%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R 13 0 R 14 0 R 108 0 R 109 0 R 110 0 R 169 0 R 170 0 R 171 0 R 238 0 R 239 0 R 240 0 R 325 0 R 326 0 R 327 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Web
Adobe Illustrator CS5
2016-10-17T15:44:13-02:00
2016-10-17T16:17:20-02:00
2016-10-17T16:17:20-02:00
256
172
JPEG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proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:901ED7BC8794E6119211B59C364EB71A
uuid:2b475b95-28fb-4c85-a578-5aa97d274186
xmp.iid:8F1ED7BC8794E6119211B59C364EB71A
xmp.did:8F1ED7BC8794E6119211B59C364EB71A
uuid:65E6390686CF11DBA6E2D887CEACB407
proof:pdf
saved
xmp.iid:5A76F6A05D94E6119211B59C364EB71A
2016-10-17T10:39:12-02:00
Adobe Illustrator CS5
/
saved
xmp.iid:5C76F6A05D94E6119211B59C364EB71A
2016-10-17T11:03:36-02:00
Adobe Illustrator CS5
/
saved
xmp.iid:5D76F6A05D94E6119211B59C364EB71A
2016-10-17T11:04:05-02:00
Adobe Illustrator CS5
/
saved
xmp.iid:5E76F6A05D94E6119211B59C364EB71A
2016-10-17T11:21:04-02:00
Adobe Illustrator CS5
/
saved
xmp.iid:5F76F6A05D94E6119211B59C364EB71A
2016-10-17T11:39:45-02:00
Adobe Illustrator CS5
/
saved
xmp.iid:6076F6A05D94E6119211B59C364EB71A
2016-10-17T11:49:38-02:00
Adobe Illustrator CS5
/
saved
xmp.iid:6176F6A05D94E6119211B59C364EB71A
2016-10-17T11:56:46-02:00
Adobe Illustrator CS5
/
saved
xmp.iid:8D1ED7BC8794E6119211B59C364EB71A
2016-10-17T14:35:39-02:00
Adobe Illustrator CS5
/
saved
xmp.iid:8E1ED7BC8794E6119211B59C364EB71A
2016-10-17T14:51:40-02:00
Adobe Illustrator CS5
/
saved
xmp.iid:8F1ED7BC8794E6119211B59C364EB71A
2016-10-17T15:28:26-02:00
Adobe Illustrator CS5
/
saved
xmp.iid:901ED7BC8794E6119211B59C364EB71A
2016-10-17T15:44:16-02:00
Adobe Illustrator CS5
/
Web
1
True
False
595.280273
841.889648
Pixels
Lato-Bold
Lato
Bold
Open Type
Version 1.105; Western+Polish opensource
False
Lato-Bol.ttf
Lato-Regular
Lato
Regular
Open Type
Version 1.105; Western+Polish opensource
False
Lato-Reg.ttf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Bold.otf
TimesNewRomanPSMT
Times New Roman
Regular
Open Type
Version 5.21
False
times.ttf
PTSans-Bold
PT Sans
Bold
Open Type
Version 2.003
False
PTS75F.ttf
PTSans-Regular
PT Sans
Regular
Open Type
Version 2.003
False
PTS55F.ttf
Cyan
Magenta
Yellow
Black
Grupo de amostras padrão
0
Branco
RGB
PROCESS
255
255
255
Preto
RGB
PROCESS
0
0
0
RGB vermelho
RGB
PROCESS
255
0
0
RGB amarelo
RGB
PROCESS
255
255
0
RGB verde
RGB
PROCESS
0
255
0
RGB ciano
RGB
PROCESS
0
255
255
RGB azul
RGB
PROCESS
0
0
255
RGB magenta
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
Aqua
PROCESS
100.000000
RGB
51
204
204
Black
PROCESS
100.000000
RGB
0
0
0
Blue-Gray
PROCESS
100.000000
RGB
102
102
153
Bright Green
PROCESS
100.000000
RGB
0
255
0
Brown
PROCESS
100.000000
RGB
153
51
0
Dark Blue
PROCESS
100.000000
RGB
0
0
128
Dark Green
PROCESS
100.000000
RGB
0
51
0
Dark Red
PROCESS
100.000000
RGB
128
0
0
Dark Teal
PROCESS
100.000000
RGB
0
51
102
Dark Yellow
PROCESS
100.000000
RGB
128
128
0
Gold
PROCESS
100.000000
RGB
255
204
0
Gray-25%
PROCESS
100.000000
RGB
192
192
192
Gray-40%
PROCESS
100.000000
RGB
153
153
153
Gray-50%
PROCESS
100.000000
RGB
128
128
128
Gray-80%
PROCESS
100.000000
RGB
51
51
51
Green
PROCESS
100.000000
RGB
0
128
0
Indigo
PROCESS
100.000000
RGB
51
51
153
Lavender
PROCESS
100.000000
RGB
204
153
255
Light Blue
PROCESS
100.000000
RGB
51
102
255
Light Green
PROCESS
100.000000
RGB
204
255
204
Light Orange
PROCESS
100.000000
RGB
255
153
0
Light Turquoise
PROCESS
100.000000
RGB
204
255
255
Light Yellow
PROCESS
100.000000
RGB
255
255
153
Lime
PROCESS
100.000000
RGB
153
204
0
Olive Green
PROCESS
100.000000
RGB
51
51
0
Orange
PROCESS
100.000000
RGB
255
102
0
Pale Blue
PROCESS
100.000000
RGB
153
204
255
Pink
PROCESS
100.000000
RGB
255
0
255
Plum
PROCESS
100.000000
RGB
153
51
102
Red
PROCESS
100.000000
RGB
255
0
0
Rose
PROCESS
100.000000
RGB
255
153
204
Sea Green
PROCESS
100.000000
RGB
51
153
102
Sky Blue
PROCESS
100.000000
RGB
0
204
255
Tan
PROCESS
100.000000
RGB
255
204
153
Teal
PROCESS
100.000000
RGB
0
128
128
Turquoise
PROCESS
100.000000
RGB
0
255
255
Violet
PROCESS
100.000000
RGB
128
0
128
White
PROCESS
100.000000
RGB
255
255
255
Yellow
PROCESS
100.000000
RGB
255
255
0
Black 0
PROCESS
100.000000
RGB
0
0
0
Blue
PROCESS
100.000000
RGB
0
0
255
Black 1
PROCESS
100.000000
RGB
0
0
0
Black 2
PROCESS
100.000000
RGB
0
0
0
Black 3
PROCESS
100.000000
RGB
0
0
0
Black 4
PROCESS
100.000000
RGB
0
0
0
Black 5
PROCESS
100.000000
RGB
0
0
0
Black 6
PROCESS
100.000000
RGB
0
0
0
Black 7
PROCESS
100.000000
RGB
0
0
0
Black 8
PROCESS
100.000000
RGB
0
0
0
Black 9
PROCESS
100.000000
RGB
0
0
0
Black 10
PROCESS
100.000000
RGB
0
0
0
Black 11
PROCESS
100.000000
RGB
0
0
0
Black 12
PROCESS
100.000000
RGB
0
0
0
Black 13
PROCESS
100.000000
RGB
0
0
0
Black 14
PROCESS
100.000000
RGB
0
0
0
Black 15
PROCESS
100.000000
RGB
0
0
0
Black 16
PROCESS
100.000000
RGB
0
0
0
Black 17
PROCESS
100.000000
RGB
0
0
0
Black 18
PROCESS
100.000000
RGB
0
0
0
Black 19
PROCESS
100.000000
RGB
0
0
0
Black 20
PROCESS
100.000000
RGB
0
0
0
Black 21
PROCESS
100.000000
RGB
0
0
0
Black 22
PROCESS
100.000000
RGB
0
0
0
Black 23
PROCESS
100.000000
RGB
0
0
0
Black 24
PROCESS
100.000000
RGB
0
0
0
Black 25
PROCESS
100.000000
RGB
0
0
0
Black 26
PROCESS
100.000000
RGB
0
0
0
Black 27
PROCESS
100.000000
RGB
0
0
0
Black 28
PROCESS
100.000000
RGB
0
0
0
Tons de cinza
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 9.90
endstream
endobj
3 0 obj
<>
endobj
16 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 337 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
17 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 343 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
338 0 obj
<>stream
HWˎ$IWr#<^Wā3j-H#zgTuFz;>t7/Lɏt8y_>_Jza<ߜi5c|^zᣟ^n,ǭi3Q|@?W/|Ta^j5YR=Ygo0#=zo,)y2[:;Mq抏9&us]젶ٿz6썞qVZǍ>Qz9gezd|,l4Ƽk2;Kg|~sNsR?gzqV%m'.j
KXѤrW?ou;Ct](6JTuI+"
>NiUdǮ[Qɻц9g*=K-nؿ|`ĸzWn#b9H~0e=jghߌ-쿚B)oEM[N;->PSj_\S1%:>lN>WP>H.VHuܻLhpx2ۂ}oV6T߿yzGDH)*
XRu.JVd/߿w.^YSytXkaa!qcWa K|@r
FT.K~e/t),K+$c &6E9w0{2-e3#P
/Y;[d, FAZ
efw6BU$GP,@ϭf4b@6^[_5\IΖZT֍JiF)k
mD.,/ J1 \HrCijfj|ev6"cK_o@j:3ٍ*b 3AN]iofͱ*S̺y7gɯ>^E"*fuҪpuͼν͖UnΥgAkV3+3RK-꼎 Q`"0
Z䚦[˅Vѡ!3lu^@1vPEڗ1kDζ"r|
|{0iA.K+Q$tEah)-QٔY>Mu(s"6Bk#Fӵٜoi-
XPyA<-(K-(.(Fqᡥc8Wu]j^]ևgV iG(
X_Yӧָ.FXjy
~$8NLrHbc0Sӵx}$Q5y_GwU].)*_XRXLUSp nj-#)sұJ`Ԯ-.W~]r"4drlt5?c
X&[fۅrbL*Nhv!U_OٻwĻQ+q6cY͐1#X'疱,szpl@Fp.X!.;y_% -FTյiSb"uaqN݃ ~q%Z/\ٸ&+S4Dq^=gN X){VKY직
9wvT5Uf*4.$ӵq!d(ɵʵԠخ'2!$ffB51y3]-ZiПn;(_wuIPW7]md;hQi8$ObGb)N3hHsh\9<YT=Z">_@J~uțF{^/=A5_+u{Jij6p.
\-|KNӳP\ߌiP@'jPFSL+#E9bd_3pk1W`16bGrekꅐ_Gvf=NL>j +!ahczc28^iZqmGoaSQ1~ހe[֧g'߭O=ϸY`}֧ܬO;)7og[>SO3|<}VMI6=a']O>]iz=yW4A]Bl͑u40y[09DZFb
rx |`B;OWQiE1Qc$ڀ^!ű2ESwDv 6V6Ԧ3cḫ1N{(|Y0"'*"ԡڠ'_Ƶp
D"