%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Safety Sheet
2017-01-16T11:34:09+13:00
2017-01-16T11:34:09+13:00
2017-01-16T11:34:09+13:00
Adobe Illustrator CS5.1
184
256
JPEG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uuid:2adcfc18-0adf-1f4c-b5cf-749923cc73c3
xmp.did:0180117407206811808390C52FDE0FFA
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
uuid:59c20045-dfac-5a41-a564-00f30f257f55
xmp.did:02801174072068118083A24E2D9D5EBF
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:02801174072068118083A24E2D9D5EBF
2017-01-10T14:56:02+13:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:0180117407206811808390C52FDE0FFA
2017-01-16T11:34:04+13:00
Adobe Illustrator CS5.1
/
EmbedByReference
/in flight/Filmtec/SafetySheet/07da826a448b8770a906937788c31500_man-walking-silhouette-clipart-walking-people-clipart_1371-1920.jpg
EmbedByReference
/in flight/Filmtec/SafetySheet/07da826a448b8770a906937788c31500_man-walking-silhouette-clipart-walking-people-clipart_1371-1920.jpg
Basic CMYK
False
True
1
210.001652
296.999959
Millimeters
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
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
Crosses Color Group
1
C=10 M=70 Y=80 K=0
CMYK
PROCESS
10.000002
70.000000
80.000000
0.000000
C=10 M=50 Y=80 K=0
CMYK
PROCESS
10.000002
50.000000
80.000000
0.000000
C=65 M=10 Y=100 K=0
CMYK
PROCESS
65.000000
10.000002
100.000000
0.000000
C=50 M=90 Y=10 K=0
CMYK
PROCESS
50.000000
90.000000
10.000002
0.000000
C=25 M=85 Y=60 K=10
CMYK
PROCESS
25.000000
85.000000
60.000004
10.000002
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/ExtGState<>/Pattern<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
9 0 obj
<>stream
HWۊd
|8?Pg2SL1p0Щ[W
Ntw__S٧cw~cӗl闭n>zl-^ۉ^o[qjêFWv_Nfuo166>s?|Uuط:8^;?q O-#ϱ-?$ww>ÎK
m}u8]]^n5\Oo
o==2OȆOqvnFzn5rwco8ǜcezmkwgv3)WὊl{řT8^Dr5J}×ϱ^/
%aײ^_
~z>Yt;z85p}S19rB3*⩰LEmfҌ/!_6\Z[;Zvʴ\L}RL[bW
x,
n5۳S*FaYq̴;,teP,e-d&a_k
?~VH