%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
partnerzy_calosc_06-05godz12.20
2020-05-06T12:19:34+02:00
2020-05-06T12:19:34+02:00
2020-05-06T12:19:34+02:00
Adobe Illustrator CS6 (Windows)
256
184
JPEG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=
uuid:e45e2b97-3a0f-464e-8cb6-b8ed3b4d5009
xmp.did:00F9319F728FEA119ED9A500344B0499
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ff529ba9-1548-4d80-ae6e-edd1f0bc66fc
xmp.did:FCF8319F728FEA119ED9A500344B0499
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:FCF8319F728FEA119ED9A500344B0499
2020-05-06T10:51:38+02:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:00F9319F728FEA119ED9A500344B0499
2020-05-06T12:19:26+02:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\lenovo\Desktop\do pdf-3.pdf
EmbedByReference
C:\Users\lenovo\Desktop\do pdf-2.pdf
EmbedByReference
C:\Users\lenovo\Desktop\do pdf-1.pdf
EmbedByReference
C:\Users\lenovo\Desktop\ostat.pdf
Print
False
True
1
14.850015
21.000165
Centimeters
JKWAAA+Arimo
JKWAAA+Arimo
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
RUPBAA+DKUncleOscar-Italic
RUPBAA+DKUncleOscar Italic
Italic
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
PULBAA+Arimo-Italic
PULBAA+Arimo Italic
Italic
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
PKLAAA+Arimo-Bold
PKLAAA+Arimo Bold
Bold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
EEKAAA+Arimo-Italic
EEKAAA+Arimo Italic
Italic
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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
Grays
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Brights
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
8 0 obj
<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
9 0 obj
<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
10 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/TrimBox[0.0 0.0 420.945 595.28]/Type/Page>>
endobj
21 0 obj
<>stream
HW[k%~?bȓlwWW_n !8Ƃ<$!y'`_9sH:p~uWLp7.AtoFuҮsjwop>tqC8\t@9{\%Nwr9Y"oM;9=9fi]QXK̏E,wt"UoܢWTm
e^i9i(m