%PDF-1.6
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
A4_ Características del acuerdo de trabajo a distancia
2020-09-25T18:00:38+02:00
2020-09-25T18:00:38+02:00
2020-09-25T18:00:38+02:00
Adobe Illustrator 24.2 (Macintosh)
248
256
JPEG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uuid:1144e400-c782-5247-8e79-e6832d8d1e67
xmp.did:bcd5cc4e-19d3-43ab-bec8-e206a15f4582
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:85f80ed1-ac6f-4497-9b44-c21c2d81f1bd
xmp.did:85f80ed1-ac6f-4497-9b44-c21c2d81f1bd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:b56917e8-73b8-44f5-bc5b-d434ee5159fe
2020-09-23T15:16:48+02:00
Adobe Illustrator 24.2 (Macintosh)
/
saved
xmp.iid:bcd5cc4e-19d3-43ab-bec8-e206a15f4582
2020-09-25T18:00:36+02:00
Adobe Illustrator 24.2 (Macintosh)
/
EmbedByReference
/Users/angel.garcia/Desktop/GALICIA Teletrabajo/Logo CCOO Galicia_gal transparente.png
0
0
/Users/angel.garcia/Desktop/GALICIA Teletrabajo/Logo CCOO Galicia_gal transparente.png
0
0
Print
Adobe Illustrator
Adobe PDF library 15.00
1
True
False
210.000000
297.000000
Millimeters
Montserrat-Bold
Montserrat
Bold
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
.37466.otf
Montserrat-Black
Montserrat
Black
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
.37470.otf
Cyan
Magenta
Yellow
Black
PANTONE Green 0921 C
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
PANTONE Green 0921 C
SPOT
100.000000
LAB
86.274513
-27
-1
PANTONE 332 UP
PROCESS
100.000000
CMYK
44.626534
0.000000
27.158007
0.000000
PANTONE 431 UP
PROCESS
100.000000
CMYK
66.442358
45.334554
35.043868
20.074768
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
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 29 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
10 0 obj
<>stream
HWs۸~_Gkb 9{MkfcOdﷻ EI\cK`7o՛osݭYPy[8N_mϹz&Λ,X彥ɫU^9([lqY{eLS.6(,>:3P7>!+8JQAWB-7Z,7:Ȝ.8Iы_'?|f0oHZo^D1I4|Pn?ͧ:WW!J+y{v hsSo߈)<-ݪ kĭlqF_,xj4;j9uM+u