%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Najlepsza Babcia 2
2021-01-08T12:05:34+01:00
2021-01-08T12:05:34+01:00
2021-01-08T12:05:34+02:00
Adobe Illustrator CC 2017 (Windows)
252
256
JPEG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uuid:024fe762-eee4-49b3-b6a5-ad6c0a4e249b
xmp.did:0ebd4c1e-2638-4f46-9cde-9515e1da2d84
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ef2a7f02-1b69-cb4b-9244-1b860c254b45
xmp.did:ef2a7f02-1b69-cb4b-9244-1b860c254b45
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0d2612a2-ab1c-e34d-9859-27b48ef86a3b
2021-01-08T11:27:40+01:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:0ebd4c1e-2638-4f46-9cde-9515e1da2d84
2021-01-08T12:05:33+01:00
Adobe Illustrator CC 2017 (Windows)
/
Print
False
False
1
220.421171
223.661111
Millimeters
BerlinSansFB-Reg
Berlin Sans FB
Regular
Open Type
Version 1.00
False
IndieFlower
Indie Flower
Regular
Open Type
Version 1.001 2010
False
IndieFlower.ttf
NSimSun
新宋体
常规
TrueType
Version 5.16
False
simsun.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
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
21.0.0
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 624.816 634.0]/Type/Page>>
endobj
12 0 obj
<>stream
Hˮ-D+vzd\$,!#?$.H~+"cO,$ՙQ|}r}Q_ݭOߕ~̲ZN\q]־_=~-]Ԃ_zs1m]Q㎶ã{~=k=w9_KO=־׳vhwyvvO{V=V轮Xw^8e)u1ggbz+:ںbd]>6YvP!$kZֻGνy$]c\Yzp~ų뵉{v\:|zp}{{(R]?Ԣ~ޮz:GZZɘghT8dQ$\bSتpSJܥ N:Ð9op=ɴlm>몃@%Wς-VsS ^E ur/pHv5"ᄥ#:'uCnKV>*b Ke0v q~3o0MK|qExRmO\->s_N"7GJqV>j;ȍcJ~+0Զ@W=Zfc4iCCG5W"݁;K?;XaNi:i
b]P-uw+ BE4:"2ՉiRxR⡣H|!5U<ߝՂÃ _l쭎¡RJogDu}&=̜8rk)jrz0Wռܪ'b8ąt 1
d%6 7t's=
G4GPG(Gj]8@k*5!v#Zxi)¹O!r
&/ieS,ֹ ,@`!5PHn\6xҿu },!=u~g"T5iPy8YeA*<9dt9S:TN.Ih
IkQyT 12ZVR8
;ɒ7)iI