%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Brooks Kushman - Infographic
2019-05-29T16:06:19-04:00
2019-05-29T16:06:19-04:00
2019-05-29T16:06:19-04:00
Adobe Illustrator CC 23.0 (Macintosh)
148
256
JPEG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uuid:feb0b9aa-92f2-2a44-9619-dc15a02f2edb
xmp.did:05f81721-6146-49d3-837d-78d22032ed4e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a62154c3-2b34-a34b-bdbc-577549979f1c
xmp.did:91094cfe-51ee-4592-a7b4-aeba49832597
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:d15c5fe1-7cc1-4ac6-b7bd-4d5cf506f916
2019-05-28T11:33:27-04:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:05f81721-6146-49d3-837d-78d22032ed4e
2019-05-29T16:06:18-04:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
False
True
1
800.000000
1408.242962
Pixels
Avenir-Medium
Avenir
Medium
TrueType
13.0d3e1
False
Avenir.ttc
Avenir-Black
Avenir
Black
TrueType
13.0d3e1
False
Avenir.ttc
Avenir-Heavy
Avenir
Heavy
TrueType
13.0d3e1
False
Avenir.ttc
AvenirNext-Medium
Avenir Next
Medium
TrueType
13.0d1e10
False
Avenir Next.ttc
AvenirNext-DemiBold
Avenir Next
Demi Bold
TrueType
13.0d1e10
False
Avenir Next.ttc
AvenirNext-Bold
Avenir Next
Bold
TrueType
13.0d1e10
False
Avenir Next.ttc
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
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=82 M=44 Y=0 K=0
PROCESS
100.000000
CMYK
81.564045
43.820858
0.000000
0.000000
C=73 M=28 Y=0 K=0
PROCESS
100.000000
CMYK
72.622257
28.012511
0.000000
0.000000
C=100 M=87 Y=30 K=17
PROCESS
100.000000
CMYK
100.000000
87.316698
30.203706
16.556038
C=73 M=28 Y=0 K=0 1
SPOT
100.000000
CMYK
72.700000
27.900001
0.000000
0.000000
C=61 M=1 Y=94 K=0
PROCESS
100.000000
CMYK
61.235976
0.634775
94.464022
0.000000
C=4 M=2 Y=97 K=0
PROCESS
100.000000
CMYK
3.906250
1.562500
97.265625
0.000000
C=67 M=16 Y=0 K=0
PROCESS
100.000000
CMYK
67.309070
16.421759
0.000000
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
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 800.0 1408.24]/Type/Page>>
endobj
14 0 obj
<>stream
HtIn&
)3a^ gdfUF?r` ?z_z9b;Y8 ?
G}!pr4O;ZϬRrWVG>3B=
#gSkgd~]Ӟ[±GjgKeFOxԼtLΫlJGl7zWO4.S& 8z )"̙6GɃeaq6]۶nZHt&::vP[ZHZ?u73oʒ"qơÇ<;cjuc 4]txl*s&%n<4wDbTGFf"T;:YLKM1T#+\gXGRt)C'Ats3fb._q|ԛxpCAκE"kw,ĬF5eW(XUА|4d\\'oXH
_7.PJ7k5D)![g
~ãqB]zhLB%ͯ/`%k.종)P选Dy>60[%t|sdU|RP
)]1T@))BI )XJ&3pFd¤4\i]%%SCJh 9Tى8xWL!$
qRpIO.LK9#괠ԥ!^B~M5>J23 Ӌ<)`KJ_*bcPb͊Y|1p^fG5qL$EcJ)hhʿ d<9jc NʛfЎ,R84cіn|ibs>_4eq<%ĵIW iT!nW CPFOiL@Y3*OsjU.A炦bҫ5pXy܍lm5>FVve5LfuY8~Kj8p|j48p-٦?nCa+}m5{t;h0BR ĵqJ3n(&ܫAuV b6TIP%{A}XjUzY%7@sx0
h]eZ3-@hӶ5уek}d ]FB+|ն,g(ZFI>{LFUa.`3 i4a7Aٖ4jDtKS59]R
2#)ZD+i*ꖭwfbXV'TͽLiIMxs۬`3.]4
f?zi4
zbj0}y$c9KyAzP8vfzv~ K#DY=$'4L{ s}$oMhS]})D.4)˪K19