%PDF-1.3
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
triptic taller nuria lozano
2016-05-12T19:03:39+02:00
2016-05-12T19:03:39+02:00
2016-05-12T19:03:39+02:00
Adobe Illustrator CS6 (Macintosh)
256
92
JPEG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uuid:b3dc8416-2a9a-b348-aa3c-d289dc080b73
xmp.did:0480117407206811822AF543A66E4A87
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:487c94bf-a462-8d40-915c-43f6389da460
xmp.did:0180117407206811822ABB097D956AF9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4B662F838EECE3118E9481A6DCF774EA
2014-06-05T12:42:46+03:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:0480117407206811822AF543A66E4A87
2016-05-12T19:02:26+02:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/private/var/folders/jh/l9wv1h6n5pn0g1y0c528zm7m0000gn/T/TemporaryItems/5wCdNB.tif
EmbedByReference
/private/var/folders/jh/l9wv1h6n5pn0g1y0c528zm7m0000gn/T/TemporaryItems/o6nIiu.tif
EmbedByReference
/private/var/folders/jh/l9wv1h6n5pn0g1y0c528zm7m0000gn/T/TemporaryItems/JATn5z.tif
EmbedByReference
/private/var/folders/jh/l9wv1h6n5pn0g1y0c528zm7m0000gn/T/TemporaryItems/jR9TLg.tif
EmbedByReference
/Volumes/WD640/Jaume/Documents/FEDERACIÓ/logo conselleria/Edu_Cul_Esp_horizontal_val.jpg
EmbedByReference
/Volumes/WD640/Jaume/Documents/La Xafigà/Logo.psd
EmbedByReference
/Volumes/WD640/Jaume/Documents/La Xafigà/muro.png
EmbedByReference
/Users/Jaume/Dropbox/2015-16/escola xafiga/doc.escola/CURS 2015-16/VII TROBADA D'ACORDIÓ DIATÒNIC/foto nuria retall.psd
Print
False
True
1
841.889648
595.280273
Points
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
236
28
36
CMYK Yellow
RGB
PROCESS
255
241
0
CMYK Green
RGB
PROCESS
0
165
81
CMYK Cyan
RGB
PROCESS
0
173
238
CMYK Blue
RGB
PROCESS
46
49
145
CMYK Magenta
RGB
PROCESS
235
0
139
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
238
64
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
240
90
40
C=0 M=50 Y=100 K=0
RGB
PROCESS
246
146
30
C=0 M=35 Y=85 K=0
RGB
PROCESS
250
175
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
236
49
C=20 M=0 Y=100 K=0
RGB
PROCESS
214
222
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
139
197
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
55
179
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
147
69
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
41
180
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
166
156
C=70 M=15 Y=0 K=0
RGB
PROCESS
38
169
224
C=85 M=50 Y=0 K=0
RGB
PROCESS
27
117
187
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
56
143
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
97
C=75 M=100 Y=0 K=0
RGB
PROCESS
101
45
144
C=50 M=100 Y=0 K=0
RGB
PROCESS
144
39
142
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
217
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
236
41
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
193
180
154
C=40 M=45 Y=50 K=5
RGB
PROCESS
154
132
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
113
101
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
90
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
195
153
107
C=30 M=50 Y=75 K=10
RGB
PROCESS
168
124
79
C=35 M=60 Y=80 K=25
RGB
PROCESS
138
93
59
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
40
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
56
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
59
35
20
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
31
32
C=0 M=0 Y=0 K=90
RGB
PROCESS
64
64
65
C=0 M=0 Y=0 K=80
RGB
PROCESS
88
89
91
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
110
112
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
129
132
C=0 M=0 Y=0 K=50
RGB
PROCESS
146
148
151
C=0 M=0 Y=0 K=40
RGB
PROCESS
166
168
171
C=0 M=0 Y=0 K=30
RGB
PROCESS
187
189
191
C=0 M=0 Y=0 K=20
RGB
PROCESS
208
210
211
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
241
242
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
236
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
241
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
221
21
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
34
64
153
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
151
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Shading<>/XObject<>>>/Thumb 12 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
6 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/XObject<>>>/Thumb 72 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
13 0 obj
<>stream
HM,7u@%DI1f4lo؋``|dlgq}la{l/Λ뼞?88{;0kKpV(5\!,X4(˻:8(qTVqx
>Apz-/Ѷp9Ҽ圞eH)"
*)cHƽ<ߐFeyW1(