%PDF-1.6
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ITL 004 DECLARATIE FISCALA PENTRU STABILIREA IMPOZITULUI-TAXEI PE TEREN IN CAZUL PERSOANELOR JURIDICE (1) _ modif
2020-10-07T23:33:47+03:00
2020-10-07T23:33:47+03:00
2020-10-07T23:33:47+03:00
Adobe Illustrator 24.1 (Windows)
256
92
JPEG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uuid:fce8952a-21db-4eb7-9ee2-10a881487d8f
xmp.did:587e6341-aa95-0746-a128-b64382331712
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ec306ecb-bc1a-6045-8e3d-cc15f56e47ca
xmp.did:ec306ecb-bc1a-6045-8e3d-cc15f56e47ca
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:a795573d-55ce-2b4c-9b5c-580ac4bd32f2
2018-06-29T18:11:58+03:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:587e6341-aa95-0746-a128-b64382331712
2020-10-07T23:33:44+03:00
Adobe Illustrator 24.1 (Windows)
/
Print
Adobe Illustrator
False
False
1
297.000000
210.000000
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 312 C
PANTONE Black 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
PANTONE Process Magenta C
SPOT
100.000000
CMYK
0.000000
100.000000
0.000000
0.000000
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
89.999400
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
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
21 0 obj
<>stream
HWM$
0}&? <SERYVKU,RiOvoCe}QKh{`tm/R[_o?n~o~]`")8BKKGoWcX; h"+enGjBV pW|dl;8EmSrxsȘ}f^ 1]18z~%pV/b@Rmp>F&a?!}ERx>#[?
wUwu/%"_X63O8