%PDF-1.5
%
1 0 obj
<>/OCGs[15 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
witaj w grupie sowy
2022-08-05T20:08:59+02:00
2022-08-05T20:08:59+02:00
2022-08-05T20:08:59+02:00
Adobe Illustrator 26.3 (Macintosh)
256
244
JPEG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uuid:f27bdf54-4ac8-7749-a24a-9e5622e17da4
xmp.did:183283ea-eda4-4bf1-b619-d0b39f0f7f34
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:2e370214-cf6f-4128-ac79-c517eb0b1250
xmp.did:2e370214-cf6f-4128-ac79-c517eb0b1250
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:183283ea-eda4-4bf1-b619-d0b39f0f7f34
2022-08-05T20:08:56+02:00
Adobe Illustrator 26.3 (Macintosh)
/
Print
Adobe Illustrator
False
False
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
17 0 obj
<>
endobj
18 0 obj
<>
endobj
19 0 obj
<>
endobj
21 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 30 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
22 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 32 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
23 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 34 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
24 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 36 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
25 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 38 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
26 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 40 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
39 0 obj
<>stream
HRKNC1^s;mKUP5b](PqZ&3V<-p\-0fqjQ)p?a3q:͆N,f{52fr(0x"bM-EURnRɉ8)[A*jr2;/&EWкت6:'u_q7y8[W@݃!t)&OTpdCюc
B3o3`}}c[͞c~ekA;mrew_ iJ
endstream
endobj
40 0 obj
<>stream
8;Z]"9p1/P%#$^#]3Kaoj%?I1%VhIuIU6Ds/+n"lni1;6!7?5^4b0ViI6jK`I_.UJg@.aB16C
@a?Wl9&5r4PGLa6ScnOnWZcCLGiEJ*.T)?V6<&P]g+8LSJ*NVRcgt;hT9pN2ZK1lr
J%@DeF6<62.4jj^RjI8fm]1s)B-+D`RDpLD"=T9X08j/"B:Rt#O.Rj:L=2o@UQm_.PeQ43bT;67L
.Rj<"A8(Tc\:9YMR@ODpP@TKUQ0$+a9&CT\j'#3!rA^eid#T\qDQY(b,>V8:ps9>7
.YTu68t#R(Ss6]smL+9&mVT!-IG`/:b^I;$S_7-mH)a`4K6[gi*6ckD4#kBHe!h_1
g-Z*8GnM1[WL;eg;_uCVX(KRSkhmjbZ%Jf6+l8IW-_Iu/5P_35iX,0&LaU95+J']o
Jp8L+eAXOIfJfKd`I/EB'@IJC496J=TC^Q^]r_"XnOkuEk2]/tEN]4&8A0Yq'e%E8
]!m!@ne?VoSPsYO)Au>DFf!5.;KZamXO=CP/0fs"F3$TuX#622<`A`(W0p:bV4n)R
6fkjVj32JmMp9_nW(!0r.&3*2d"GS2S>K?.erPGmQg`W2jhq(nXr,.SW51k\d!k/q
Y].oO+!c2]%fj_S[F,~>
endstream
endobj
41 0 obj
[/Indexed/DeviceRGB 255 42 0 R]
endobj
42 0 obj
<>stream
8;X]O>EqN@%''O_@%e@?J;%+8(9e>X=MR6S?i^YgA3=].HDXF.R$lIL@"pJ+EP(%0
b]6ajmNZn*!='OQZeQ^Y*,=]?C.B+\Ulg9dhD*"iC[;*=3`oP1[!S^)?1)IZ4dup`
E1r!/,*0[*9.aFIR2&b-C#soRZ7Dl%MLY\.?d>Mn
6%Q2oYfNRF$$+ON<+]RUJmC0InDZ4OTs0S!saG>GGKUlQ*Q?45:CI&4J'_2j$XKrcYp0n+Xl_nU*O(
l[$6Nn+Z_Nq0]s7hs]`XX1nZ8&94a\~>
endstream
endobj
15 0 obj
<>
endobj
43 0 obj
[/View/Design]
endobj
44 0 obj
<>>>
endobj
14 0 obj
<>
endobj
45 0 obj
<>
endobj
46 0 obj
<>stream
HVyXSW?G@@d5/BMmpbvPdQ[غ5uѱXժ
#!b@\۩δK =yI)s9{w͙
n??؞YGćFm3䬤l(RJ6۱,$&%e%/=5)Ȱ ~sPT:;l~ig\r'NNNUU