%PDF-1.5
%
1 0 obj
<>/OCGs[17 0 R 16 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
AF_infografia_CNPV_indigenas
2019-09-16T09:40:29-05:00
2019-09-16T09:40:29-05:00
2019-09-16T09:40:29-05:00
Adobe Illustrator CC 23.0 (Macintosh)
256
144
JPEG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uuid:634fc762-9bfc-3b42-8399-910da53e1607
xmp.did:4b4d0165-9d9f-4bd2-bc37-c3530980c274
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:0a3a9786-8b2f-8a4e-8bb1-08c5f04eab68
xmp.did:14de2e62-19ad-7b4a-8d96-7142c73294f0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6c2658da-8894-4236-a4d6-f87a25f1d6cb
2019-06-18T16:35:41-05:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:4b4d0165-9d9f-4bd2-bc37-c3530980c274
2019-09-16T09:40:24-05:00
Adobe Illustrator CC 23.0 (Macintosh)
/
EmbedByReference
/Users/dmjarar/Desktop/Dane/Julio2019/Infografía_CNPV/Unitag_QRCode_1562254855967.png
/Users/dmjarar/Desktop/Dane/Julio2019/Infografía_CNPV/Unitag_QRCode_1562254855967.png
Print
False
True
1
21.590000
27.940000
Centimeters
Oswald-Light
Oswald
Light
TrueType
Version ; ttfautohint (v0.92.18-e454-dirty) -l 8 -r 50 -G 200 -x 0 -w "g"
False
Oswald-Light.ttf
Oswald-Regular
Oswald
Regular
TrueType
Version 2.002; ttfautohint (v0.92.18-e454-dirty) -l 8 -r 50 -G 200 -x 0 -w "g"
False
Oswald-Regular.ttf
Oswald-Medium
Oswald
Medium
TrueType
3.0; ttfautohint (v0.95) -l 8 -r 50 -G 200 -x 0 -w "G" -W -c
False
Oswald-Medium.ttf
Oswald-DemiBold
Oswald
DemiBold
TrueType
3.0; ttfautohint (v0.95) -l 8 -r 50 -G 200 -x 0 -w "G" -W -c
False
Oswald-DemiBold.ttf
Roboto-BoldCondensed
Roboto
Bold Condensed
TrueType
Version 1.00000; 2011
False
roboto-bold-condensed_[allfont.es].ttf
Roboto-Light
Roboto
Light
TrueType
Version 1.100141; 2013
False
Roboto-Light.ttf
Roboto-Regular
Roboto
Regular
TrueType
Version 1.100141; 2013
False
Roboto-Regular.ttf
Roboto-Medium
Roboto
Medium
TrueType
Version 1.100141; 2013
False
Roboto-Medium.ttf
Roboto-Black
Roboto
Black
TrueType
Version 1.100141; 2013
False
Roboto-Black.ttf
SegoeUI
Segoe UI
Regular
Open Type
Version 5.12
False
segoeui.ttf
SegoeUI-Bold
Segoe UI
Bold
Open Type
Version 5.12
False
segoeuib.ttf
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
Blanco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Negro
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rojo CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Amarillo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cian CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Azul CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMYK
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 7425 C
SPOT
100.000000
LAB
42.352940
60
12
4 5
PROCESS
100.000000
CMYK
47.861448
88.860911
56.539249
76.577401
C=64 M=0 Y=30 K=0 1
CMYK
PROCESS
64.453125
0.000000
30.468750
0.000000
C=0 M=89 Y=39 K=0 1
CMYK
PROCESS
0.000000
89.062500
38.671875
0.000000
C=18 M=100 Y=49 K=8 1
CMYK
PROCESS
17.968750
100.000000
48.828125
7.812500
C=70 M=25 Y=9 K=0 1
CMYK
PROCESS
69.921875
25.000000
9.375000
0.390625
C=83 M=28 Y=43 K=13 1
CMYK
PROCESS
83.203125
27.734375
43.359375
12.500000
C=95 M=63 Y=13 K=2 1
CMYK
PROCESS
94.534218
63.094527
13.150224
1.797513
Grises
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
Brillantes
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
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 191 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
19 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 243 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
192 0 obj
<>stream
HWn$
}ﯨhDR $Y 6 Tv{mQFlT5)o|ߗ˯jKA$/I..˿.qB?/?__kRt_.W0
QrrMerfn,jlRLk?&i
l̲Ŵj
-2a%{akH6`i&.bo/yb_2#!
d;<@9 [˰ e8ؘ?tR990:,;:3xFvDAZKAc OJw&ʩ0ήZ{.jL2%dje#3$3q+'3c;2@&<E;=
Զ.#2.=ۓDeEˊ=v;99lABϪ)U,$[y/ Q!SY(lf5
!*Ȉ ;B9T_"{I'au%4$4qC OI>JH2;
Zj`geMSMw2@%27AzUrPܨSAz5!}[؎ٍP?'#
\G.kvhf] IM|@ʨFHfvw/T< ~"ؤs/L}{#CgTBhcO& @I"H;2t!MjeZNzyֆ
\IgR+ixh0Er]PmM.chcx1ݝ̦~M]Ё
ݰ&6$ZK'2"ᤤq-DͦB(
#}'3[Q
EײgC ^
Pz\9!`y!$ca=(fuUBvȭR&nItкpVJWY:Rf@1k\t*Y+dMw蓖3%7\L
-I6텢9e[2,hS?nbPvl/LKhBsk\:,o7FbJQgv #.63p٪٢D8GƬj;Fx/j,jH6QBi;E93Žo>4PONsϴԲA5*qU^φiʦ&bE3Ni֭Jwv2L[
sFݵ7ZAwBDŭ]sg4,Q)lBxY+{Ո3ww<趢%prO$*#<ԮO4q);]Qfr C2ipiO|DNȭ&!25]TPDՌ!2D6Oj2rKT =**Q2$;m9&;?p{,(KoQ6x71h&&lTN$@չ7Y9YMq*:
;/Gied*S
#=0QSwi5
SBSJ+Ըl&ڱqq<٘`
lP\ V2| 7d@}(b&,ey(!>ȦPIIΓ狱l9Х
*
ZiOܯ8ܰ)w*N:Sk(tɹ+$->Tg$\|qh(6SHIbT[^p/
U"JVdf6`j;^ c_mjCEtg/ZTuus_p1ڑdU_+ܶ\eeO!٦P)Thd6! .։Wbܒ͢`uӬw `ڿ!CiuhuE^R-BpGCcOf{~6ƌ\j\'̐vDcP\"(\ {컅_kLCbn1>9LB-~K<vL,-bfcB*`/F&[
66c6*6XYR\/5>J~M=D֦~E͊=jfWK؆<:&^x6լ>s~,#cv5."Yy`Sͤ3Ѥ3n5鸿[{(*PGcީhSTf;{$F˨ 2 ~?n3á7yK"qЅ#zf#Y'eϗb#XD0
tZ}QJΘW&-Yo4Ϋp$SR%v!uhٝ"M(6fT)O~q˩l,`EjoK^BW&ΠE>g6e6]M_/1FgC ^|E l7WN<^B& vXj1XaN;whAȭ2yh36d(>r+rZnJ_o˾JyIXE~8vBvOOuSs2G]lꯚ;4w<57;¡PE$T}Ԝ.z IB+N7,'<~0˂-50_-Y0p?H8Oo'\95ze[7rQ1eUsիo0Ȁ9zHDP2TCܪA/kɑo%3-Y?Oˁ6u DtN3,ݢևл[S3:t8|8ք8־vyg J&T](Z0N8|X f&&+0ف$ya {\uE2
#X"BCVr"@6)df*d`ړULBvᖅ R7{*xa&2gx5OY""B^qvGe7VQ)09bM^+YZۥ
\gs~eʂ+K簥cd0Xr6Qo:Ky\