%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Infographic_R8
2018-10-19T12:17-04:00
2018-10-19T12:17-04:00
2018-10-19T12:17-04:00
Adobe Illustrator CC 22.0 (Macintosh)
164
256
JPEG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uuid:bc6d431b-c0bb-3847-ba66-3c93cf85652e
xmp.did:48edfdd7-c39a-4a1a-902a-1e28853d53c5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:d9c5cd94-efaf-4f19-a191-98df57f6c2aa
xmp.did:d9c5cd94-efaf-4f19-a191-98df57f6c2aa
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ce852f3b-767d-429d-9122-df45e5822c23
2018-10-16T12:31:59-04:00
Adobe Illustrator CC 22.0 (Macintosh)
/
saved
xmp.iid:48edfdd7-c39a-4a1a-902a-1e28853d53c5
2018-10-19T12:16:59-04:00
Adobe Illustrator CC 22.0 (Macintosh)
/
Print
False
True
1
11.000000
17.000000
Inches
CiutadellaRounded-Rg
Ciutadella Rounded
Regular
Open Type
Version 2.001;PS 2.1;hotconv 1.0.72;makeotf.lib2.5.5900
False
CiutadellaRounded-Rg.otf
CiutadellaRounded-RgIt
Ciutadella Rounded
Regular Italic
Open Type
Version 2.001;PS 2.1;hotconv 1.0.72;makeotf.lib2.5.5900
False
CiutadellaRounded-RgIt.otf
CiutadellaRounded-Md
Ciutadella Rounded
Medium
Open Type
Version 2.001;PS 2.1;hotconv 1.0.72;makeotf.lib2.5.5900
False
CiutadellaRounded-Md.otf
CiutadellaRounded-SmBd
Ciutadella Rounded
SemiBold
Open Type
Version 2.001;PS 2.1;hotconv 1.0.72;makeotf.lib2.5.5900
False
CiutadellaRounded-SmBd.otf
Cyan
Magenta
Yellow
Black
134 C RGB
137 C RGB
633 C RGB
310 C RGB
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=48 M=46 Y=52 K=12 2
PROCESS
100.000000
CMYK
47.656250
46.093750
51.562500
12.109375
310 C RGB
SPOT
100.000000
CMYK
51.760125
0.000000
11.392386
0.000000
C=0 M=42 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
41.796875
100.000000
0.000000
134 C RGB
SPOT
100.000000
CMYK
1.080339
17.004654
67.061871
0.000000
C=22 M=0 Y=63 K=0
PROCESS
100.000000
CMYK
22.265625
0.000000
63.281250
0.000000
C=74 M=23 Y=100 K=8
PROCESS
100.000000
CMYK
73.828125
23.437500
100.000000
8.203125
633 C RGB
SPOT
100.000000
RGB
0
114
149
137 C RGB
SPOT
100.000000
CMYK
0.000000
41.837201
100.000000
0.000000
C=1 M=17 Y=67 K=0
PROCESS
100.000000
CMYK
1.171875
16.796875
66.796875
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
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 792.0 1224.0]/Type/Page>>
endobj
12 0 obj
<>stream
HWndI߯ȥuӃF 4@ȔmU=.sNDއݴa,ndFdF<O?oߙ}4y9oŚsa;ܜ3$VR61D_~0bGS~a6V2[1Jf7tmR,շp7,d/&13n;Lc
p;|NYƇ1G7ލV6LLX[DdSV$j\L`/~ PS^ͤ
ҲB-u4M_,7vJKxձ$@3_Gװ]acp85Yorפa';ы1ek&1Uhؔ*%l{`LɦI?Yܺ8F/<<`fp-bmBS[S!jm-NI1U2bT n