%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 708 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Convocatoria_Tomás Torres
2017-06-21T15:53:48-05:00
2017-06-21T15:53:48-05:00
2017-06-21T15:53:12-05:00
Adobe Illustrator CS6 (Macintosh)
148
256
JPEG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uuid:e92d687f-1b73-d84e-9a2e-ca7429ba3602
xmp.did:BF0387692F206811822AFC0277270795
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:fe9615ee-2b84-2b4c-b64b-8b07da21442b
xmp.did:F77F117407206811822AFC0277270795
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F77F117407206811822AFC0277270795
2017-06-21T09:16:29-05:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:BF0387692F206811822AFC0277270795
2017-06-21T15:52:28-05:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/Legislatura/Downloads/Logo_final_62legislatura2.psd
Print
False
True
1
29.500008
51.999996
Centimeters
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 719 0 R/TrimBox[0.0 0.0 836.221 1474.02]/Type/Page>>
endobj
710 0 obj
<>stream
HWˮ\
߯8?pzPOU$:d:ݞ,b=,?ϟÏ_UmڣTVGkzv+v}Ooo\?g}ڈ#Gr=/x^ko^_駯װzr?kHmG;4,6.Cp(bmR[vu
;Y|x汋6ۣ6mvGK/
.k!q}}}S-cwv#|yh!^doqgj/ox?|CBQf%6c׀P6oB( tktn1ވUYaIPlIQnE+bd#ac~}[9ȟX>FfsYp:.L66U65cPpf=c'ptc?1%~'@\_Oe~wXRl֛&pH(x(3$m+j0C-)}@9r:Bd)~bѱRwׁCs$Rxv:eTVW
#MQhW,rK쭲(F`ꗷ 84n@ZOXH7P`~cB(sa7ۡop֩rFfxzi9ȹj[Wbv>YHSid˘X} x (:Jx3+?BJT#RBj;z8a5?}+.!̞N,uo3al?B\t|>M=<%
0;IUKηԩ}cF?HM2kn53҆L6Yx[$Md^ȟK)(0'lOQ!-z~_Urb+?M}K4x,ڙ_Z>5|`pNubLfZ@Xp[}7 US:D:@z7\d}P 4ZQأN_ԝFkC7iX.^G,Lq+j(ɿQM}j44*f_Prv,h ,hn{n"5Da@|YUN.2}mC)gUk@t܅"xFUm%O4>smq/!DRnvY;Z[I+rn͗;UEUFezޖ$L+oJAK$=g:Ċ߃dsDsTb$1 Q(E9&Fjާ
,nsnqEq'E/desU-o,bjp*wiv|PTrl֕Frl2Vg~64;!tJk8bN*Dhƣ",}6.9#[N7D`uZcuepwU&>gBB)Tx}Q7PE㫳Cvc FvgI*|_WNQ;
J%2T?S H@-~;nۿ˸]3xl nd%%YRRPd)fؖH;:I^A,$zW'(u*]8Zx $!cAϵWR D5RAd$5Sf OdڬFVb:I;.AhЁS!yFkzbPi=)
)
cT{J0x)az
Rsi{V<⼆sy u3UU4&MpK,H0
dĚ bUuvlj&|Һ== Fl3A]+&7ŗ=y)b)"+A
L,=5s^SV%w7<,e&G'Y'6utav=K]e1(]q씊45eգH8%3ϮE;6sqD