%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
maslow_ingles
Adobe Illustrator CS5
2012-01-24T11:11:49+02:00
2012-01-24T11:11:49+01:00
2012-01-24T11:11:49+01:00
156
256
JPEG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:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:B51B4DE17046E111A6CEDD8CB19B912D
uuid:bc49cdc7-a792-40ca-897a-e6d4f4c78b7a
uuid:46be489b-399d-4ceb-8101-f573d5047a38
xmp.did:DFDFAE3C6F43E11195A3D2884C244159
uuid:65E6390686CF11DBA6E2D887CEACB407
proof:pdf
saved
xmp.iid:78423748C641E111B3548461BC8E17CF
2012-01-18T13:07:51+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:DEDFAE3C6F43E11195A3D2884C244159
2012-01-20T15:01:23+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:DFDFAE3C6F43E11195A3D2884C244159
2012-01-20T15:05:30+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:B51B4DE17046E111A6CEDD8CB19B912D
2012-01-24T11:11:44+01:00
Adobe Illustrator CS5
/
EmbedByReference
D:\kat\diseno\lombok\infomaslow\google_plus_logo.jpg
EmbedByReference
D:\kat\diseno\lombok\infografiatwitter\Hotmail\QR lombok.jpg
EmbedByReference
D:\kat\diseno\lombok\infografiatwitter\Hotmail\QR alfredo.jpg
Web
1
True
True
900.000000
1582.000000
Pixels
BreeSerif-Regular
Bree Serif
Regular
Open Type
Version 1.001
False
BreeSerif_Reg.otf
ARB-218NeonBluntMAR-50NormalItalic
ARB-218 Neon Blunt MAR-50
Italic
Open Type
1.000
False
ARB-218-Neon-Blunt-MAR-50-Normal-Italic.ttf
HelveticaNeueLTStd-Md
Helvetica Neue LT Std
65 Medium
Open Type
OTF 1.029;PS 001.002;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd-Md.otf
HelveticaNeueLTStd-LtIt
Helvetica Neue LT Std
46 Light Italic
Open Type
OTF 1.029;PS 001.004;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd-LtIt.otf
HelveticaNeueLTStd-Lt
Helvetica Neue LT Std
45 Light
Open Type
OTF 1.029;PS 001.002;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd-Lt.otf
Futura_Light-Normal
Futura_Light-Normal
Regular
TrueType
Converted from c:\windows\russ_fon\ST000014.TF1 by ALLTYPE
False
Futura_Light-Normal.ttf
QuicksandBold-Regular
Quicksand
Bold
Open Type
False
Quicksand_Bold.otf
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
Blanco
RGB
PROCESS
255
255
255
Negro
RGB
PROCESS
0
0
0
Rojo RGB
RGB
PROCESS
255
0
0
Amarillo RGB
RGB
PROCESS
255
255
0
Verde RGB
RGB
PROCESS
0
255
0
Cian RGB
RGB
PROCESS
0
255
255
Azul RGB
RGB
PROCESS
0
0
255
Magenta RGB
RGB
PROCESS
255
0
255
R=193 G=39 B=45
RGB
PROCESS
193
39
45
R=237 G=28 B=36
RGB
PROCESS
237
28
36
R=241 G=90 B=36
RGB
PROCESS
241
90
36
R=247 G=147 B=30
RGB
PROCESS
247
147
30
R=251 G=176 B=59
RGB
PROCESS
251
176
59
R=252 G=238 B=33
RGB
PROCESS
252
238
33
R=217 G=224 B=33
RGB
PROCESS
217
224
33
R=140 G=198 B=63
RGB
PROCESS
140
198
63
R=57 G=181 B=74
RGB
PROCESS
57
181
74
R=0 G=146 B=69
RGB
PROCESS
0
146
69
R=0 G=104 B=55
RGB
PROCESS
0
104
55
R=34 G=181 B=115
RGB
PROCESS
34
181
115
R=0 G=169 B=157
RGB
PROCESS
0
169
157
R=41 G=171 B=226
RGB
PROCESS
41
171
226
R=0 G=113 B=188
RGB
PROCESS
0
113
188
R=46 G=49 B=146
RGB
PROCESS
46
49
146
R=27 G=20 B=100
RGB
PROCESS
27
20
100
R=102 G=45 B=145
RGB
PROCESS
102
45
145
R=147 G=39 B=143
RGB
PROCESS
147
39
143
R=158 G=0 B=93
RGB
PROCESS
158
0
93
R=212 G=20 B=90
RGB
PROCESS
212
20
90
R=237 G=30 B=121
RGB
PROCESS
237
30
121
R=199 G=178 B=153
RGB
PROCESS
199
178
153
R=153 G=134 B=117
RGB
PROCESS
153
134
117
R=115 G=99 B=87
RGB
PROCESS
115
99
87
R=83 G=71 B=65
RGB
PROCESS
83
71
65
R=198 G=156 B=109
RGB
PROCESS
198
156
109
R=166 G=124 B=82
RGB
PROCESS
166
124
82
R=140 G=98 B=57
RGB
PROCESS
140
98
57
R=117 G=76 B=36
RGB
PROCESS
117
76
36
R=96 G=56 B=19
RGB
PROCESS
96
56
19
R=66 G=33 B=11
RGB
PROCESS
66
33
11
R=26 G=171 B=207
RGB
PROCESS
26
171
207
C=74 M=9 Y=11 K=34
RGB
PROCESS
10
128
156
R=94 G=159 B=163
RGB
PROCESS
94
159
163
C=83 M=51 Y=28 K=61
RGB
PROCESS
16
57
78
Grises
1
R=0 G=0 B=0
RGB
PROCESS
0
0
0
R=26 G=26 B=26
RGB
PROCESS
26
26
26
R=51 G=51 B=51
RGB
PROCESS
51
51
51
R=77 G=77 B=77
RGB
PROCESS
77
77
77
R=102 G=102 B=102
RGB
PROCESS
102
102
102
R=128 G=128 B=128
RGB
PROCESS
128
128
128
R=153 G=153 B=153
RGB
PROCESS
153
153
153
R=179 G=179 B=179
RGB
PROCESS
179
179
179
R=204 G=204 B=204
RGB
PROCESS
204
204
204
R=230 G=230 B=230
RGB
PROCESS
230
230
230
R=242 G=242 B=242
RGB
PROCESS
242
242
242
Grupo colores Web
1
R=63 G=169 B=245
RGB
PROCESS
63
169
245
R=122 G=201 B=67
RGB
PROCESS
122
201
67
R=255 G=147 B=30
RGB
PROCESS
255
147
30
R=255 G=29 B=37
RGB
PROCESS
255
29
37
R=255 G=123 B=172
RGB
PROCESS
255
123
172
R=189 G=204 B=212
RGB
PROCESS
189
204
212
colores
1
R=114 G=191 B=165 1
RGB
PROCESS
114
191
165
R=93 G=173 B=141 1
RGB
PROCESS
93
173
141
R=194 G=76 B=64 1
RGB
PROCESS
194
76
64
R=173 G=62 B=54 1
RGB
PROCESS
173
62
54
R=235 G=234 B=213 1
RGB
PROCESS
235
234
213
R=225 G=224 B=203 1
RGB
PROCESS
225
224
203
C=86 M=42 Y=47 K=0
RGB
PROCESS
4
120
126
R=0 G=105 B=109 1
RGB
PROCESS
0
105
109
R=113 G=156 B=2 1
RGB
PROCESS
113
156
2
R=95 G=126 B=6 1
RGB
PROCESS
95
126
6
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 135 0 R/TrimBox[0.0 0.0 900.0 1582.0]/Type/Page>>
endobj
15 0 obj
<>stream
HW]o\}_U7,*三T$FS,E.$;\=gwb7v93cwػG귕w)$9W[>=U)e*)TljS1H+.eUOƻw~*UF-*9|rw+?Xߒ{֠Ë/Ht_ SR?Ϗ_?ǚyUiz?e!ɵ;jT,g'?p^Ow''6mmb`s<@!7CP.?vϐRiWp9f˽Oá}IG=vNӣ3.ܓ=9=;s
=B8,_[_XO_X{y51n1;:;ٜ!WjRl kOOGs ]"\TMRߞ~yAYzL~]p<E!jXu`FX琦Ҋ+~zv+Vz(o~}ׁvauѺ&ë74=+[-#͝Ձ YLPyv{+Two6ot,?)7jG~]WfLS}{5Wȼ{h{etݵ{GnT{! $ύQ:{.Nw$
PTZ+;hS@2#`B ̓OHug%j*;60PY.#1ȸИ3[CU,x/5.C4r-/&t)SPn`C:\|Ԥ/F@_ &Y*Ke L5W
"Ưyrؘظ
q.ԩ"S#X($ޞ6H_6VP0d
c0zUa"@0(3 z[@[.5Nq!6E[݅p)\Eܨװ%WÌSE^Dm Rwzmgac`pHB}aqAFHrCpu:xKpN@CM7CIE'-\ 6\"4Vm~Phl+q$akToqi-V.^7xdz_^E [.5qEai ͥkS껙Dm j/h̽{{Y90Ev$f?
{+_DZ2u5JԊ]ΓP:XHB q6
}!h\=T=uC
[ 2 PvJ;UsAjŢE:9H@DN['t;Əh53w(a/9nMjY3He:@,[n='Չf#hoU|"XYF2J'O}zhFx 'mFbpOsdf$ɮ ccVp1[ yF^Ԑ泑Pwڔ$+^4l=SiO=˓Zȓ'h{ic@AgGܝ4Jab:2zLl
E0ZBdz `Hm?%1RY;QO.u1|iޭ;
O/)˹I9 *鸞@܍+ zec
(TD1*]M*9l
PQ
Xݺy; 3̨8R('