%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 115 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Instrukcja obslugi T30NC
2015-10-22T16:04:08+02:00
2015-10-22T16:04:08+02:00
2015-04-21T10:07:50+02:00
Adobe Illustrator CS6 (Macintosh)
176
256
JPEG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uuid:25cc58c4-ca92-e54d-951a-0c95c0998870
xmp.did:0280117407206811822A9C3FEFB3C127
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:0180117407206811822A9C3FEFB3C127
xmp.did:0180117407206811822A9C3FEFB3C127
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F87F117407206811822AFF503673C4B8
2014-09-15T09:02:50+02:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0280117407206811822A9C3FEFB3C127
2015-04-21T10:07:48+02:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
True
1
210.001652
296.999959
Millimeters
MyriadPro-Cond
Myriad Pro
Condensed
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Cond.otf
MyriadPro-BoldCond
Myriad Pro
Bold Condensed
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-BoldCond.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.otf
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
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
PANTONE 431 C
SPOT
100.000000
LAB
42.745098
-3
-7
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
89.999405
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
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
10.000002
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
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 133 0 R/TrimBox[14.1732 14.1732 609.453 856.063]/Type/Page>>
endobj
117 0 obj
<>stream
HW˪$WХȌ̭0hdt%c}{`nG+'ND|wPvReڷu/~o&շRmC˯mչѷ^f~\m7۵e,Wց}Vkݍ
tݵzۮmya('}>g-6:M
g^*uw+^-v+t{ʜ[ȱ}}R^sQ[;W-_ݨ7k AaT=_\ᓂ
^ͧޤ_.6 {~pV^?$^qyS
Zׇ !11k`[Ї*| 8CZb׀L:D~]^uPH') 0n>xy|:T@r5
*v)MHKJ3eBT@H3OOA,#}^@+1X@W 8*sQ$L#)sr,^6f@S6N[44+
Db3>,f))&xeɼϠ{V]w.@#WX
IwH49~Sw9z$RSp!:*J/xR`Xg(+%BAX1*(UFeaT]Xl̮8O(HkMYظ9m*z`=BU¢ \#.2%0TmEY7x$WcŎl RX}i r
IW(CDY]$A#K&
ϬM64zR!Yx
̈נB
?(@\i&L*(0ޘ.-.\T˘%a2 O_irEIrє cPeMfgA:c%W,'*x̻Xaν1앁Cyplu،HFgVA44a
MIj"*6UDi8Ę,l "Wh:ArVR`EE 7[]ܩ☲Ɛ6,dA用հ+A['T
U|d$FS K6Ml;(s08Y4Cz.)RM((XKȏhbD55Xuڟ[HSB6 ]P4O
Kw[٤X3֗2YWU4u
lzfW%CCTymi2Zn-oZ*hPCZoi8##2io23{u`uyɢ!ī=
^ܞHVqID1:m;FM͗k>,g34LbX'aO@Rrom2f$~uoUCl|M$'O2C{xXvrrHjNG">۽9lCq?~}.xOIi_ܙgX
$Rn3ʛcMbbן^6vsWS֏$*dϦ49Y*穯O*U4@Сi%/z>Uș\LT:\HJRRG BG;M}y>PUF|Kn%`%m9
ގL]b[0I
K6rsF
&C5 Sa0Z&/_NlNqg999VQp1O(ۜ