%PDF-1.6
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ITL 010 CERERE PENTRU ELIBERAREA UNUI CERTIFICAT DE Atestare fiscala pentru persoane fizice privind impozite, taxe locale si alte venituri datorate bugetului local _ modif
2020-10-07T23:01:59+03:00
2020-10-07T23:01:59+03:00
2020-10-07T23:01:59+03:00
Adobe Illustrator 24.1 (Windows)
168
256
JPEG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uuid:557849b1-1e51-4e76-a47a-5309ddf2fe62
xmp.did:8459c3dd-0a43-9a48-a955-084f5398c489
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:3f1a4a2f-4b27-e748-a5b4-8d46ea2190bd
xmp.did:3f1a4a2f-4b27-e748-a5b4-8d46ea2190bd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:3d0f385d-ff68-fb49-aaff-28bd43eb0d15
2018-07-05T09:40:06+03:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:8459c3dd-0a43-9a48-a955-084f5398c489
2020-10-07T23:01:57+03:00
Adobe Illustrator 24.1 (Windows)
/
Print
Adobe Illustrator
False
False
1
210.000144
297.000083
Millimeters
Verdana
Verdana
Regular
Open Type
Version 5.33
False
verdana.ttf
Verdana-Bold
Verdana
Bold
Open Type
Version 5.33
False
verdanab.ttf
Matius_O-Regular
Matius_O
Regular
TrueType
Version 001.000
False
Matius_O_R.ttf
Matius_O-Bold
Matius_O
Bold
TrueType
Version 001.000
False
Matius_O.ttf
Cyan
Magenta
Yellow
Black
PANTONE Black C
PANTONE 312 C
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
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
PANTONE Black C
SPOT
100.000000
LAB
17.254902
1
3
PANTONE 312 C
SPOT
100.000000
LAB
60.000000
-45
-36
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
89.999400
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
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
10.000000
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<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
14 0 obj
<>stream
HWK$
)ۀa
" ?Rf}6P(o?na!na=la_~ ۿqKZ֥_|j=Þkݎ/K)qQvw~+<~`B9!I{jc+>$ \&oJp`):Aw$A[MK'{ۂ'{x<21j ۯSw
JRs
kJ4༷QGp4L"Uп'&g]!Ɲ+O7~<݂h%("-=)<d4Qg)c=Vv
Cu87-T.Y=O?9̭cNG<.a{KdU F9Y&`&pz1[GN8#gC`.+=gq7VWLn$77g-\4)+cG~ל ̃p_lvIs;!sY
t8DV.VאR!=.u%m̿ǘ.tA<1Hxkn#&cB+;?Ԑ|o9:ԁ,3X
pJ,"Ek;'SNS46gA(6ypX%6!ݹ۪(14s/(sNVύRGԒ5Tmn啘ٱw$՛&jqOgOĎuH!W8EE`%ː/9J*7CP>CkCA,
JG<ɝg"ҢM;q!ڴ:D܇!%ī3N