%PDF-1.6
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
adaptat en 1
2023-05-12T13:27:36+02:00
2023-05-12T13:27:36+02:00
2023-05-12T13:27:36+02:00
Adobe Illustrator 24.2 (Macintosh)
256
192
JPEG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uuid:cdca2a84-9409-5d41-9b84-9cdf25181885
xmp.did:f6664b07-0877-46de-9df8-5031a6210f96
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:732cea26-a327-1742-8d73-756dd6533c48
xmp.did:38cbb1f0-b3f0-4c2f-9656-0939f992fcd8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ac75a55e-172d-4b27-902c-54e212224ad8
2021-04-21T18:23:29+02:00
Adobe Illustrator 24.2 (Macintosh)
/
saved
xmp.iid:f6664b07-0877-46de-9df8-5031a6210f96
2023-05-12T13:27:28+02:00
Adobe Illustrator 24.2 (Macintosh)
/
EmbedByReference
/Users/quimaranda/Downloads/____casals Estiu 2023/iStock-970141766.tif
adobe:docid:photoshop:0e79d17f-5b6b-404e-b7f4-a7c3925971bd
xmp.iid:00417ee4-dfc4-45c6-b748-f47c052565a6
EmbedByReference
/Users/quimaranda/Downloads/____casals Estiu 2023/qrcode-generado.tif
adobe:docid:photoshop:6ea893bb-3253-654e-a678-f06119cd2259
xmp.iid:4ae5c86e-0e0c-4ca9-952f-0043f267919c
EmbedByReference
/Users/quimaranda/Downloads/____casals Estiu 2023/iStock-970141766.tif
adobe:docid:photoshop:0e79d17f-5b6b-404e-b7f4-a7c3925971bd
xmp.iid:00417ee4-dfc4-45c6-b748-f47c052565a6
EmbedByReference
/Users/quimaranda/Downloads/____casals Estiu 2023/iStock-970141766.tif
adobe:docid:photoshop:0e79d17f-5b6b-404e-b7f4-a7c3925971bd
xmp.iid:00417ee4-dfc4-45c6-b748-f47c052565a6
/Users/quimaranda/Downloads/____casals Estiu 2023/iStock-970141766.tif
adobe:docid:photoshop:0e79d17f-5b6b-404e-b7f4-a7c3925971bd
xmp.iid:00417ee4-dfc4-45c6-b748-f47c052565a6
/Users/quimaranda/Downloads/____casals Estiu 2023/qrcode-generado.tif
adobe:docid:photoshop:6ea893bb-3253-654e-a678-f06119cd2259
xmp.iid:4ae5c86e-0e0c-4ca9-952f-0043f267919c
/Users/quimaranda/Downloads/____casals Estiu 2023/iStock-970141766.tif
adobe:docid:photoshop:0e79d17f-5b6b-404e-b7f4-a7c3925971bd
xmp.iid:00417ee4-dfc4-45c6-b748-f47c052565a6
/Users/quimaranda/Downloads/____casals Estiu 2023/iStock-970141766.tif
adobe:docid:photoshop:0e79d17f-5b6b-404e-b7f4-a7c3925971bd
xmp.iid:00417ee4-dfc4-45c6-b748-f47c052565a6
Print
Adobe Illustrator
True
True
1
297.000000
310.360773
Millimeters
DINPro-CondensedMedium
DIN Pro
Condensed Medium
Open Type
Version 7.504; 2005; Build 1020
False
DINPro-CondMedium.otf
DINPro-CondensedRegular
DIN Pro
Condensed Regular
Open Type
Version 7.504; 2005; Build 1020
False
DINPro-Cond.otf
ColunaRounded-CondensedBold
Coluna Rounded
Condensed Bold
Open Type
Version 1.000
False
Coluna_Rounded.otf
DINPro-CondensedBlack
DIN Pro
Condensed Black
Open Type
Version 7.504; 2005; Build 1020
False
DINPro-CondBlack.otf
DINPro-CondensedBold
DIN Pro
Condensed Bold
Open Type
Version 7.504; 2005; Build 1020
False
DINPro-CondBold.otf
DINPro-CondensedMediumItalic
DIN Pro
Condensed Medium Italic
Open Type
Version 7.504; 2009; Build 1020
False
DINPro-CondMediIta.otf
GardenGrown-Regular
Garden Grown
Regular
TrueType
Version 1.000
False
GardenGrown.ttf
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
C=61 M=12 Y=21 K=0 1
CMYK
PROCESS
60.937500
11.718750
20.703125
0.390625
C=89 M=49 Y=28 K=12 1
CMYK
PROCESS
89.062500
48.828125
27.734375
12.109375
C=79 M=62 Y=42 K=37 1
CMYK
PROCESS
78.896767
61.556417
42.481115
36.859691
C=24 M=59 Y=76 K=16 1
CMYK
PROCESS
24.310672
59.157699
76.095212
15.906003
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=20 M=80 Y=25 K=0 1
CMYK
PROCESS
20.000000
80.000000
25.000000
0.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Grey 50
PROCESS
100.000000
CMYK
1.928740
1.495384
1.715114
0.000000
Grey 800
PROCESS
100.000000
CMYK
65.221632
55.303270
52.748913
55.361253
Deep Orange 300
PROCESS
100.000000
CMYK
0.000000
57.244217
58.300143
0.000000
Deep Orange 100
PROCESS
100.000000
CMYK
0.000000
27.148852
23.279163
0.000000
Deep Orange 200
PROCESS
100.000000
CMYK
0.000000
42.999923
40.073243
0.000000
Blue Grey 700
PROCESS
100.000000
CMYK
72.283512
49.234760
43.121994
33.759058
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 15.00
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 841.89 879.763]/Type/Page>>
endobj
7 0 obj
<>stream
HДWлn9
О_Ohvм"ФЭhћ
ЈDк3oЯgчИVлнN7UЅЎпуиўlЧљzЁшslЎВјж{муЅЦц38еS37=^.uџК|Н|љуOС§уз
$PS*vwф)VЙрkд
9ђЅs аиs+!~p
SюўщђхOOС§ўпёїѕ\ц
Ћ|ХжIџђЗmЉ С§хЯ_ўpnрRvёОrЫ>ruB ЦуZЙРеsђR]i0ЉВЛПм0/,ЩG!Wr№EtWЯЉИg'QШб
~о_n%ђА WИХЃTЇ%пH рё8мФЧЎ[Kј}Х VR3N|№Љб IКс<^ГчК9xTФC#зрїm$яС/ОbXЛПЛЁЧ!3SuLьЗ <РўнЯюЫOС§њр~јй}rъзџўЙЬbЕ+BtwHѕ5?#EUїїЫWGЖ0вО}КџsСзу
v|uE*7БОpРчD>10zљлў8N іЎ#В'о'МцХ;Я`пPБsу}j%МцЦ`МЯ
NNэnМѓЂUњЙI
вDфбHСKЎЏyёJЊLшЭшЃйKzгz|§v7pЗнј.ФЕ/F4В
оuDF3D~#qПЇ62ю)ѓЙYUксgбг]§;)шwЄОыЊУЪЇ6DЖЗяЇяЊAжЉ
ОэGD/HЧзoЃpжBз АЏ§;дЄфubЛCKаAlб3P:hШnе]Т2ЪыyС`аKZ0Й`ЌСэxИ"Ц§Aр|F$%tтСДоЋ NTјСЊџЛ ~+*ЖаLT$<ЎНeтJ &§О/ъкиї1c2cКТмЉЊ"G§DuыDЛTvЪ5+&жOАEe0ЉЉvнЦЄIi6FX&cZГaЖo;UДnF1B*Z њ_ЌFы аЖdћЮю?ІифЫЬ6ћЯfrэA)TЩб,vВђЋвw73дЮ3ч{
]Ѕt@Qэа$KГШ#СЬhSR:ІХшХSСT%LбЋY
НлRHСкsCkЙbP|ВуjЯОлы`Ї3яК:Е7фЉЯђ/КБYюп?yV)nr!Ц`еоDТцd?-иЋoг2,dqVbВSzхHєпDd^Йчйr/КdюВEB,f >y,IїтyxЭсЁdХ.YпЛидs_уiРоiБЈLыPвHG:}+:pЄ/*!РДиOзGњШХуыZDnD*ьќІєGm:HеVsTРијZ$^4МLЙ}SDzТK#hЁоNГсjЛТиOБ4O=
]уёvю№КуF 2$єУ`"БЯQєА'lHHм
tяRMZю)Њђь+вHД
$gјkMHзГoHlЦULZРoNШчІвдЛрBЎ=* Д5л (дЌЇ1 RыЈ-i
Г3ЬТДЌ
њIщ$F жтѕЇС@њжёњР фPxйКиѓфPQДYЇ&]д^й\BатH`(+бT љM&ЭоЄК>B##Ѓь.гі
эћH_ИCбWЄ