%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
figury geometryczne
2021-03-16T18:29:15+01:00
2021-03-16T18:29:15+01:00
2021-03-16T18:29:15+01:00
Adobe Illustrator 25.2 (Macintosh)
188
256
JPEG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uuid:d56fbd4b-797a-e149-858d-750ad9394e41
xmp.did:f2d474a1-0717-4d3f-a4da-80184eb74d9a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:12ff3b0c-e73c-42a9-b7f7-592e727bf17e
xmp.did:12ff3b0c-e73c-42a9-b7f7-592e727bf17e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6f9b5422-ed0f-4ac5-b2c3-c319a457e20e
2021-03-16T15:03:08+01:00
Adobe Illustrator 25.2 (Macintosh)
/
saved
xmp.iid:f2d474a1-0717-4d3f-a4da-80184eb74d9a
2021-03-16T18:29:13+01:00
Adobe Illustrator 25.2 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
209.999994
297.000024
Millimeters
AlexBrush-Regular
Alex Brush
Regular
Open Type
Version 1.003
False
AlexBrush-Regular.ttf
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
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=24 Y=90 K=0
CMYK
PROCESS
5.000000
24.000000
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
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
89.999400
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
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
10.000000
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
8 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 12 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
9 0 obj
<>stream
HM5+|}$K!JPh!!H SYH Z;^Ʌ70ӻɛk䞝b~jѼw1h