%PDF-1.6
%
1 0 obj
<>/OCGs[14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Programação 23 de junho_SEM FEIRA
2022-06-14T15:31:55+01:00
2022-06-14T15:31:55+01:00
2022-06-14T15:31:55+01:00
Adobe Illustrator 26.3 (Macintosh)
256
216
JPEG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uuid:b46c7bb2-4e65-8147-a5a1-a9925c1f968b
xmp.did:f2992032-f19d-4897-8259-6ca47df13c35
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:17d75294-a6ee-4ba9-b0f9-a876a53567ad
xmp.did:17d75294-a6ee-4ba9-b0f9-a876a53567ad
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:bbda9c42-3a9c-41da-b081-c79924e9496d
2022-06-08T17:02:32+01:00
Adobe Illustrator 26.3 (Macintosh)
/
saved
xmp.iid:f2992032-f19d-4897-8259-6ca47df13c35
2022-06-14T15:31:52+01:00
Adobe Illustrator 26.3 (Macintosh)
/
EmbedByReference
/Users/clauquaresma/Jobs Defensoria Home Offive/2022/Preserve/Mes do Meio Ambiente_Atividades/Logos/reciclotron.png
0
0
EmbedByReference
/Users/clauquaresma/Jobs Defensoria Home Offive/2022/Preserve/Mes do Meio Ambiente_Atividades/Logos/abio.jpeg
0
0
EmbedByReference
/Users/clauquaresma/Jobs Defensoria Home Offive/2022/Preserve/Mes do Meio Ambiente_Atividades/Logos/faz girar market.png
0
0
EmbedByReference
/Users/clauquaresma/Jobs Defensoria Home Offive/2022/Preserve/Mes do Meio Ambiente_Atividades/Logos/Colméia de Mulheres.jpeg
0
0
Print
Adobe Illustrator
False
True
1
21.000000
29.700000
Centimeters
Calibri
Calibri
Regular
Open Type
Version 5.87m
False
.39187.otf
Calibri-Italic
Calibri
Italic
Open Type
Version 5.87m
False
.39184.otf
Calibri-Bold
Calibri
Bold
Open Type
Version 5.87m
False
.39182.otf
Calibri-BoldItalic
Calibri
Bold Italic
Open Type
Version 5.87m
False
.39183.otf
Roboto-Condensed
Roboto
Condensed
Open Type
Version 1.00000; 2011
False
Roboto-Condensed.ttf
NexaBold
Nexa Bold
Regular
Open Type
Version 1.000
False
Nexa Bold.otf
NexaLight
Nexa Light
Regular
Open Type
Version 1.000
False
Nexa Light.otf
SunValley
Sun Valley - Demo
Regular
TrueType
Version 1.000
False
Sun Valley - Demo.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
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
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
R=10 G=60 B=95
PROCESS
100.000000
CMYK
100.000000
77.511251
38.428319
27.591363
R=24 G=137 B=141
PROCESS
100.000000
CMYK
83.013654
28.473333
43.671319
4.174868
R=0 G=213 B=232
PROCESS
100.000000
CMYK
62.676430
0.000000
13.217364
0.000000
R=0 G=175 B=96
PROCESS
100.000000
CMYK
80.025935
1.776150
85.833520
0.000000
Grays
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
Brights
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 16.07
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 31 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
16 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 47 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
32 0 obj
<>stream
HW7WL[$i|slHUQ=3'őZ"bXmT]ˏrvOO9<qΊUZm`!>ߵWW߽uZfsv69»8~||~9~|tVo`.GkQazz[Sn[7˱\:`;DIJ͢3>͏qiQG&gXs\<{'&olaEmu\d?p2Oj9F;ҫ9[H\[kyBυtgwEpIi]09f[4^Ͳ8tkGO-a @/*