%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
boswiattomy_A2
2021-11-19T08:59:21+01:00
2021-11-19T08:59:21+01:00
2021-11-19T08:59:21+02:00
Adobe Illustrator 26.0 (Windows)
184
256
JPEG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==
uuid:4982a2e6-9676-4867-a8a5-36ad4016ad14
xmp.did:e18938a8-b0dd-8745-be1d-cd6a52ecea89
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:3716bcc0-77f0-9948-8a9b-041439e1670b
xmp.did:1b8829c2-8f79-704b-be46-861fdeb5fc96
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:d48c2369-2a37-1b4a-8eb1-9b5451cae9b9
2018-09-11T10:25:06+02:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:e18938a8-b0dd-8745-be1d-cd6a52ecea89
2021-11-19T08:59:12+01:00
Adobe Illustrator 26.0 (Windows)
/
Print
Adobe Illustrator
False
True
1
420.000000
594.000000
Millimeters
Cyan
Magenta
Yellow
Black
DomyХlna grupa prУГbek
0
BiaХy
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
ХЛУГХty 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
WMT rgb
SPOT
100.000000
RGB
160
120
65
C=70 M=0 Y=2 K=0
PROCESS
100.000000
CMYK
69.710797
0.000000
1.690700
0.000000
C=72 M=0 Y=2 K=0
PROCESS
100.000000
CMYK
72.280502
0.000000
2.465900
0.000000
C=0 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=110 G=74 B=255
PROCESS
100.000000
CMYK
68.779999
71.630400
0.000000
0.000000
R=115 G=126 B=255
PROCESS
100.000000
CMYK
62.624502
52.883202
0.000000
0.000000
C=100 M=80 Y=42 K=41
PROCESS
100.000000
CMYK
100.000000
79.641402
42.230901
40.585899
C=90 M=78 Y=62 K=96
PROCESS
100.000000
CMYK
74.972099
67.919397
67.049700
90.145701
C=97 M=31 Y=20 K=0
PROCESS
100.000000
CMYK
96.707100
31.088701
20.181599
0.332600
K=42 2
PROCESS
100.000000
CMYK
38.098699
29.321700
28.744900
0.094600
K=16 2
PROCESS
100.000000
CMYK
13.040400
9.161500
9.155400
0.000000
K=67
PROCESS
100.000000
CMYK
56.533098
46.854299
44.724199
11.413700
C=53 M=43 Y=42 K=27
PROCESS
100.000000
CMYK
60.213602
49.375099
48.609099
17.053500
C=43 M=34 Y=34 K=13
PROCESS
100.000000
CMYK
49.280500
38.535100
38.739601
3.350900
C=5 M=4 Y=4 K=0 2
PROCESS
100.000000
CMYK
4.538000
3.772000
3.961200
0.000000
C=39 M=30 Y=31 K=9
PROCESS
100.000000
CMYK
44.330499
34.601399
35.211700
1.034600
C=76 M=66 Y=61 K=82
PROCESS
100.000000
CMYK
77.361703
68.355799
63.866597
83.785802
C=18 M=13 Y=14 K=0
PROCESS
100.000000
CMYK
17.129800
11.813500
13.159400
0.000000
C=53 M=42 Y=42 K=27
PROCESS
100.000000
CMYK
60.405898
48.590800
48.145300
16.137899
C=53 M=43 Y=43 K=28
PROCESS
100.000000
CMYK
60.518801
49.747500
48.926499
17.657700
C=55 M=44 Y=44 K=30
PROCESS
100.000000
CMYK
62.514699
50.810999
50.569898
20.441000
C=37 M=29 Y=29 K=8
PROCESS
100.000000
CMYK
42.029399
32.752001
33.130401
0.607300
C=14 M=10 Y=11 K=0 3
PROCESS
100.000000
CMYK
13.012899
9.704700
10.779000
0.000000
C=2 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
1.553400
0.000000
0.000000
0.000000
C=36 M=28 Y=28 K=7
PROCESS
100.000000
CMYK
41.312301
31.869999
31.479400
0.399800
C=67 M=57 Y=54 K=60
PROCESS
100.000000
CMYK
73.302799
63.286799
60.497397
57.222903
C=100 M=96 Y=30 K=50
PROCESS
100.000000
CMYK
100.000000
96.090603
30.316600
49.576601
SzaroХci
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 16.03
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ProcSet[/PDF/ImageC/ImageI]/XObject<>>>/TrimBox[8.50394 8.50394 1199.06 1692.28]/Type/Page>>
endobj
7 0 obj
<>stream
HЌ;л0E{B?`&eЊ, 'х$gВџ"DIА{ЦіН"
п'1u&ф(њL!sџќОЯПІїiy#U§I4>ЖnПEЊ ЊXчoгчЏo0љ=}гЧйЈ:ОMиЗm<КH)TsQ+&ЎQ x>:}\wЯз(PГЇуS'БмЋf@Eђtёд!фЄ>-~ZbФP3ЮjSBZжe2жXОд0 9(Њ1FэK*њaА}ЉЯ4оC5чцЩЖ-/v[O)e z\aиЎше".Eн3vШ4d
mвd|%шFbРИћ№!щ]u7iGD/Dэ`x8kGУvi8mwЬЋ^ѓCх9}08uЅ_1Ђm&)§ь7ВuV9Ўч%э.#~ђй6VftlЕћwl&ђ^FаO§uДсШаљ%ъAў`тчтbДћШЮЬ%pМ=ћ4Oriџкжqip8<:Fщц}Є
<{|aо7cкo/$6цнt3fGSЧcю)Ѓ1;йAаhЬЯAП,ZЏѕfбWna§fТqМшхвОАEwyАшЂнaѓПT
%ўНеHLКЅЎкН&`EЦёSОLђrЙэртР7:Ыш5Юс
NQWcлЄї8Ж=ІzsX{jЖлzwHЃбєOњнїйђўrЇЎ%?іY/:Юf Oд
endstream
endobj
22 0 obj
<>stream
џиџю Adobe d џл
џн pџР xz џФЂ
m !1A"2QqЕ8awЁ#BRБСб'3bruс№ $&4SЂВё
%()*5679:CDEFGHIJTUVWXYZcdefghijstvxyz
ЃЄЅІЇЈЉЊГДЖЗИЙКТУФХЦЧШЩЪвгдежзийктуфхцчшщъђѓєѕіїјљњ
D+ !1A2QaqБ"35rsЁВГСУ№#BбRсSbЂё$%Cв
&'()*46789:DEFGHIJTUVWXYZcdefghijtuvwxyz
ЃЄЅІЇТЈЉЊДЕЖЗИЙКФХЦЧШЩЪгдежзийктуфхцчшщъђѓєѕіїјљњџк ? ћуі
щёh§ZўкншќА_gDTѓѕ=y|Ьaxs4fЛ"JUВ~Њє
-(Ўњ~ЉИёЌbвЊ(њЈЂЗ
'AШVM
(ѕJAoЃй}TЗ.9aЫЏЦБkKiмЕF6Ш<.>Њ(ЃъЂЋSУРеаоxЯdUб