%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R 14 0 R 11 0 R 12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Statystyczne Badania Ankietowe w 2017r.
2017-01-12T15:59:04+01:00
2017-01-12T15:59:04+01:00
2017-01-12T15:59:04+02:00
Adobe Illustrator CS6 (Windows)
184
256
JPEG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uuid:ec28d1a0-788f-4668-afaa-34b5bedc9606
xmp.did:06370F4ED7D8E611A6ABD2ABFE1F765D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:9a63c6f0-2454-4c58-bbd6-b7dc0ea4d810
xmp.did:49567E3FD7D7E61180A2FBFA3ABDC455
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:28E1EABE71A9E511803ABA2F20BBD80C
2015-12-23T13:36:10+01:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:06370F4ED7D8E611A6ABD2ABFE1F765D
2017-01-12T15:58:58+01:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\Qupciaq\Documents\Asia\Naklejki GUS\UStat-logo.png
EmbedByReference
C:\Users\Qupciaq\Documents\Asia\Naklejki GUS\UStat-logo.png
Print
False
True
1
296.999959
419.999514
Millimeters
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
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Semibold.otf
MyriadPro-SemiboldIt
Myriad Pro
Semibold Italic
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-SemiboldIt.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.otf
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-BoldIt.otf
ChunkFive-Roman
ChunkFive
Roman
Open Type
Version 1.000;PS 001.001;hotconv 1.0.56;makeotf.lib2.0.21325
False
Chunkfive.otf
Cyan
Magenta
Yellow
Black
Domyślna grupa próbek
0
Biały
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Czarny
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Czerwony CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Żółty CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Zielony CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Niebieskozielony CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Niebieski CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Karmazynowy CMYK
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
Szarości
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
Jasne
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
16 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 23 0 R/TrimBox[8.50389 8.50391 850.394 1199.05]/Type/Page>>
endobj
17 0 obj
<>stream
HWnH}W#6}A&dEF.FW~OU5I]h;,X4N:kkW]\WɿśwwnI&NJ{naŷ7u_JuMU{NjOMb+Z7xc ݀/dH։16lP:81![;ƶm[Nɶ Wc3M9vq/70B n:k~mbk\fvbm]?:6 2&]h'JH;jnV6u`vjʂ_uNCn7/WiFIUXgk0}-"86 7ן ! I@wJT^F&~HPXJa`lGy/UgZUfjZoVZMkB^2>H'kM\b~qPs|Ď@×&ڱUl)OOgAz؇|[,WZ6 b濨#W_O&WRԜʟjYOIv=m^cQ(Lw4 pq
\*Sy7`ٝb`GV6y4HpRQGKQas#oC en9\