%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R 51 0 R 91 0 R 131 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
karta NR 1 Różyny 2
2022-06-08T20:49:04+02:00
2022-06-08T20:49:04+02:00
2022-06-08T20:37:41+02:00
Adobe Illustrator 25.2 (Windows)
256
184
JPEG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uuid:fd34ce4a-9e53-41d4-9261-828df928cc86
xmp.did:7f263912-5a49-8e4d-86e3-f405f5dffd7f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:11218735-b387-4443-a5a2-fbc741396e37
xmp.did:11218735-b387-4443-a5a2-fbc741396e37
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:b92da875-21e0-6743-b52e-43a8a9950fa2
2019-09-06T16:13:32+02:00
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:7f263912-5a49-8e4d-86e3-f405f5dffd7f
2022-06-08T20:37:41+02:00
Adobe Illustrator 25.2 (Windows)
/
EmbedByReference
C:\Users\oem\Desktop\lewy bez okna poddasze.png
0
0
EmbedByReference
C:\Users\oem\Desktop\prawy bez okna parter.png
0
0
C:\Users\oem\Desktop\lewy bez okna poddasze.png
0
0
C:\Users\oem\Desktop\prawy bez okna parter.png
0
0
Print
Adobe Illustrator
False
True
1
297.000000
210.000000
Millimeters
ProximaNova-Black
Proxima Nova
Black
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
ProximaNova-Black.otf
ProximaNova-Semibold
Proxima Nova
Semibold
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
ProximaNova-Semibold_0.otf
ProximaNova-Light
Proxima Nova
Light
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
ProximaNova-Light.otf
ProximaNova-Bold
Proxima Nova
Bold
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
ProximaNova-Bold(1).otf
ProximaNova-Regular
Proxima Nova
Regular
Open Type
Version 1.101;PS 001.001;hotconv 1.0.38
False
ProximaNova-Regular_0.otf
Cyan
Magenta
Yellow
Black
Domyślna grupa próbek
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
Grey 800
PROCESS
100.000000
CMYK
67.254138
60.213625
59.108871
45.096511
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 15.00
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 139 0 R/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
133 0 obj
<>stream
HWˎW