%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
18-16367 - The Golden Minute SimNewB Infographic_final
2018-01-12T13:31-05:00
2018-01-12T13:31-05:00
2018-01-12T13:31-05:00
Adobe Illustrator CC 22.0 (Macintosh)
256
184
JPEG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uuid:90c9864d-5b42-324b-8f8a-f451c166d1c5
xmp.did:74f421cb-de34-4075-9c9b-d1721245a6a7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a79c8f2c-7ad3-6a4e-8836-f3b3059a6d33
xmp.did:bc2fb926-a009-4ff6-a840-f0617990ccab
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:84accb0b-7d31-4afb-b1b3-85ed835ed17d
2016-04-20T11:14:22-04:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:74f421cb-de34-4075-9c9b-d1721245a6a7
2018-01-12T13:30:58-05:00
Adobe Illustrator CC 22.0 (Macintosh)
/
EmbedByReference
/Volumes/Shirley/ • JOBS/2018 MAC JOBS/- Infographics/18-16367 - The Golden Minute SimNewB Infographic/simnewb_action.jpg
adobe:docid:photoshop:7ba0359a-0ecc-8448-b5d4-12e2fbb6dcb8
xmp.iid:6154f147-935e-4fb2-adc3-2fb39b65604b
/Volumes/Shirley/ • JOBS/2018 MAC JOBS/- Infographics/18-16367 - The Golden Minute SimNewB Infographic/simnewb_action.jpg
adobe:docid:photoshop:7ba0359a-0ecc-8448-b5d4-12e2fbb6dcb8
xmp.iid:6154f147-935e-4fb2-adc3-2fb39b65604b
Print
False
True
1
17.000000
11.277778
Inches
GillSans-Light
Gill Sans
Light
TrueType
13.0d1e4
False
GillSans.ttc
GillSans
Gill Sans
Regular
TrueType
13.0d1e4
False
GillSans.ttc
GillSans-SemiBold
Gill Sans
SemiBold
TrueType
13.0d1e4
False
GillSans.ttc
GillSans-SemiBoldItalic
Gill Sans
SemiBold Italic
TrueType
13.0d1e4
False
GillSans.ttc
TradeGothic-BoldCondTwenty
Trade Gothic
Bold Condensed No. 20
Type 1
001.001
False
TradeGotBolConTwe; Trade Gothic Condensed
Cyan
Magenta
Yellow
Black
C=19 M=37 Y=79 K=1 1
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
C=61 M=31 Y=3 K=0 1
CMYK
PROCESS
60.549325
30.637062
2.636759
0.000000
C=83 M=0 Y=44 K=0 1
CMYK
PROCESS
83.000000
0.000000
44.000000
0.000000
C=21 M=0 Y=14 K=0 1
CMYK
PROCESS
21.000000
0.000000
14.000000
0.000000
C=0 M=35 Y=85 K=0 1
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=70 M=45 Y=0 K=10 1
CMYK
PROCESS
70.000000
45.000000
0.000000
10.000000
PANTONE 129 CVU
SPOT
100.000000
CMYK
0.000000
30.199999
100.000000
0.000000
C=97 M=45 Y=26 K=3 1
CMYK
PROCESS
97.000000
45.000000
26.000000
3.000000
C=19 M=37 Y=79 K=1 1
SPOT
100.000000
CMYK
19.000000
37.000000
79.000002
1.000000
C=65 M=0 Y=30 K=0 1
CMYK
PROCESS
65.000000
0.000000
30.000000
0.000000
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 25 0 R/TrimBox[0.0 0.0 1224.0 812.0]/Type/Page>>
endobj
13 0 obj
<>stream
HLKEg5*ӵn7 .=ó@{:WB{c/z|t_ןt\\J;N߯}}t||?q|C_>ZiWk?^:^,O!kxv/8Z˸rJZ53t5,]k.٫fV&fT,_svsNKu5k^&{p8ܯQ#\sCWoY{̝wW)|Wu5gփ_\||Gd