%PDF-1.6
%
1 0 obj
<>/OCGs[14 0 R 15 0 R 16 0 R 17 0 R 18 0 R 19 0 R 20 0 R 21 0 R 22 0 R 23 0 R 24 0 R 25 0 R 26 0 R 27 0 R 28 0 R 29 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Essenza KDJ+S
2023-02-16T15:33:28+01:00
2023-02-16T15:33:28+01:00
2023-02-16T15:33:27+02:00
Adobe Illustrator 26.2 (Windows)
184
256
JPEG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:005b4777-75ce-4e83-95c1-43f3839dc020
xmp.did:a56f9add-bfde-6248-9e6a-fdd5d7357649
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:90b747ff-20be-4dc6-8897-9bc4d260e3a6
xmp.did:a6ad3a31-60d2-2746-be2c-2f0d3dedc517
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:EA532D615687E4118E3AD62B691E24ED
2014-12-19T12:35:58+01:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:a56f9add-bfde-6248-9e6a-fdd5d7357649
2023-02-15T12:33:36+01:00
Adobe Illustrator 26.2 (Windows)
/
Print
Adobe Illustrator
True
True
1
210.001656
296.999942
Millimeters
Calibri-Bold
Calibri
Bold
Open Type
Version 6.23
False
calibrib.ttf
Calibri
Calibri
Regular
Open Type
Version 6.23
False
calibri.ttf
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
Ubuntu-Bold
Ubuntu
Bold
Open Type
0.83
False
Ubuntu-B.ttf
Ubuntu
Ubuntu
Regular
Open Type
0.83
False
Ubuntu-R.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=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
AutoCAD Color
PROCESS
100.000000
CMYK
91.247398
78.762501
61.983699
97.466999
AutoCAD Color 2
PROCESS
100.000000
CMYK
49.237800
38.663301
38.529000
20.218199
Szarości
0
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
0
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 16.04
endstream
endobj
3 0 obj
<>
endobj
31 0 obj
<>/Resources<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 51 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
32 0 obj
<>stream
HW
ߧرHhkA
EH{!ّfά(݇a[jM\{mw>l/~)lw "[)Pʓ>)=5j[7?}ݩek{Ϸ{l;v{֟C۽oR2^"ۛgdUϤ](*T#t=jBMzK[0*]D4՞CpJyE-4W=t,a°n=ʵ/
b㓂LmL.Fx7kI\|>h u!ͪ-L?~jR7*BHâwؿZՖ=FwdFTD֯
_Q0cPϵTƈde{ ^HHq7]{CK@p)tȄbMm˟o߫[~9e!O?ԟk%H=[F信3l~X)~TFuќ뇏L/3QI9.ZǮOu,/KyL^R,ơ_UW*R
X+IBe-XF|Eċff(v4E+16 [3B0:`R2յ%{3ɗ&Yp*QCמ\D̲Ҥ=[VQY$kNBAI$"]8 w^)jN!^j-hj̘ BC܅'WTEޓʟΙt^&Uܰ\q=ȵP_d0.iy(
̈́. >V00&Mz^Ľ=VM_\&R+A4ayB݁F':4`L}(ffcSTDa֏5u|*C(*q곍q!lˠByQ*J(9FER5dS$!E'{4\>y֎F;N5=Ym$4i&Xd e-25u)
Zd+
/32p9