%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R 11 0 R 12 0 R 13 0 R 14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
COVID_infographic_v18_SPANISH
2021-03-10T13:09:23-05:00
2021-03-10T13:09:23-05:00
2021-03-10T13:09:23-05:00
Adobe Illustrator 25.2 (Macintosh)
256
212
JPEG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:1f1f7f33-2030-6e4a-8e59-22ca3d5e94b1
xmp.did:b6c95a8c-0dea-469d-9cf7-c9cd5941b95a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:784e1f99-2ea8-1841-a58d-65b1b236d809
xmp.did:e0b5eedb-c4a9-4769-a543-86418c9845b5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:a34373dc-864e-4ed2-8b4a-02e8d8b4e9e7
2021-02-25T09:22:12-05:00
Adobe Illustrator 25.2 (Macintosh)
/
saved
xmp.iid:b6c95a8c-0dea-469d-9cf7-c9cd5941b95a
2021-03-10T13:09:22-05:00
Adobe Illustrator 25.2 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
Runda-Light
Runda
Light
Open Type
Version 001.000
False
.7915.otf
Runda-Normal
Runda
Normal
Open Type
Version 1.001
False
.7909.otf
Runda-NormalItalic
Runda
Normal Italic
Open Type
Version 1.000
False
.7910.otf
Runda-Bold
Runda
Bold
Open Type
Version 001.000
False
.7913.otf
Runda-BoldItalic
Runda
Bold Italic
Open Type
Version 001.000
False
.7914.otf
Cyan
Magenta
Yellow
Black
PANTONE 281 C
PANTONE 186 C
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
PANTONE 281 C
SPOT
100.000000
LAB
12.941176
9
-41
PANTONE 281 C copy 2
SPOT
100.000000
CMYK
100.000000
28.999999
0.000000
0.000000
PANTONE 186 C
SPOT
100.000000
LAB
44.705883
68
40
Frost Blue
PROCESS
100.000000
CMYK
43.756771
0.036622
3.469902
0.000000
C=7 M=44 Y=100 K=0
PROCESS
100.000000
CMYK
7.180896
43.695733
99.563587
0.006104
C=0 M=69 Y=92 K=0
PROCESS
100.000000
CMYK
0.000000
69.170672
91.070420
0.000000
C=12 M=100 Y=91 K=3
PROCESS
100.000000
CMYK
12.716869
100.000000
90.115201
2.774090
C=14 M=82 Y=94 K=3
PROCESS
100.000000
CMYK
13.229571
81.564045
95.742732
2.795453
R=245 G=131 B=46
PROCESS
100.000000
CMYK
0.021363
59.655142
92.800790
0.000000
C=13 M=81 Y=96 K=3
PROCESS
100.000000
CMYK
13.281250
81.250000
95.703125
2.734375
C=2 M=6 Y=93 K=0
PROCESS
100.000000
CMYK
2.343750
6.250000
92.578125
0.000000
C=0 M=50 Y=93 K=0
PROCESS
100.000000
CMYK
0.000000
50.000000
93.000001
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=90 1
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
89.999998
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
16 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 26 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
17 0 obj
<>stream
HW]o\}v8kh4,E+91+6sfxW6Hl'EQvx1;wwN,g+y&i8Im~^ret >vKL$qQ6Ȯ&_ee{so03jNzv2\mfНڰOm1;ȝ;<,KY'I'K[9ul/Տ=ƣa\CMb>jKs u>>YS'E|ㅃ'p?qVsm':.$$CJufݥ㇘&{ǯ+7͑_}ÔKáhC?a6X.?c@ MGԭQ͂ۤ=߲muW.ؠ^l$.`u` ^m=&{Mk]=}٭yjρ#@ GRϿ?C8ΟD:>#kMlڥrZ/Xmnu ^~0u }nh O3xV-]vKk8Xiv9.G@_gۡϟs`ρ:snGāTT xdR(
3xh._A{[.r%܇0 {Dl+ipLx. `g"|A/+3+7z%Ӕ?ᵓl䅊Fti}Hw,lR:b"-HVwn|C鶑N&F~'@nWPo!3xe!qXS@#>=caB #сb$1X 5 B̑ZpVșԛ6[#_vد'a
x )
M4 #!`T .ؓ7:0|( ̌"ӯd
Iq#Ca*@kr!T
z֣,heZ3StC>gB2{l5PD2Sp+wdaR@1d(ؐtXO9WZX엨fT; <3nLqֻ7E@F@nRO(>! eff$[JBEA0,MUّ0U~5s.%BψHRY3doC0:AM hY`EL"9P3ըU`3 `*3hdU-%9&G@*G3{W05dňd#\O/_Kj#2m!ܴ.Xź)Z`Z.jeUXWi
Z¤Y`Uxՠ+Y+4VkYRMG%j`EgbuIJ:T;B>-NaΉgx,ڰ7vR1dJi=YIQѾ,{P=
#zƚ 4)
$59Cq2"
I^';t+H}MW+dg=
Ilx
fMw1 Fst:fsJ4윲!ךDƲvmV5j+%Rͱ5k"'3:iqA0@Q' ٲ%ц
u@I kæQ̌*`]+;6WAxvJ!bW
>]&|]"^\A!DrY_4()jc*A{Q^=
$Mz\%ZPRQdȢP料&(PXJ5F&mY%N#@
+)RV.ĒcXA)pI[RG HP[Gߒ`-&$ vDiԙVQ'qwb,w2<6G[J0EL}Aew
=GJef$WMׂVjXTfҴu63ôfd]TJ@A&ήPI㮾PW0XI,k]e^b
Iw|jb_nQHZEn٥P7譋6
35G"RkKO{<4wpo~\̖Ր^}Oζ]`|ܤK|9jn,4=@ʾ&n^BT9hJ?IICud>Ѻm