%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 623 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
medal dzien pluszowego misia
Adobe Illustrator CS6 (Windows)
2019-11-11T09:22:37+01:00
2019-11-11T09:27:01+01:00
2019-11-11T09:27:01+01:00
256
184
JPEG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xmp.did:CC3867525C04EA119832DB8A472E990F
uuid:4ea967d0-4949-43ec-925e-87058f2ffd71
uuid:971EB5234F1DE811A328ED1ECFF0AF3A
proof:pdf
xmp.iid:CB3867525C04EA119832DB8A472E990F
xmp.did:CB3867525C04EA119832DB8A472E990F
uuid:971EB5234F1DE811A328ED1ECFF0AF3A
proof:pdf
saved
xmp.iid:211CFFF0B640E811800EFD2CB7983AFD
2018-04-15T16:56:49+02:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:CC3867525C04EA119832DB8A472E990F
2019-11-11T09:22:37+01:00
Adobe Illustrator CS6 (Windows)
/
Print
1
True
False
209.999929
296.999959
Millimeters
MonotypeCorsiva
Monotype Corsiva
Regular
Open Type
Version 2.35
False
MTCORSVA.TTF
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
ToThePoint
To The Point
Regular
TrueType
Version 1.000
False
To The Point_0.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
R=255 G=234 B=194
PROCESS
100.000000
CMYK
0.000000
9.720000
28.827301
0.000000
R=153 G=153 B=153 3
PROCESS
100.000000
CMYK
31.848600
71.322205
100.000000
29.520100
R=0 G=90 B=137
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=230 G=230 B=230 3
PROCESS
100.000000
CMYK
81.536598
80.492905
78.475601
96.331696
R=255 G=173 B=203
PROCESS
100.000000
CMYK
0.000000
44.751701
0.256400
0.000000
R=204 G=204 B=204 2
PROCESS
100.000000
CMYK
18.664799
62.969398
91.021599
4.370200
R=179 G=179 B=179
PROCESS
100.000000
CMYK
0.000000
40.891098
45.404701
0.000000
R=231 G=52 B=76 2
PROCESS
100.000000
CMYK
41.559498
13.403501
58.257401
0.000000
R=199 G=235 B=250
PROCESS
100.000000
CMYK
25.253700
0.000000
0.320400
0.000000
R=204 G=204 B=204
PROCESS
100.000000
CMYK
11.917300
15.240701
28.375700
0.000000
R=255 G=234 B=194 2
PROCESS
100.000000
CMYK
0.000000
9.720000
28.827301
0.000000
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000001
10.000002
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 695 0 R/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 763 0 R/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
696 0 obj
<>stream
HWn&
S|mQ;9`ٻ 9f~Tvw cȪ"O>?KZӖfy5.)_:{]6.Z\h]og-<>-?>%Yy@Ƙk[-m$ek)suzN),ѶmQ>o'&5njkzr[Vx*xZn}3k2@67̱ef,tle$w8|pXr,U6Q^&߲V'ouk81VL)T,0;VRjؽ#V[ݬ2{Ximڎձ2j0{GPo9k$3\_b@[ya3PfB,@iM$Zf"&`@22#u+EEaw4_qT!g}m0`m7 2ÄnLdj5d~ٹgv5X yZ@ ltPOd{Xސ~^r▶:.;J1?}^ӏ6YX#(8a|TFCzJĠ.YFW#sř6zQҋJ0{_aru`DWj$Ћʆ
LV/K4mH4I*`XJ';aY ͈>D:e*)kFQmxK`]'h]C u J-!8ISqNI`!od0/PCI;