%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 9 0 R 10 0 R 11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
panfleto
2016-09-24T07:48:27+01:00
2016-09-24T07:48:27+01:00
2016-09-24T07:48:27+01:00
Adobe Illustrator CS6 (Windows)
256
184
JPEG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uuid:4a3aa483-b27f-4516-995b-0b81d3a3cbbd
xmp.did:E9F8C0E12282E611B604FF7634605F1A
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a03e6c2b-b29b-4920-91f0-9f8101ac05de
xmp.did:00FAD101EF80E61184D48009D82F72DF
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:FEF9D101EF80E61184D48009D82F72DF
2016-09-22T19:04:29+01:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:E9F8C0E12282E611B604FF7634605F1A
2016-09-24T07:48:20+01:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\Sónia\Desktop\torneira.png
EmbedByReference
C:\Users\Sónia\Desktop\gota.png
EmbedByReference
C:\Users\Sónia\Desktop\gota.png
EmbedByReference
C:\Users\Sónia\Desktop\gota.png
EmbedByReference
C:\Users\Sónia\Desktop\Basic_Office-25-512.png
EmbedByReference
C:\Users\Sónia\Desktop\gotasimples.png
EmbedByReference
C:\Users\Sónia\Desktop\logo pb2.png
EmbedByReference
C:\Users\Sónia\Desktop\barra.png
EmbedByReference
C:\Users\Sónia\Desktop\logo pb.png
EmbedByReference
C:\Users\Sónia\Desktop\tabela.png
Print
False
True
1
595.280273
841.889648
Points
Calibri
Calibri
Regular
Open Type
Version 6.14
False
calibri.ttf
Prototype
Prototype
Regular
TrueType
v2.0; 2001
False
Prototype_1.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
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
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
89.999405
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
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 27 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
14 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 35 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
28 0 obj
<>stream
HWn}Dn ]Ipo23@2qٰg $KvX˩SGv(-_