%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Utworz_podpisz_i_przeslij_JPK_VAT_DRUK_bez-spadow
2018-02-05T09:58:36+01:00
2018-02-05T09:58:36+01:00
2018-02-05T09:58:36+01:00
Adobe Illustrator CC 22.0 (Macintosh)
256
116
JPEG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uuid:d49a6f9d-bcd5-b44c-ae68-18c7f4078492
xmp.did:588bdf87-1bd0-4765-ae8a-8b866181dd22
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ed786a0d-e01e-4d30-a7d3-84abb1254350
xmp.did:ed786a0d-e01e-4d30-a7d3-84abb1254350
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ab408c7f-30ea-4f49-9929-62b65e6d3a82
2018-02-04T20:17:37+01:00
Adobe Illustrator CC 22.0 (Macintosh)
/
saved
xmp.iid:588bdf87-1bd0-4765-ae8a-8b866181dd22
2018-02-05T09:57:59+01:00
Adobe Illustrator CC 22.0 (Macintosh)
/
Print
False
False
1
297.000000
420.000000
Millimeters
OpenSans
Open Sans
Regular
Open Type
Version 1.10
False
.14548.otf
OpenSans-Bold
Open Sans
Bold
Open Type
Version 1.10
False
Open Sans 700.ttf
OpenSans-ExtraBold
Open Sans
ExtraBold
Open Type
Version 1.10
False
Open Sans 800.ttf
Raleway-Black
Raleway
Black
Open Type
Version 3.000g; ttfautohint (v1.5) -l 8 -r 28 -G 28 -x 14 -D latn -f cyrl -w G -c -X ""
False
Raleway 900.ttf
OpenSans-SemiBold
Open Sans
SemiBold
Open Type
Version 1.10
False
Open Sans 600.ttf
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
Red A400
PROCESS
100.000000
CMYK
0.000000
93.090713
60.491335
0.000000
Indigo 900
PROCESS
100.000000
CMYK
100.000000
92.599374
23.413442
5.682459
ffffff
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
Blue A700
PROCESS
100.000000
CMYK
83.837640
63.048750
0.000000
0.000000
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
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
14 0 obj
<>stream
HtWˎWt$Z'0|^lD${kT M?GDF~_O|=9Qvۗ?f\*g?~}_OFc8G}kWkmk8o^kDq3OO7_q}}\b!pz籿=ҁ?D4O~0@O[5.G8m,e"_}S^{~~CK\U?GJʈwy?x{ 7U-/T/vO'\v7k_lVXCŜѿvoF1Y]%>poBՐ'.Tu|RځۿΈZva-a2AXfyh>Q8!JF}(KE-ߝ K渂@ b&(6gũO5Q \8KP'B8z BAj4x+AKBB`
|&ʁ!{rBaV-84`0E(Ic2ݳ%V˖XQw%E
2O*C
s={m-;qթ7cimK(SWj!H$0p f`D
i|ő1{g=3G0't$SzM]eG(&s+*RAZ|ؚ^c/;]CTM ʔ@L=;ɜrMYp_t Z1/ٔ:_ٝsgp.YٓI;)}55-p۞hK7V֤6Ah{1A;C6e2 73ΚLvvh~[Y;reɈ sҩ\U-
Tu5ɐ\,ΎKAB̨t>pkE7b&CC
:gARkD[DDjr˾(!Vy?Wxhܡ1u"Ʃh 25MpLKՠk9BHI(