%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Certificado PROVINCIA ART, Gerosa, Paula
2022-12-07T17:43:11-03:00
2022-12-07T17:43:11-03:00
2022-12-07T17:43:11-03:00
Adobe Illustrator 27.0 (Macintosh)
256
204
JPEG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uuid:48bd5c5a-7f19-af43-8668-7e50e3f61f5f
xmp.did:94a0d9e7-3db8-4905-a18b-3c2dee16de31
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:7ef29f5e-0f02-3341-8324-21be5958d66a
xmp.did:79210140-b3b6-4243-b0ca-f278b09f57f5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:586c9f2f-9500-4183-8c5a-352ffebb7d3b
2021-02-09T15:01:54-03:00
Adobe Illustrator CC 2014 (Macintosh)
/
saved
xmp.iid:94a0d9e7-3db8-4905-a18b-3c2dee16de31
2022-12-07T17:43:08-03:00
Adobe Illustrator 27.0 (Macintosh)
/
EmbedByReference
/Users/Honolu/Desktop/thumbnail_logo_part_positivo.png
0
0
EmbedByReference
/Users/Honolu/Documents/T R A B A J O /Nassivera Lanza/firma copia.png
adobe:docid:photoshop:5af13a7d-f659-117b-a312-992e0f1a949a
xmp.iid:abaa0137-c0d6-40ba-ac93-f396655d2e06
Print
Adobe Illustrator
False
True
1
841.890000
595.280000
Pixels
Avenir-Roman
Avenir
Roman
TrueType
13.0d3e1
False
Avenir.ttc
Avenir-Heavy
Avenir
Heavy
TrueType
13.0d3e1
False
Avenir.ttc
Andes
Andes
Regular
Open Type
1.000
False
Andesregular.otf
Andes-Medium
Andes
Medium
Open Type
1.000
False
Andesmedium.otf
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
Blanco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Negro
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rojo CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Amarillo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cian CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Azul CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta 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
Grises
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
Brillantes
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 16.07
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page/PieceInfo<>>>
endobj
12 0 obj
<>stream
HlK-I
*rvr!+`K|:M:ʇ3Go?~w־F{7'f~߿~_ۿF1߬VYm-iͲOh]~ѯҼ=m~ic}[F;ox6|9V`I`Ls$߿|>=wOX=5˼={u&,G; kL}iӢEk3s~\o@$Z7{圏y9WPP9rh ҭ:E X=@%ӻ8rjfdE$ _-N_=[kٶyoyQI|nc=;L$gY`c}hf<]5 3N_I6gT\߿I&hv&>ۏn'Yyst@:,sf4*1;@QF=RM%wx0n7$s1H_q'rERc=bsob, kd:ɢIO
~C-n_!\B 9k_6Aج8yMܗ*E@p-xӝBh haITl"d%m(φ*zac*&P'.ViŐ տ\$4RzNpcZ|dc!(p2((ُ8
H@!!-P dFVJT Q&LPTA{M㾅hTNIyCznK άE
īCvSKi}Z&v?*, \(9b;πRtgJ pKLتGɃ>P+ o,xRCϚKt]
}hAg3O]HY'XPQR%D[ooL!c;.&8V芘0%QE.E\!hEO2
RAeOysѼRwU#+ǐ~1bWdR"Z5m2d /- kjMPP(;E)}6
z[Xjc<:S8vO"
zZ
E
C%vQRM@nY vL
T fηC}ȡ0b&RE<;rDUQe1`'b@^+\8:*bI1'[$1pHY0h