%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 166 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Concurso Estadistica
2018-09-16T21:35:11-05:00
2018-09-16T21:35:11-05:00
2018-09-16T21:28:11-05:00
Adobe Illustrator CS6 (Windows)
236
256
JPEG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uuid:d0defbc6-bd54-4cf1-8365-410976f68319
xmp.did:72FECCEA14BAE811AD58C527B801CC96
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:71FECCEA14BAE811AD58C527B801CC96
xmp.did:71FECCEA14BAE811AD58C527B801CC96
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:9AB1050CB9A5E81195DDAC6F225B52E5
2018-08-21T22:11:22-05:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:72FECCEA14BAE811AD58C527B801CC96
2018-09-16T21:28:12-05:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\NILTON\Downloads\WhatsApp Image 2018-09-16 at 6.49.59 PM.jpeg
EmbedByReference
C:\Users\NILTON\Downloads\WhatsApp Image 2018-09-16 at 6.48.20 PM.jpeg
EmbedByReference
C:\Users\NILTON\Downloads\WhatsApp Image 2018-09-16 at 6.46.43 PM.jpeg
EmbedByReference
C:\Users\NILTON\Downloads\WhatsApp Image 2018-09-16 at 6.45.51 PM.jpeg
EmbedByReference
C:\Users\NILTON\Downloads\WhatsApp Image 2018-09-16 at 6.45.32 PM.jpeg
Print
False
True
1
594.000263
841.000863
Millimeters
CoolveticaRg-Regular
Coolvetica
Regular
TrueType
Version 5.000
False
coolvetica rg.ttf
Luna
Luna
Regular
TrueType
Version 1.000
False
Luna.ttf
NicholsonGothic-Regular
Nicholson Gothic
Regular
Open Type
Version 1.000;PS 001.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
NicholsonGothic-Regular.otf
SitkaBanner-Bold
Sitka
Banner Bold
TrueType
Version 1.12
False
SitkaB.ttc
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
R=242 G=242 B=242
PROCESS
100.000000
CMYK
3.704900
2.508600
2.508600
0.000000
R=0 G=194 B=183
PROCESS
100.000000
CMYK
70.934601
0.000000
36.234100
0.000000
R=0 G=141 B=132
PROCESS
100.000000
CMYK
84.100098
24.261799
52.440697
4.196200
R=22 G=142 B=129
PROCESS
100.000000
CMYK
82.555901
23.767500
54.979801
4.403800
R=44 G=53 B=62
PROCESS
100.000000
CMYK
78.744194
66.573601
54.592197
51.470203
R=0 G=143 B=196
PROCESS
100.000000
CMYK
80.700394
30.664501
6.747500
0.000000
R=0 G=218 B=248
PROCESS
100.000000
CMYK
59.798599
0.000000
6.680400
0.000000
R=0 G=150 B=195
PROCESS
100.000000
CMYK
79.363701
25.726700
11.041400
0.000000
R=249 G=118 B=117
PROCESS
100.000000
CMYK
0.000000
67.959099
44.235901
0.000000
R=209 G=45 B=40
PROCESS
100.000000
CMYK
11.789100
96.325600
98.333702
2.511600
R=211 G=47 B=42
PROCESS
100.000000
CMYK
11.093300
95.751900
96.951202
2.102700
R=255 G=160 B=0
PROCESS
100.000000
CMYK
0.000000
43.442402
100.000000
0.000000
R=252 G=103 B=0
PROCESS
100.000000
CMYK
0.000000
73.800301
100.000000
0.000000
R=241 G=95 B=34
PROCESS
100.000000
CMYK
0.097700
77.514305
98.626694
0.000000
Blue Grey 800
PROCESS
100.000000
CMYK
77.697403
60.262501
52.501701
38.165901
R=252 G=104 B=0
PROCESS
100.000000
CMYK
0.000000
73.260101
100.000000
0.000000
R=1 G=142 B=133
PROCESS
100.000000
CMYK
83.865097
23.843700
52.117199
3.900200
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
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 206 0 R/TrimBox[0.0 0.0 1683.78 2383.94]/Type/Page>>
endobj
168 0 obj
<>stream
HW[o~篘R`scbhh E:$P,y
I9w?a?}8ʫP?gI_eT!ˎ]S<L\8ԅ3}ijus.yQx|ɹ`k[e$×I8az-g?co>f?^_\x7e)ͽtIalߋK%{없/jNJ}9l[mݳ'vߗwf)Aݳ[]?Bі
mYڬD.-d|كgٲuyTu[6eY
mɪ5%feeSD˫ )Xm#i-nFjQCC\udV=;>3sKxnPuO$+ja
1s
>o(B慘;6yNӻt#$?th!͔Y]zM/K7C{>Ee.7qm:7m:5
ZO1|l|(G|THCYg&
+REoc9ufm5~l\T}0w5ܭʤ@@d4C#fVQwTaQd[>*T%C~5YcFC