f0b22-7b49-7e4f-9c12-ff58867b82bd
xmp.did:DBF2A6D943216811822ADB3CB38B812E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0680117407206811822A9E4679B7F8E5
2017-01-18T13:51:17-08:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:A088103D0A226811822ADB3CB38B812E
2017-02-07T14:52:06-08:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/noodle/Desktop/crump./Skyrocket/Spiderbot Renders/ControllerUpdate_BW.png
EmbedByReference
/Users/noodle/Library/Containers/com.apple.mail/Data/Library/Mail Downloads/0C898721-E28A-4A49-BFBF-61BD2538BCE6/Skyrocket_Interim_Logo.png
EmbedByReference
/Users/noodle/Desktop/crump./Skyrocket/Spiderbot Renders/SOG-streaming 121216.578_BW_no blades.png
EmbedByReference
/Users/noodle/Desktop/crump./Skyrocket/Spiderbot Renders/ControllerUpdate_BW.png
EmbedByReference
/Users/noodle/Desktop/crump./Skyrocket/Spiderbot Renders/BladeOff.png
EmbedByReference
/Users/noodle/Desktop/crump./Skyrocket/Spiderbot Renders/SOG-Regular 121216.576.png
EmbedByReference
/Users/noodle/Desktop/crump./Skyrocket/Spiderbot Renders/BladeOn.png
EmbedByReference
/Users/noodle/Desktop/crump./Skyrocket/Spiderbot Renders/SOG-streaming 121216.677.png
EmbedByReference
/Users/noodle/Desktop/crump./Skyrocket/Spiderbot Renders/SOG-streaming 121216.677.png
Print
True
True
1
11.692919
16.535414
Inches
EurostileRegular
Eurostile
Regular
Open Type
Version 1.51
False
Eurostile
EurostileBold
Eurostile
Bold
Open Type
Version 1.51
False
Eurostile
EurostileLTStd-BoldEx2
Eurostile LT Std
Bold Extended 2
Open Type
OTF 1.029;PS 001.003;Core 1.0.33;makeotf.lib1.4.1585
False
EurostileLTStd-BoldEx2.otf
Myriad-Roman
Myriad
Roman
Type 1
001.001
False
MyriaRom; Myriad
PirulenRg-Regular
Pirulen
Regular
TrueType
Version 3.001
False
pirulen rg.ttf
Cyan
Magenta
Yellow
Black
PANTONE 185 C
Deleted Global Color
PANTONE 294 C copy
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
PANTONE 294 C copy
SPOT
100.000000
CMYK
100.000000
58.000000
0.000000
21.000000
Deleted Global Color
SPOT
100.000000
CMYK
100.000000
86.385902
29.474300
22.369701
PANTONE 185 C
SPOT
100.000000
LAB
49.803898
77
49
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
35 0 obj
<>stream
HWmn0fھBH,R¦BTNB'z3l`){KAxg3'֖+IRnlIMJ;bnU2Y[P,% ܑ+Kmdwa
3Iv$|