%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
1806-20 Infografía
2020-07-24T11:03:41-06:00
2020-07-24T11:03:41-06:00
2020-07-24T11:03:40-06:00
Adobe Illustrator 24.2 (Macintosh)
256
160
JPEG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uuid:1925f6e1-554c-0648-b451-5a1fbcfbbfd5
xmp.did:d7f11b70-dd75-41ca-93f6-4690da80df05
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:8a0aa905-37d8-9549-859f-07c0041f876e
xmp.did:aa77a23b-890a-49d4-95c3-dd5831596fe0
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:c0f24b13-c7d8-4c11-9a76-0a0894ad6a5c
2020-07-03T14:50:46-06:00
Adobe Illustrator 24.2 (Macintosh)
/
saved
xmp.iid:d7f11b70-dd75-41ca-93f6-4690da80df05
2020-07-24T11:03:32-06:00
Adobe Illustrator 24.2 (Macintosh)
/
EmbedByReference
/Users/mms/Documents/Mónica/UNA/Teletrabajo/Física/1806-20 Infografía/fwdsolicituddeunainfografiaybrochureparanavegantes_/SinamotLR.png
0
0
EmbedByReference
/Users/mms/Documents/Mónica/UNA/Teletrabajo/Física/1806-20 Infografía/fwdsolicituddeunainfografiaybrochureparanavegantes_/SinamotLR.png
0
0
/Users/mms/Documents/Mónica/UNA/Teletrabajo/Física/1806-20 Infografía/fwdsolicituddeunainfografiaybrochureparanavegantes_/SinamotLR.png
0
0
/Users/mms/Documents/Mónica/UNA/Teletrabajo/Física/1806-20 Infografía/fwdsolicituddeunainfografiaybrochureparanavegantes_/SinamotLR.png
0
0
Print
Adobe Illustrator
True
True
1
792.000000
612.000000
Points
ArialMT
Arial
Regular
Open Type
Version 5.01.2x
False
Arial.ttf
LuckiestGuy-Regular
Luckiest Guy
Regular
TrueType
Version 1.000
False
luckiestguy.ttf
AbadiMT-CondensedLight
Abadi MT Condensed Light
Regular
TrueType
Version 1.00
False
ABALC.TTF
Museo900-Regular
Museo
900
Open Type
1.071
False
Museo 900.otf
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
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
R=255 G=58 B=101
PROCESS
100.000000
CMYK
0.000000
90.237278
43.738458
0.000000
R=255 G=207 B=0
PROCESS
100.000000
CMYK
0.766003
17.154191
99.459827
0.000000
R=15 G=48 B=74
PROCESS
100.000000
CMYK
97.250319
77.767605
45.548180
42.932782
R=255 G=255 B=255 2
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=255 G=64 B=92
PROCESS
100.000000
CMYK
0.000000
88.668644
52.489507
0.000000
R=0 G=0 B=0
PROCESS
100.000000
CMYK
74.972147
67.919427
67.049664
90.145719
R=236 G=237 B=239
PROCESS
100.000000
CMYK
6.024262
4.052796
3.476005
0.000000
R=215 G=216 B=220
PROCESS
100.000000
CMYK
14.419775
10.824750
8.856336
0.000000
R=247 G=247 B=248
PROCESS
100.000000
CMYK
2.032502
1.412985
0.973526
0.000000
R=143 G=212 B=85
PROCESS
100.000000
CMYK
47.281605
0.000000
85.339129
0.000000
R=121 G=199 B=56
PROCESS
100.000000
CMYK
56.276798
0.000000
100.000000
0.000000
R=157 G=214 B=71
PROCESS
100.000000
CMYK
42.380404
0.000000
91.726553
0.000000
R=43 G=181 B=255
PROCESS
100.000000
CMYK
61.904323
14.316013
0.000000
0.000000
R=255 G=211 B=37
PROCESS
100.000000
CMYK
0.814832
15.243763
93.322647
0.000000
R=250 G=183 B=0
PROCESS
100.000000
CMYK
1.522850
30.447850
100.000000
0.000000
R=0 G=123 B=189
PROCESS
100.000000
CMYK
85.436785
44.846264
1.861601
0.009155
R=181 G=23 B=46
PROCESS
100.000000
CMYK
19.858091
100.000000
88.229185
10.937667
R=103 G=171 B=0
PROCESS
100.000000
CMYK
65.404743
9.951933
100.000000
0.561532
R=173 G=172 B=178
PROCESS
100.000000
CMYK
33.130386
27.524221
23.566033
0.000000
R=66 G=65 B=65
PROCESS
100.000000
CMYK
66.927594
60.723275
59.401846
45.813686
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
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 70 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
14 0 obj
<>stream
Hݎ)_$!w3=#a#հIϩSoͷoK:ra75niK8m>F9~'t|cw