%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 16 0 R 17 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Calendario_2020_semestralmonumentos__alt1
2019-10-29T13:48:58-02:00
2019-10-29T13:48:58-02:00
2019-10-29T13:48:58-02:00
Adobe Illustrator CC 23.0 (Windows)
184
256
JPEG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uuid:482e6abc-d397-4671-84b8-95fd8573af68
xmp.did:9944b099-7acb-ed48-af77-786709616d88
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:8e998967-2732-4496-815b-27abf12408fe
xmp.did:11097aaa-0236-4c4e-9abd-1258f5c0ba54
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:94ce15f1-360e-6648-9529-120d8ad81a75
2019-09-30T12:43:55-03:00
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:9944b099-7acb-ed48-af77-786709616d88
2019-10-29T13:48:56-02:00
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
D:\Robson\Arquivos_SEDF - Criação\Robson - Criações 2019\Calendário 2020\Layout 2020 - 2\Meses_Semestral.eps
xmp.did:108f612a-82a5-ee4c-8079-9261d62dffeb
xmp.iid:108f612a-82a5-ee4c-8079-9261d62dffeb
D:\Robson\Arquivos_SEDF - Criação\Robson - Criações 2019\Calendário 2020\Layout 2020 - 2\Meses_Semestral.eps
xmp.did:108f612a-82a5-ee4c-8079-9261d62dffeb
xmp.iid:108f612a-82a5-ee4c-8079-9261d62dffeb
Print
False
False
1
297.000083
419.999936
Millimeters
ArialNarrow
Arial
Narrow
Open Type
Version 2.40
False
ARIALN.TTF
ArialNarrow-Bold
Arial
Narrow Bold
Open Type
Version 2.40
False
ARIALNB_0.TTF
AvenirNextLTPro-Cn
Avenir Next LT Pro
Condensed
Open Type
Version 1.100;PS 001.001;hotconv 1.0.38
False
AvenirNextLTPro-Cn.otf
AvenirNextLTPro-DemiCn
Avenir Next LT Pro
Demi Condensed
Open Type
Version 1.100;PS 001.001;hotconv 1.0.38
False
AvenirNextLTPro-DemiCn.otf
AvenirNextLTPro-BoldCn
Avenir Next LT Pro
Bold Condensed
Open Type
Version 1.100;PS 001.001;hotconv 1.0.38
False
AvenirNextLTPro-BoldCn.otf
Roboto-Bold
Roboto
Bold
Open Type
Version 1.00000; 2011
False
Roboto-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
Vermelho CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Amarelo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Ciano CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Azul CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMYK
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Cor dia da semana
PROCESS
100.000000
CMYK
89.999998
60.000002
0.000000
0.000000
Cor Feriado
PROCESS
100.000000
CMYK
0.000000
89.999998
60.000002
0.000000
Cor Legenda Feriado
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
69.999999
Cor de legenda domingo
PROCESS
100.000000
CMYK
0.000000
60.000002
20.000000
50.000000
Cor de legenda mês
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
R=255 G=255 B=255
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=0 G=0 B=0
PROCESS
100.000000
CMYK
91.171128
78.686196
61.953151
97.448689
R=104 G=175 B=21
PROCESS
100.000000
CMYK
64.522773
3.329518
100.000000
0.000000
R=198 G=223 B=67
PROCESS
100.000000
CMYK
30.807963
0.000000
81.795985
0.000000
R=54 G=126 B=26
PROCESS
100.000000
CMYK
80.080873
25.912869
100.000000
12.478828
R=54 G=148 B=122
PROCESS
100.000000
CMYK
76.330203
19.739071
59.441519
3.668269
R=20 G=70 B=17
PROCESS
100.000000
CMYK
87.139696
45.288774
100.000000
51.915765
R=11 G=29 B=13
PROCESS
100.000000
CMYK
84.753180
61.788356
75.994503
82.412446
R=35 G=202 B=178
PROCESS
100.000000
CMYK
67.193103
0.000000
40.854505
0.000000
R=0 G=162 B=174
PROCESS
100.000000
CMYK
77.376974
12.549019
32.571906
0.637827
R=78 G=250 B=183
PROCESS
100.000000
CMYK
55.864805
0.000000
46.826884
0.000000
R=52 G=206 B=227
PROCESS
100.000000
CMYK
63.988703
0.000000
15.310901
0.000000
R=2 G=35 B=98
PROCESS
100.000000
CMYK
100.000000
89.352250
35.925838
25.445944
R=2 G=57 B=109
PROCESS
100.000000
CMYK
100.000000
80.440980
32.013425
17.489891
R=2 G=71 B=121
PROCESS
100.000000
CMYK
99.838251
71.853203
26.950482
11.685359
Cinzas
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Luzes
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
19 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 25 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
20 0 obj
<>stream
HWrVݳJT yW$<ȑ[L&! I8ԩ>Ad'rz!ӝϽOgl|y36ĿqH~pƙ" xd`do((Hѿ@e
?^sv#qבޒI--sAP
BL8IHpyt:
JôxugZH@\d`ld|d6yb0{HsABvV3%ᶃRDFK#ONJ#a0$֗u6(Wxo]ys@ײkJ|IDmf
;&9 el%)o"e$:4e)dB-ey$wD̂nK8hp229%蟭88*L%zX0Խ.:JЩ7aTЅ=f=c56~gkp
Tp\ݑRA}*˃ Cx7myNuF#׃,52>
ݣkܻG^y0BvGBIE"!vQdXFނCߢS5rF6)c:B"hya[\Je`qKrPO6T>egL800Mc1ɃQL0&ژaLmEgG`2мUaNӉMg$h`U 4GF$ohٽpjcq`%)G?SՕ*ĀiO{Mӏi5AbGoE~Ss0x9)dBĬ3+r0|5UFxq9ƄA ;\ɯd>3%M.6l1Y>891PЫB-]/>MSTن]l\r` "M%&1tG