%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R 14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
LOJA INTEGRADA_ebook_Guia Estratégio - a primeira venda online
Adobe Illustrator CC 2017 (Macintosh)
2017-07-20T15:00:41-03:00
2017-07-20T15:00:42-03:00
2017-07-20T15:00:42-03:00
256
148
JPEG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proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:5e44b369-1b27-4f7a-b604-9bee924ab7fb
uuid:d23a03b9-113e-3c44-b3fc-be02f188e459
uuid:deb72b41-61bf-4f3a-b14b-3d8221991be3
xmp.did:e6e4e509-3cc9-a945-b698-58daf99f80d0
uuid:65E6390686CF11DBA6E2D887CEACB407
proof:pdf
saved
xmp.iid:191fc9de-4364-8140-93ae-92269f31e184
2016-11-13T20:22:30-02:00
Adobe Illustrator CC (Windows)
/
saved
xmp.iid:5e44b369-1b27-4f7a-b604-9bee924ab7fb
2017-07-20T15:00:34-03:00
Adobe Illustrator CC 2017 (Macintosh)
/
Web
1
True
False
1920.000000
1080.000000
Pixels
Roboto-Regular
Roboto
Regular
Open Type
Version 2.001047; 2015
False
.15510.otf
Roboto-Light
Roboto Light
Light
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Roboto-Medium
Roboto Medium
Medium
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Roboto-Bold
Roboto Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
SourceSansPro-Light
SourceSansPro Light
Light
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Roboto-Black
Roboto Black
Black
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Roboto-LightItalic
Roboto LightItalic
LightItalic
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Grupo de amostras padrão
0
Branco
RGB
PROCESS
255
255
255
Preto
RGB
PROCESS
0
0
0
Vermelho RGB
RGB
PROCESS
255
0
0
Amarelo RGB
RGB
PROCESS
255
255
0
Verde RGB
RGB
PROCESS
0
255
0
Ciano 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
C=97 M=80 Y=20 K=15
PROCESS
100.000000
RGB
47
68
120
C=65 M=0 Y=27 K=0
PROCESS
100.000000
RGB
120
191
194
C=44 M=0 Y=100 K=0
PROCESS
100.000000
RGB
169
201
74
R=255 G=98 B=51
PROCESS
100.000000
RGB
212
98
62
R=142 G=109 B=196 1
RGB
PROCESS
142
109
196
R=126 G=193 B=17 1
RGB
PROCESS
126
193
17
R=252 G=192 B=88
PROCESS
100.000000
RGB
236
190
95
R=249 G=168 B=24
PROCESS
100.000000
RGB
228
166
47
R=77 G=77 B=77
PROCESS
100.000000
RGB
78
78
78
R=204 G=204 B=204
PROCESS
100.000000
RGB
202
202
202
R=230 G=230 B=230
PROCESS
100.000000
RGB
229
229
229
R=153 G=153 B=153
PROCESS
100.000000
RGB
151
151
151
R=106 G=135 B=51
PROCESS
100.000000
RGB
114
133
60
R=127 G=180 B=227
PROCESS
100.000000
RGB
143
178
224
R=145 G=86 B=154
PROCESS
100.000000
RGB
130
86
150
R=157 G=184 B=204
PROCESS
100.000000
RGB
163
182
201
R=179 G=214 B=245
PROCESS
100.000000
RGB
188
212
243
R=182 G=169 B=74
PROCESS
100.000000
RGB
176
167
81
R=193 G=123 B=181
PROCESS
100.000000
RGB
175
122
177
R=222 G=185 B=155
PROCESS
100.000000
RGB
211
183
154
R=237 G=237 B=237
PROCESS
100.000000
RGB
236
236
236
R=240 G=99 B=88
PROCESS
100.000000
RGB
210
98
88
R=255 G=174 B=0
PROCESS
100.000000
RGB
235
172
40
R=255 G=205 B=97
PROCESS
100.000000
RGB
241
203
104
R=255 G=215 B=183
PROCESS
100.000000
RGB
244
213
182
R=255 G=242 B=232
PROCESS
100.000000
RGB
251
241
231
R=255 G=98 B=59
PROCESS
100.000000
RGB
223
98
63
R=33 G=43 B=56
PROCESS
100.000000
RGB
40
46
58
R=76 G=142 B=180
PROCESS
100.000000
RGB
100
140
177
R=77 G=134 B=184
PROCESS
100.000000
RGB
97
132
180
R=88 G=150 B=204
PROCESS
100.000000
RGB
109
148
200
R=92 G=209 B=186
PROCESS
100.000000
RGB
137
207
185
R=249 G=202 B=164
PROCESS
100.000000
RGB
236
200
164
R=17 G=147 B=157
PROCESS
100.000000
RGB
84
145
155
R=251 G=187 B=33
PROCESS
100.000000
RGB
231
184
53
R=173 G=81 B=56 1
RGB
PROCESS
173
81
56
R=0 G=90 B=137
PROCESS
100.000000
RGB
255
255
255
R=255 G=175 B=57
PROCESS
100.000000
RGB
235
173
69
R=231 G=52 B=76
PROCESS
100.000000
RGB
201
66
80
R=230 G=230 B=230 2
PROCESS
100.000000
RGB
105
104
109
R=255 G=255 B=255
PROCESS
100.000000
RGB
255
255
255
R=209 G=113 B=130
PROCESS
100.000000
RGB
104
180
136
R=179 G=179 B=179
PROCESS
100.000000
RGB
79
85
87
R=168 G=197 B=189
PROCESS
100.000000
RGB
175
195
187
Grey 50
PROCESS
100.000000
RGB
249
249
249
Orange 400
PROCESS
100.000000
RGB
233
165
55
Grey 800
PROCESS
100.000000
RGB
67
67
67
Amber 600
PROCESS
100.000000
RGB
236
177
41
Deep Orange 600
PROCESS
100.000000
RGB
212
81
38
Green 600
PROCESS
100.000000
RGB
104
158
78
Green 300
PROCESS
100.000000
RGB
151
197
134
R=252 G=202 B=7
PROCESS
100.000000
RGB
238
200
48
R=202 G=61 B=227
PROCESS
100.000000
RGB
174
63
222
R=243 G=57 B=199
PROCESS
100.000000
RGB
210
59
194
R=250 G=5 B=109
PROCESS
100.000000
RGB
214
12
106
R=57 G=223 B=180
PROCESS
100.000000
RGB
133
222
180
R=255 G=208 B=31
PROCESS
100.000000
RGB
242
206
58
R=246 G=232 B=200
PROCESS
100.000000
RGB
241
231
200
Cinzas
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 de cores da 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
Adobe PDF library 15.00
21.0.2
endstream
endobj
3 0 obj
<>
endobj
16 0 obj
<>
endobj
17 0 obj
<>
endobj
18 0 obj
<>
endobj
29 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 40 0 R/TrimBox[0.0 0.0 1920.0 1080.0]/Type/Page>>
endobj
30 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 46 0 R/TrimBox[0.0 0.0 1920.0 1080.0]/Type/Page>>
endobj
31 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 49 0 R/TrimBox[0.0 0.0 1920.0 1080.0]/Type/Page>>
endobj
32 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 52 0 R/TrimBox[0.0 0.0 1920.0 1080.0]/Type/Page>>
endobj
33 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 56 0 R/TrimBox[0.0 0.0 1920.0 1080.0]/Type/Page>>
endobj
34 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 59 0 R/TrimBox[0.0 0.0 1920.0 1080.0]/Type/Page>>
endobj
35 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 64 0 R/TrimBox[0.0 0.0 1920.0 1080.0]/Type/Page>>
endobj
60 0 obj
<>stream
HW[o~ׯX*h%>AڢI@H<S^dS<.ItaݝoT|Al^$y
(U*v"7xF/w?8lW<~ڨKR&R[JMw'A8\S឴{qpUùzZq ;lwFmU{wxwMU[)>!ڈǏ|RÓ2\VC%LȦ
VVڪa+qo")y8*Jkzա>ᮾoK"q_0ꚓ{g|raKb8z5Rw^'|nw76pլ_Q]$j Cq-A՟IH]T2#yz^O'(-쎮fM!!?}p(w&a#\|p-U_{T"^A轻*@5HU֜pA$!lex4?>w
!
h2p#Bpq9@I/`2fIA ֘yfxk~wT"~JKH7 ;.E}'A8\}ӿa;gc%U}mUpy-C\p\s&TbCde.HE!TܒQU(0JAT|pNJAٻB > t5%ӡ>12)_L=([;)W&t|P#.xpe
bgJNՏ[e{&:1sf!
6L
fI
R c`N}+ @ņ-09nCPQ$YԌQoؽ싷 W,("u}lBEA<;4?a| :|`T}
;)Y}7%5qUtB8~4pbSGwb84ݶV4NuQ>WH
1pP`hNܝWԬ4h1`S7J0kPCGտ&b
4>PmBHSϊC^)@kc;!+j5R'P&0ߘsv$Cx~3GbjP*d*$R'ط|+}jD%$ b֗X+<
L.QD\J.J弖#;LZ+BtDT(" lN{sqGj<2AM`i (ed1)3АUB F F{"bmtyX֊xn}IKr?xOa~QӣΥ|X|
ǵ22 %IARPHrУ#<Pe%iͦ"]ă2I3PIK$]%47LGXkw/cKR;YRJВ5Ŵݰ*&Z어eKK $a/K\+af m$i6(l
h1%qVXDMڢmDd/{2q%K,M9IȲW#iJ5IM| #ma MR0&XIvUu4wHݕRwPF
`lmΑٴeTM |J'YP58%tQ楤{ORz#d
%5Njp JY[Hp56xY$:,#ߠ6'V^6bY$UI9R'2k:3@rޣsp%уeyj
jB:,%ƠZ04CM_2ol4 !NәW(Xbӥ3)o\PH)H8c]: (!FGR[1Pp*PTʄ2&P 5
F.|XLNA=IrC,HAdM5|$(#Ɣ,+DYGN$gΒQ;áhMT3%R٧r-n}9X/Hn#
ϯiLl)HB`X+2zN~StK\awj캞:Zn!RD"m$FC{A+l2ѦM30cTw68o&6+gM^i|%=]ŕKJ) O55?CxJN:dFe{`Ad.I:b: <-&;2T,mTf9EpBhF3: {*WGX&) 3U=̒,ddLnb5EC=wSFA
lbo1/FFc,1
?G% ~[= R ٭ ߱ +b!}]{rC#P\qg[PS6bOg+M;,Ƽ6&u7ֈ88S$f"Ƭ^yEeџPj1î84t wCTIwhpuh`6;;ƴi[AR#zbCjuIhNn\qoim"+D,FGdUӦ!3\DuyDra`MgҞ]1Ë*/Vuk
$UAܗ~x6 :69nMS75saɛ{V(!,;n).T=icO4uO=}u'%o&%I@AdnO[EI_ l;Xf[@<֤*[H)$=Zƞ$-yhF,q'fIB)mO'
MۓMhXԸ%64uO"Ts{қBha~m ~.?N~r xn4GѮ~z>0ZMgyB@P' -db7ȆpLZ?я*4
e|oP/71eak.|$6Y&qs6(qw_=&P>5Xa7hhÃ>QX0쮌3uKg]CfeS00q>%ʥI5bUv*2,'ooSX8I33f]d\~"#_ub\dڳǡʿl9N7Qah_Glt{_QHFTupZ
FUN a cXs1AC0p|K&G?)`ٰT̆hz߾+jU
MVk8eb:uX,Zچ(KaՔeo|f˫{Zud^
'aʛfc ]'N@':INAg>YAx*d6)LD3r$]8i~M!IGaȳe{[|^x8W8G5!on)ہ
Zb6Q#i>9jRm`܌2$Z*4KL}a}Q;fçwꁿOy| 35Կ
<㗇W=xJ˷wtr}qpx[ZJ"g_-:ͻIxcOӻˑ"):8^d$.s5D)v¯<EHrϧE!n_tp9?(5ˇ9qtJ2Ȃ~?O_~'xvg/@')s(UF'AaӢ+
Y$wve4{8#}̨>ݠb@<iO9lӱf1B
5HNIJo/Ws{Rz=uȯMzοߞk\7J=
s|Jmâyj E7Nab
үoPoQ- op)1^tov30ZFv0*pj3hFGOV29gpD{C_mWcDg\YxiX}G-Љ\"]uBesHjIB
| lẎ7|pјCXK(Yy.3I
&/yҒ<*mg*["Q0T *y[0-!lNK
rNZK6.V!*VD=.AƁRi"!kz/Q푱깾h_b3f:kӭ>zb[NOY)6ZE\k'A֖_0zv|e-r_m[T:D&ʨ2l0RwR_D*3ų5I
mF͚dMOU*+huPkZX=*-[`Nj_>Zk99֚Hoh0=5rQo|Ӣ6ocNuHz"d