%PDF-1.6
%
1 0 obj
<>/OCGs[17 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Decálogo versión resumida 1
2021-12-23T09:34:34-05:00
2021-12-23T09:34:34-05:00
2021-12-23T09:34:34-04:00
Adobe Illustrator 26.0 (Windows)
152
256
JPEG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uuid:053baf51-9a34-4766-8ab5-cac46b433f68
xmp.did:abafb227-8ae1-9640-b94d-2e9bbad95145
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:16a9c384-6a79-48ef-823a-71604846b4ea
xmp.did:3e2386f8-d7d9-6c45-a941-a901341a5351
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:a707ec21-28c3-4d87-8373-eb5355a52748
2021-07-07T13:18:46-05:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:abafb227-8ae1-9640-b94d-2e9bbad95145
2021-12-23T09:34:23-05:00
Adobe Illustrator 26.0 (Windows)
/
EmbedByReference
C:\Users\v.bartra\OneDrive - Save the Children International\Pictures\Arte-Decálogo versión resumida (1)\Arte-Deca╠ülogo versio╠ün resumida\Links\Sweden_logotype_Spain-01.png
0
0
EmbedByReference
C:\Users\v.bartra\OneDrive - Save the Children International\Pictures\Arte-Decálogo versión resumida (1)\Arte-Deca╠ülogo versio╠ün resumida\Links\Sweden_logotype_Spain-01.png
0
0
EmbedByReference
USAID_Horiz_Spanish_RGB_2-Color.pdf
C:\Users\v.bartra\OneDrive - Save the Children International\Pictures\Arte-Decálogo versión resumida (1)\Arte-Deca╠ülogo versio╠ün resumida\Links\Sweden_logotype_Spain-01.png
0
0
USAID_Horiz_Spanish_RGB_2-Color.pdf
Print
Adobe Illustrator
Adobe PDF library 16.03
1
True
False
21.000000
29.700000
Centimeters
TradeGothicLTStd-BdCn20
Trade Gothic LT Std
Bold Condensed No. 20
Open Type
OTF 1.029;PS 001.001;Core 1.0.33;makeotf.lib1.4.1585
False
TradeGothicLTStd-BdCn20.otf
GillSansInfantStd-Bold
Gill Sans Infant Std
Bold
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
GillSansInfantStd-Bold.otf
GillSansInfantStd
Gill Sans Infant Std
Regular
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
GillSansInfantStd.otf
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
Blanco
RGB
PROCESS
255
255
255
Negro
RGB
PROCESS
29
29
27
Rojo CMYK
RGB
PROCESS
226
6
19
Amarillo CMYK
RGB
PROCESS
255
236
0
Verde CMYK
RGB
PROCESS
0
149
64
Cian CMYK
RGB
PROCESS
0
158
226
Azul CMYK
RGB
PROCESS
49
39
130
Magenta CMYK
RGB
PROCESS
229
0
126
C=15 M=100 Y=90 K=10
RGB
PROCESS
189
22
34
C=0 M=90 Y=85 K=0
RGB
PROCESS
229
51
42
C=0 M=80 Y=95 K=0
RGB
PROCESS
232
78
27
C=0 M=50 Y=100 K=0
RGB
PROCESS
242
145
0
C=0 M=35 Y=85 K=0
RGB
PROCESS
248
177
51
C=5 M=0 Y=90 K=0
RGB
PROCESS
252
234
13
C=20 M=0 Y=100 K=0
RGB
PROCESS
221
219
0
C=50 M=0 Y=100 K=0
RGB
PROCESS
147
192
31
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
169
53
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
141
54
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
102
51
C=75 M=0 Y=75 K=0
RGB
PROCESS
45
171
102
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
160
153
C=70 M=15 Y=0 K=0
RGB
PROCESS
53
168
224
C=85 M=50 Y=0 K=0
RGB
PROCESS
29
112
183
C=100 M=95 Y=5 K=0
RGB
PROCESS
45
46
130
C=100 M=100 Y=25 K=25
RGB
PROCESS
41
35
92
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
36
130
C=50 M=100 Y=0 K=0
RGB
PROCESS
148
27
128
C=35 M=100 Y=35 K=10
RGB
PROCESS
162
25
91
C=10 M=100 Y=50 K=0
RGB
PROCESS
214
11
81
C=0 M=95 Y=20 K=0
RGB
PROCESS
230
27
114
C=25 M=25 Y=40 K=0
RGB
PROCESS
202
186
159
C=40 M=45 Y=50 K=5
RGB
PROCESS
163
137
122
C=50 M=50 Y=60 K=25
RGB
PROCESS
122
106
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
99
78
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
201
157
102
C=30 M=50 Y=75 K=10
RGB
PROCESS
177
127
73
C=35 M=60 Y=80 K=25
RGB
PROCESS
146
95
54
C=40 M=65 Y=90 K=35
RGB
PROCESS
126
78
36
C=40 M=70 Y=100 K=50
RGB
PROCESS
104
59
17
C=50 M=70 Y=80 K=70
RGB
PROCESS
66
41
24
R=134 G=156 B=170
PROCESS
100.000000
RGB
134
156
170
R=201 G=238 B=203
PROCESS
100.000000
RGB
211
230
202
R=83 G=108 B=137
PROCESS
100.000000
RGB
84
109
137
Grises
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
29
29
27
C=0 M=0 Y=0 K=90
RGB
PROCESS
60
60
59
C=0 M=0 Y=0 K=80
RGB
PROCESS
87
87
86
C=0 M=0 Y=0 K=70
RGB
PROCESS
111
111
110
C=0 M=0 Y=0 K=60
RGB
PROCESS
134
134
134
C=0 M=0 Y=0 K=50
RGB
PROCESS
156
155
155
C=0 M=0 Y=0 K=40
RGB
PROCESS
177
177
177
C=0 M=0 Y=0 K=30
RGB
PROCESS
198
198
197
C=0 M=0 Y=0 K=20
RGB
PROCESS
217
217
217
C=0 M=0 Y=0 K=10
RGB
PROCESS
236
236
236
C=0 M=0 Y=0 K=5
RGB
PROCESS
245
245
245
Brillantes
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
226
6
19
C=0 M=75 Y=100 K=0
RGB
PROCESS
233
90
12
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
221
0
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
151
58
C=100 M=90 Y=0 K=0
RGB
PROCESS
40
52
138
C=60 M=90 Y=0 K=0
RGB
PROCESS
129
53
138
endstream
endobj
3 0 obj
<>
endobj
19 0 obj
<>
endobj
20 0 obj
<>
endobj
21 0 obj
<>
endobj
23 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 42 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
24 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 68 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
25 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 87 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
26 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 98 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
27 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 116 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
28 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 134 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
29 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 154 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
30 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 163 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
155 0 obj
<>stream
HtWˎ%5WNd$_19NnFrc-ibu%}~~w?ۭU562H!o5GS:hyi55_yq;}<ў)J{~wK}1{{ɱ?}19c,a#WmМaMɻ,Վ.8vӣO?t-it;ףxI½Gl7Yru1_Li07⳱NeB}Ff+HԎ^^Khº58zY;NS4P0DT\%啭= 8$cOگGӽ3x1-+a(x &Dnʭj̨sۑhxDWu0`x =2=1Ơ#4zfT ws݇2̽)T&Uk1M@H}{vGVMY0>er, l̥#;K10.xK9);Z)rH'iơ!;/$r.fF{a`]!iQpeTyyRBw+e4z%|E}0
}ݪ^ 7 1R+lV;Wl Y