%PDF-1.5
%
1 0 obj
<>/OCGs[17 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
RouxInfographic_0917 V5
2017-10-03T15:31:20-06:00
2017-10-03T15:31:20-06:00
2017-10-03T15:31:20-06:00
Adobe Illustrator CC 2017 (Macintosh)
196
256
JPEG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uuid:2eedb0c7-32f5-1749-9279-f197d45e4a26
xmp.did:4e27cc93-a80a-45c4-ad3c-6597b7a8d959
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:24101b37-8e09-4b7d-87b7-27f503fe4e4b
xmp.did:24101b37-8e09-4b7d-87b7-27f503fe4e4b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822A8FFC7431730E
2014-08-21T14:41:41-07:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:4e27cc93-a80a-45c4-ad3c-6597b7a8d959
2017-10-03T15:31:07-06:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/lankfs/Downloads/Infographic/Images/Samba_Sow_Portrait.tif
adobe:docid:photoshop:b397d31b-d309-117a-8db2-f63fc2f34bb9
xmp.iid:b5d7349d-dc31-410b-b1a9-f2fa72f60b55
/Users/lankfs/Downloads/Infographic/Images/Samba_Sow_Portrait.tif
adobe:docid:photoshop:b397d31b-d309-117a-8db2-f63fc2f34bb9
xmp.iid:b5d7349d-dc31-410b-b1a9-f2fa72f60b55
Print
False
True
1
8.500000
11.000000
Inches
TSTARMonoRound-Regular
TSTAR Mono Round
Regular
Open Type
Version 2.003
False
TSTARMonoRoundReg.otf
TSTARMonoRound-Bold
TSTAR Mono Round
Bold
Open Type
Version 2.003
False
TSTARMonoRoundBol.otf
AvenirNext-Bold
Avenir Next
Bold
TrueType
12.0d1e9
False
Avenir Next.ttc
AvenirNextCondensed-Regular
Avenir Next Condensed
Regular
TrueType
12.0d1e9
False
Avenir Next Condensed.ttc
AvenirNextCondensed-Medium
Avenir Next Condensed
Medium
TrueType
12.0d1e9
False
Avenir Next Condensed.ttc
AvenirNextCondensed-Bold
Avenir Next Condensed
Bold
TrueType
12.0d1e9
False
Avenir Next Condensed.ttc
AvenirNextLTPro-Cn
Avenir Next LT Pro
Condensed
Open Type
Version 1.00
False
AvenirNextLTPro-Cn.ttf
AvenirNextLTPro-MediumCn
Avenir Next LT Pro
Medium Condensed
Open Type
Version 1.00
False
AvenirNextLTPro-MediumCn.ttf
AvenirNextLTPro-DemiCn
Avenir Next LT Pro
Demi Condensed
Open Type
Version 1.00
False
AvenirNextLTPro-DemiCn.ttf
AvenirNextLTPro-Medium
Avenir Next LT Pro
Medium
Open Type
Version 1.00
False
AvenirNextLTPro-Medium.ttf
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
85K
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
85.000002
C=31 M=48 Y=94 K=11
CMYK
PROCESS
31.000000
48.000000
94.000000
11.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
K=84
PROCESS
100.000000
CMYK
65.703821
58.410007
55.205613
35.098800
Black
PROCESS
100.000000
CMYK
80.248719
70.321202
60.808724
81.344318
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=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=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
Roux
1
C=87 M=27 Y=100 K=14
CMYK
PROCESS
86.590400
27.054200
100.000000
14.154300
C=5 M=0 Y=100 K=0
CMYK
PROCESS
5.000000
0.000000
100.000000
0.000000
C=16 M=0 Y=26 K=0
CMYK
PROCESS
15.976200
0.067100
26.059400
0.000000
C=58 M=6 Y=82 K=0
CMYK
PROCESS
57.558600
5.597000
82.320900
0.000000
C=65 M=4 Y=77 K=0
CMYK
PROCESS
65.191100
3.952100
76.907000
0.000000
C=25 M=0 Y=47 K=0
CMYK
PROCESS
25.119400
0.000000
47.086300
0.000000
C=34 M=0 Y=32 K=0
CMYK
PROCESS
33.987900
0.000000
32.132400
0.000000
C=69 M=2 Y=51 K=0
CMYK
PROCESS
69.405700
1.525900
50.615700
0.000000
C=18 M=0 Y=18 K=0
CMYK
PROCESS
18.429800
0.000000
18.146000
0.000000
C=0 M=0 Y=0 K=55
CMYK
PROCESS
0.000000
0.000000
0.000000
55.000000
C=0 M=0 Y=0 K=100 1
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=85
CMYK
PROCESS
0.000000
0.000000
0.000000
85.000000
C=82 M=11 Y=96 K=0
CMYK
PROCESS
82.000000
11.000000
96.000000
0.000000
C=22 M=0 Y=50 K=0
CMYK
PROCESS
22.000000
0.000000
50.000000
0.000000
C=15 M=0 Y=70 K=0
CMYK
PROCESS
15.000000
0.000000
70.000000
0.000000
C=0 M=0 Y=0 K=15
CMYK
PROCESS
0.000000
0.000000
0.000000
15.000000
C=43 M=0 Y=100 K=0
CMYK
PROCESS
43.064000
0.402800
100.000000
0.000000
C=88 M=39 Y=53 K=16
CMYK
PROCESS
88.006400
38.663300
53.148700
16.339400
Color Group 1
1
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=100 M=80 Y=0 K=0
CMYK
PROCESS
100.000000
80.000000
0.000000
0.000000
C=0 M=20 Y=100 K=0
CMYK
PROCESS
0.000000
20.000000
100.000000
0.000000
C=0 M=100 Y=80 K=0
CMYK
PROCESS
0.000000
100.000000
80.000000
0.000000
Color Group 2
1
C=1 M=99 Y=70 K=0
CMYK
PROCESS
0.549300
99.359100
69.778000
0.036600
C=100 M=50 Y=0 K=0
CMYK
PROCESS
100.000000
50.000000
0.000000
0.000000
C=0 M=20 Y=90 K=0
CMYK
PROCESS
0.000000
20.000000
90.000000
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
19 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 54 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
20 0 obj
<>stream
HdW[%
tzNl
ʦω5EGx"B_oo+]cճ\_?^k_|۟#]?~JWc?]!i)߷wu6Wnb[daK)JX
?^UE%R~P>&аAʫ^C\:LZ|_Zq]'|E^wY
R]$`g
1(`
HC~^_N8t8"xsŜ#|rW)T=#e Cc(!.%e
=?yHSpǺrz)ACۅX,֬ޑRt|5r#Uؓݞwxq0]w?_k=_"GQvD;J;a!@!NE?*]v:M%}+?0P끁din Kql)tns݆(qtHGv
I`\=dQCmG+<|)Ɋ>jVwy7T~i@m QҠ#7Zͺ .J.#
i QdG(B0)Qr?NuxBD[2`O+#[ez+.dݺVT14
~l;2pb)orAY (#pH갣{7}a.9s55&JKlj@o"Ue2PSp0v|z]>H)z{Q)]?#dN{