%PDF-1.5
%
1 0 obj
<>/OCGs[16 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
witaj w grupie tecza
2022-08-14T20:06:44+02:00
2022-08-14T20:06:44+02:00
2022-08-14T20:06:44+02:00
Adobe Illustrator 26.3 (Macintosh)
256
184
JPEG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uuid:a0f345d2-bfea-e24f-9821-0fb7ba87c9e9
xmp.did:38c54ac0-ef19-49a2-8874-bfaabaaa2c6c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:2df153ec-e9f5-f244-9e82-e1d21d6488cc
xmp.did:14a105b3-0c18-45c2-aee3-bdab2d02b0e7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ee96e931-86b6-458e-b5c3-805d9612fa9e
2022-08-05T13:07:20+02:00
Adobe Illustrator 26.3 (Macintosh)
/
saved
xmp.iid:38c54ac0-ef19-49a2-8874-bfaabaaa2c6c
2022-08-14T20:06:42+02:00
Adobe Illustrator 26.3 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
209.999994
297.000024
Millimeters
MarkerFelt-Wide
Marker Felt
Wide
TrueType
13.0d1e11
False
MarkerFelt.ttc
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=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
C=68 M=0 Y=34 K=0 1
PROCESS
100.000000
CMYK
68.184936
0.000000
34.085602
0.000000
C=89 M=75 Y=12 K=2
PROCESS
100.000000
CMYK
88.882273
74.825662
11.960021
1.525902
C=14 M=18 Y=89 K=2
PROCESS
100.000000
CMYK
13.958952
18.146028
88.805979
1.654078
C=50 M=0 Y=100 K=0 1
PROCESS
100.000000
CMYK
50.000000
0.000000
100.000000
0.000000
TRUMATCH 34-e
PROCESS
100.000000
CMYK
40.079346
18.042266
0.000000
0.000000
TRUMATCH 33-e
PROCESS
100.000000
CMYK
36.282900
6.857404
0.842298
0.000000
TRUMATCH 6-b1
PROCESS
100.000000
CMYK
5.459678
76.632333
72.097349
0.262455
TRUMATCH 48-a
PROCESS
100.000000
CMYK
0.000000
93.282974
6.146334
0.000000
TRUMATCH 48-c1
PROCESS
100.000000
CMYK
0.000000
71.267259
3.494316
0.000000
R=245 G=66 B=66
PROCESS
100.000000
CMYK
0.000000
84.197754
67.412829
0.000000
TRUMATCH 34-e1
PROCESS
100.000000
CMYK
51.625848
26.605630
5.395590
0.000000
TRUMATCH 30-g
PROCESS
100.000000
CMYK
10.348668
0.100710
0.076295
0.000000
TRUMATCH 2-b
PROCESS
100.000000
CMYK
0.000000
84.267944
48.853284
0.000000
R=245 G=54 B=108
PROCESS
100.000000
CMYK
0.000000
87.518120
32.867932
0.000000
TRUMATCH 14-b7
PROCESS
100.000000
CMYK
53.438616
32.614630
99.987787
18.707560
TRUMATCH 14-a7
PROCESS
100.000000
CMYK
55.953306
32.733652
100.000000
18.945602
TRUMATCH 15-a1
PROCESS
100.000000
CMYK
40.152588
3.103685
88.430607
0.000000
TRUMATCH 13-c1
PROCESS
100.000000
CMYK
6.884871
4.061951
75.591666
0.000000
TRUMATCH 8-a
PROCESS
100.000000
CMYK
0.000000
55.767143
94.305331
0.000000
TRUMATCH 35-b
PROCESS
100.000000
CMYK
75.170517
44.074157
0.000000
0.000000
C=25 M=40 Y=65 K=0 1
PROCESS
100.000000
CMYK
25.000000
40.000001
64.999998
0.000000
C=40 M=45 Y=50 K=5 1
PROCESS
100.000000
CMYK
40.000001
44.999999
50.000000
5.000000
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
Grupa kolorów 1
1
C=68 M=0 Y=34 K=0
CMYK
PROCESS
68.184936
0.000000
34.085602
0.000000
C=0 M=0 Y=0 K=100 1
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Adobe PDF library 16.07
endstream
endobj
3 0 obj
<>
endobj
18 0 obj
<>
endobj
19 0 obj
<>
endobj
20 0 obj
<>
endobj
22 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 40 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
23 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 48 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
24 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 56 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
25 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 64 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
26 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 72 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
27 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 80 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
28 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 88 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
81 0 obj
<>stream
H͎$Iy\qY@mh]h@Bڷ3ʬޖhp77|߾_KX{V2ǟ?[jZװuyo?ϫ1/5iwl%G>·˳탭o^=<-wy
_ijceX9pckr2V盰||X>Bߺ\p'__?$zx{WŽ-'