%PDF-1.5
%
1 0 obj
<>/OCGs[14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
EMENTA_WEB
2018-01-08T16:18:39Z
2018-01-08T16:18:39Z
2018-01-08T16:18:39+01:00
Adobe Illustrator CS6 (Windows)
244
256
JPEG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uuid:c6994ab2-da15-40fc-bfa9-9b610931be56
xmp.did:30C3A4E58AF4E711BBE3DF79DF0642CB
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
uuid:6440f42d-3299-49bc-8837-73bc3971b8bc
xmp.did:02B612EE86D6E6118413EF670E4241AE
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:DA0E44EFD196E2118C3283EC53D44DB2
2013-03-27T14:20:25Z
Adobe Illustrator CS5
/
saved
xmp.iid:30C3A4E58AF4E711BBE3DF79DF0642CB
2018-01-08T16:18:12Z
Adobe Illustrator CS6 (Windows)
/
Basic CMYK
False
False
1
41.048020
41.366812
Centimeters
BebasNeueBook
Bebas Neue
Book
TrueType
Version 001.003
False
BebasNeue Book_3.ttf
BebasNeueRegular
Bebas Neue
Regular
TrueType
Version 001.003
False
BebasNeue Regular_3.ttf
BebasNeueBold
Bebas Neue
Bold
TrueType
Version 1.300
False
BebasNeue Bold_3.ttf
BodoniMT
Bodoni MT
Regular
Open Type
Version 2.10
False
BOD_R.TTF
MyriadPro-Cond
Myriad Pro
Condensed
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Cond.otf
MyriadPro-CondIt
Myriad Pro
Condensed Italic
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-CondIt.otf
MyriadPro-BoldCond
Myriad Pro
Bold Condensed
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-BoldCond.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
ScriptMTBold
Script MT Bold
Regular
Open Type
Version 1.02
False
SCRIPTBL_7.TTF
SegoePrint
Segoe Print
Regular
Open Type
Version 5.00
False
911Fonts.com_SegoePrint__-_911fonts.com-fonts-oki4.ttf
SegoePrint-Bold
Segoe Print
Bold
Open Type
Version 5.02
False
ufonts.com_segoe-print-bold.ttf
Cyan
Magenta
Yellow
Black
Grupo de amostras padrão
0
Branco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Preto
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK vermelho
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK amarelo
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK verde
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK ciano
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK azul
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
PANTONE 540 C
SPOT
100.000000
LAB
18.039200
-10
-32
C=0 M=92 Y=94 K=20
PROCESS
100.000000
CMYK
0.000000
91.999992
94.000000
20.000000
C=0 M=40 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
40.000000
100.000000
0.000000
castanho_claro
PROCESS
100.000000
CMYK
17.023001
28.461098
71.480904
0.003100
castanho
PROCESS
100.000000
CMYK
28.775501
67.058800
100.000000
18.893700
verde
PROCESS
100.000000
CMYK
69.884804
28.079599
62.334599
5.709900
Íîâûé îáðàçåö öâåòà 1
PROCESS
100.000000
CMYK
28.775501
67.058800
100.000000
18.893700
Íîâûé îáðàçåö öâåòà 17
PROCESS
100.000000
CMYK
28.775501
67.058800
100.000000
18.893700
Íîâûé îáðàçåö öâåòà 14
PROCESS
100.000000
CMYK
62.871700
21.326000
0.003100
0.003100
Íîâûé îáðàçåö öâåòà 4
PROCESS
100.000000
CMYK
13.421800
8.734300
78.551903
0.106800
Íîâûé îáðàçåö öâåòà 2
PROCESS
100.000000
CMYK
0.003100
60.897202
95.468102
0.079300
Íîâûé îáðàçåö öâåòà 3
PROCESS
100.000000
CMYK
0.003100
0.003100
0.003100
0.003100
Íîâûé îáðàçåö öâåòà 5
PROCESS
100.000000
CMYK
0.079300
99.649002
97.424301
0.192300
R=38 G=55 B=127
PROCESS
100.000000
CMYK
99.883995
86.730804
17.709599
3.692700
R=241 G=144 B=1
PROCESS
100.000000
CMYK
1.348900
50.881203
97.863701
0.070200
R=43 G=48 B=127
PROCESS
100.000000
CMYK
100.000000
92.489502
13.488999
2.023300
R=57 G=169 B=53
PROCESS
100.000000
CMYK
75.179703
0.259400
99.871803
0.003100
R=189 G=24 B=35
PROCESS
100.000000
CMYK
17.889700
99.920601
89.385803
7.998800
R=29 G=112 B=183
PROCESS
100.000000
CMYK
85.104103
50.182301
0.375400
0.003100
R=240 G=130 B=50
PROCESS
100.000000
CMYK
0.003100
58.355099
84.432693
0.054900
R=0 G=148 B=64
PROCESS
100.000000
CMYK
84.118401
12.851100
96.169998
1.583900
R=226 G=6 B=23
PROCESS
100.000000
CMYK
0.851500
99.780296
96.173004
0.231900
R=231 G=78 B=28
PROCESS
100.000000
CMYK
1.168800
79.732994
94.262604
0.174000
R=147 G=28 B=128
PROCESS
100.000000
CMYK
51.290100
99.618500
1.745600
0.354000
R=248 G=176 B=50
PROCESS
100.000000
CMYK
0.509700
35.855598
85.647400
0.003100
R=20 G=155 B=215
PROCESS
100.000000
CMYK
76.134903
22.989201
0.201400
0.003100
R=146 G=192 B=31
PROCESS
100.000000
CMYK
50.948299
0.003100
99.636803
0.003100
R=0 G=141 B=57
PROCESS
100.000000
CMYK
85.223198
17.013800
99.905403
3.473000
R=45 G=171 B=103
PROCESS
100.000000
CMYK
75.292603
0.216700
74.096298
0.003100
PANTONE 3105 C
SPOT
100.000000
LAB
79.215698
-29
-16
PANTONE Black C
SPOT
100.000000
LAB
15.686299
1
3
R=147 G=28 B=128 2
PROCESS
100.000000
CMYK
43.512600
100.000000
50.148796
69.277504
Tons de cinza
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Grupo de cores de cruzes
1
C=10 M=70 Y=80 K=0
CMYK
PROCESS
10.000002
70.000000
80.000000
0.000000
C=10 M=50 Y=80 K=0
CMYK
PROCESS
10.000002
50.000000
80.000000
0.000000
C=65 M=10 Y=100 K=0
CMYK
PROCESS
65.000000
10.000002
100.000000
0.000000
C=50 M=90 Y=10 K=0
CMYK
PROCESS
50.000000
90.000000
10.000002
0.000000
C=25 M=85 Y=60 K=10
CMYK
PROCESS
25.000000
85.000000
60.000004
10.000002
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
16 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 1163.57 1172.6]/Type/Page>>
endobj
17 0 obj
<>stream
HW͎J
StN\.U[+ W ]x~\鲻2lf&=$_۟o~{8p8ן99?q3 0Xxo_^ O='W߈G,2DG"+?>~k>yG@*3--@h7ģ@SRٞ#18x|KǃAۃ9<
C>e;#{!zqzU}&z
u`rIR@E_ןHt{ԋrL8DŎ:"ˑpbү?
O1D>#C
IDR fzEzt¹v鬄
L_\1@`'}.Jd uulX\6<&crOJ9m mp+H24bJA@yvҐT&;b
hLhlj8q`h-h;144iCPTpы, Aǔԋd`"/
ʮ)M{CE
BD8 f EU[1AZ,Oi 冴TPOn'T\66QSzIu?kejLUuys#a0MvJĝpD_bD}3#́#1ʱtyfKiz3}N4h:a>
g*=@o
&)Y+5C!BX:4GIa24۴Nr KX)ڜ5mҩfr>&fAmLLeF\2y(2
dOc
x;(4 =5tAp|?OV6YPX*ISj0!>JGĮʼ4Q0ͩ5$Da`46CR`>J1m?))gٟFO\ߢg:rV`ǪMuixɍ{7F!o͓}U@
JĎ|DtJ]m.T$tbfg#b.ܒ8DH̼Vޞ[ ^_T^Tg{[f˖~MCf-"چ
k~g˅Ou~ޭ":GFxѕn6B,sh%6|xֱjO/\6C|}cd%|HmֲbJ˲{3ԙnWе͂.sѓϻUez"ar4L+
{ ,)!Օ'8#8YgKL覯98Eʞ8g\ҽ5䐤PMvl6$@ZYB}*,֝w1z/KQ^Y,9|^l.*i'ON^Kux%dS]TѲh#Q|qVJJ[EXJh9˵0V%@Ie,Jb
ݠ_3T҂;8(IE)6QRn)Qt`_NW6 KghW-ۯ8cmB7H>Wsc3Mt qh~Rno3[
tH5b3pZ(*4C|!]=уclH#^4zh,l}a4ꢁBϊYGwAv118°cW0Ǩj
a#LȍzBEn5%:>ͺ4`*?ţ'&vhAhTߨg]?q(4#&*8NoPY5 u n]S0iei.6A M_`=g 7,]u%dVj' A+"8 S2:FUq+q7 /=~e EE
yN"@R1`ǻzfvoznxj읞K;Òȕ^Lͣ!7+#J#:
V5ZD.L=9uRg.:1H~w9xn6 j_ mf(%CQFqd 'EnR".ҧUCW9$Q0!
$)t0i,
T{
r̠uz/@z1@HT~.JȐ+R[<Q7@PZ 3
sCl5jfw+hmXF,UcxkCE`¥@vv7t<=6u-IJKi-DK2\Zl|
-/b%w ~n2!u,P,/.汋Y-Sa/2%z &a"gzC7zL $T$4T2"!y3KYk)9z^iH[SItb]3x$~W$ͨ8*4-&eNZ6gΆ[[ɌąDIR2P2_>@hnd!LJW0C+x$zM&e*Rz
Tc]l6s4fnPV#8!S!6-ȤOLEKm.UF4}n%d%i$M#!$
K1R);Č'D4'N^6ߟjs2lweert`4#38wmxR1[,yi\ӓ8-:c0vDQ&>c70Z]R'I-8|NyU蘵!Hg3J@j 6{Zk]pgP=reQe(Q8%p+n*{N.qhoH_.V
(Q+
joڦ͑]I<
t1+[P314+a{j
[Ιl\TzXiwZ7ZDxRiѥ6%M*1ɕ![zRi-$u `&] mRmEK99GsKbiREWky,ul;s ښǤRJ*ZܳIbKK0X܄m