%PDF-1.6
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Scheda tecnica_CALIDO_158640045
2021-06-09T11:21:55+02:00
2021-06-09T11:21:55+02:00
2021-06-09T11:21:55+02:00
Adobe Illustrator 25.2 (Windows)
208
256
JPEG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uuid:5bcda18d-b211-4373-b328-cb623c8e38fa
xmp.did:d081a321-fe45-d545-b4f3-34e61cd191ed
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:7fe3941a-29cc-aa4f-9a88-dfe537122d28
xmp.did:7fe3941a-29cc-aa4f-9a88-dfe537122d28
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:7fe3941a-29cc-aa4f-9a88-dfe537122d28
2021-06-09T11:11:08+02:00
Adobe Illustrator 25.2 (Windows)
/
saved
xmp.iid:d081a321-fe45-d545-b4f3-34e61cd191ed
2021-06-09T11:21:50+02:00
Adobe Illustrator 25.2 (Windows)
/
EmbedByReference
D:\Lavori\Melchioni\Pack ARIA CALDA\Calido\CALIDO_48682990.psd
adobe:docid:photoshop:554d14bb-1a59-2d4a-9c1a-97edd3035363
xmp.iid:981d208b-0950-0f4b-b5bf-0788597fa54c
Print
Adobe Illustrator
False
True
1
210.000000
297.000024
Millimeters
BalooPaaji2-SemiBold
Baloo Paaji 2
SemiBold
TrueType
Version 1.640;hotconv 1.0.111;makeotfexe 2.5.65597; ttfautohint (v1.8.3)
False
BalooPaaji2-SemiBold.ttf
Ubuntu
Ubuntu
Regular
Open Type
Version 0.80
False
Ubuntu-R.ttf
Ubuntu-LightItalic
Ubuntu
Light Italic
Open Type
Version 0.80
False
Ubuntu-LI.ttf
Ubuntu-Italic
Ubuntu
Italic
Open Type
Version 0.80
False
Ubuntu-RI.ttf
Ubuntu-Light
Ubuntu
Light
Open Type
Version 0.80
False
Ubuntu-L.ttf
Cyan
Magenta
Yellow
Black
Gruppo campioni predefinito
0
Bianco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Nero
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rosso CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Giallo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cyan CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Blu 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
Grigi
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
Vivaci
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]/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
7 0 obj
<>stream
HtWKoЙМПbЩAГ$ЭЧ1Щ&С r69v"лXйЩяOU5g4w!Уkи$неў|KѕКз27ОюMл{ЩлѓуэлчлЯЗўќїД§ыыmVлЇaЊ-сoДОчfЭmw}южFn5oЅфНЯs{јtћсЇOiћёЫэoјћ§§-imоўsюћУ§=?мППеЊIќдБчб|ы8Уљvџщі?ќю/?§јзпоџKr,)БЄ\иићАЎ%їЯОќяёѓЗOяО}y~мп}њј№eэRbДнхНlїџФ!!АНїyћ№јюлу3EгвlкgяQх
юя-6ШaќTпЭaОЪ3L#Эп=Пћ>~§іёсУуыУsнS5ЌцёТџ}~ќJ?оУњАsЭћ8ќгЖЛ
џP+YДБ'иМЖНЅйh{N|КнAпL+I@юѓчн}{X
№DlOr'7h
Vп$ЌEЃЯq]оlХг4PйnУaа
'Рy ЅЕSЂЊ ЭIСд)hyw0@KlЦЙЃpэV_укVv|V=_QесAѓv^TЋЮLUaДЪe2VPЫЕCіMвњ И?l)9lГ§МцО(MЋЕјсі1tqј vЧћ_<KвКЭзzЮк3ЗёЄЉ+<§гЁlу
ТЕм^zq=гUЮб/нbrЃ:їдЇНмжs]"FPfBющVvоB%уЈsј§YcGЂдзЁ3нјуrbі)_Ж~ QІqЮDtв> и?мѕВДOuЄ=Че/sIs]1sЖЗ:ЧФ\ 51iЬаЙI ФнС*ІёЛкa<в
-чd
№УэЙ*^D1ь Срa/sTљ"$FЂм[ѓ{Тќљ{W+Gј!р њфf|8ЇќШЬАШpBw+0прtR
MyRЪи&Ѓ"яОu'Єл|бZј*ѓ$1N
+ LнYгeў2c ЖАПЃјdH<є7й|Аv2\LDUЁXctГ(`ЙЫ{.l7^ЁФLSил9ЧђщКcьЬ#ч+ЦЫИwоЦи{5]/UWГ5жЄњbjЇщШћ9.M+е 2єPШЅшjЪнЪЖцЌm]~qb2uzсоH:%їUУЏu_ЯИlБЌ0ЫхcUvыЋKc
РV3чЪpW ІрЇ: жXLb ишР|ђГФMln}ЭїЌЂFїnsѕшL{YгЮ+dуТZ=Ќ.qWѕаШbЏY
и,ГЙМоBл]Uк}Ќlїл@M(й идz