%PDF-1.5
%âãÏÓ
1 0 obj
<>/OCGs[16 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
programma_2019
2019-08-22T14:07:39+02:00
2019-08-22T14:07:39+02:00
2019-08-22T14:07:38+02:00
Adobe Illustrator CS5.1
256
152
JPEG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uuid:d6dc96a0-f45b-4268-b35e-27139b916d9b
xmp.did:913D2448D1C4E911A8EB964E67C37173
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:8F3D2448D1C4E911A8EB964E67C37173
xmp.did:8F3D2448D1C4E911A8EB964E67C37173
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:03B0A4D90AB9E911AE55F2AC4323F3F1
2019-08-12T09:14:20+02:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:04B0A4D90AB9E911AE55F2AC4323F3F1
2019-08-12T09:26:38+02:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:C51B7707AFBDE911B8ACB5D2B4C868DB
2019-08-13T11:45:05+02:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:F1351E5CD6BDE9118E09FACBBCECF360
2019-08-13T16:53:44+02:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:10876FA8EFBFE911AA0BA43A93FE3E72
2019-08-16T08:46:23+02:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:88B5879AB3C4E91188BFE57BAF73478F
2019-08-22T10:05:28+02:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:8F3D2448D1C4E911A8EB964E67C37173
2019-08-22T13:37:54+02:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:913D2448D1C4E911A8EB964E67C37173
2019-08-22T14:07:34+02:00
Adobe Illustrator CS5.1
/
Print
True
True
1
9.999838
21.000165
Centimeters
BentonSans-CondensedMedium
BentonSans
Condensed Medium
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
BentonSansCond-Medium.otf
BentonSans-CondensedBold
BentonSans
Condensed Bold
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
BentonSansCond-Bold.otf
JKPolarDemo
JK Polar Demo
Demo
Open Type
2.000
False
JKPolarDemo.otf
HermanoAltoStamp
HermanoAlto Stamp
Regular
Open Type
Version 2.32 January 25, 2016
False
HermanoAltoRound
HermanoAlto Round
Regular
Open Type
Version 2.32 June 30, 2016
False
H.H.Samuel
H.H. Samuel
Regular
TrueType
Version 1.009
False
H.H. Samuel-font-defharo.ttf
Novecentowide-Bold
Novecento wide
Bold
Open Type
Version 2.001;PS 002.001;hotconv 1.0.56;makeotf.lib2.0.21325
False
Novecentowide-Bold.otf
Novecentowide-Normal
Novecento wide
Normal
Open Type
Version 2.001;PS 002.001;hotconv 1.0.56;makeotf.lib2.0.21325
False
Novecentowide-Normal.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
Prozak-Light
Prozak
Light
TrueType
Version 0.005 2003
False
Prozak light.ttf
Avenir-Heavy
Avenir Heavy
Heavy
Unknown
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE Red 032 M
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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
5.000001
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
35.000002
100.000000
35.000002
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
PANTONE 324 EC
PROCESS
100.000000
CMYK
34.999999
0.000000
13.000000
0.000000
PANTONE 325 EC
PROCESS
100.000000
CMYK
53.999996
0.000000
22.000000
0.000000
PANTONE Red 032 M
SPOT
100.000000
CMYK
0.000000
89.999402
86.000103
0.000000
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Colori 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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
18 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 42 0 R/TrimBox[11.3387 11.3387 294.799 606.619]/Type/Page>>
endobj
19 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 48 0 R/TrimBox[11.3387 11.3387 294.799 606.619]/Type/Page>>
endobj
20 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 54 0 R/TrimBox[11.3387 11.3387 294.799 606.619]/Type/Page>>
endobj
49 0 obj
<>stream
H‰ìWÙr[Ç}ÇWÌãůf_üFRˆBG$lòZ©²Êår`%VLZ ”?½ÌàJ‚ÀHe§X²Á9ÀLO¯gºŸ¬ÏÅ“Ës)Ξž‹Å¿RxÆä¢0ÒÊqR¾¸µø«øö%·xúÍ7?Ø0JÉ~x9ükÃðÃR©á~©ÌðöÕÒ„a³TrxÝ~úeé‡7_̘ÑÂI‡×)E÷ÁŸz¡1Ý…çè‘ê¨Kü¼šÐ¶gW+qyq¸=Jš1*¸t[¾øq™†×‚LøéõRéá?øq¿Ôvxa£Ÿï_½]žX5¼]9¼oî_‰S²ôG?ˆ¿Ý¿F£—:yëë£íWéößÀÇ´z¾ÔrÀT¹Xl~0cÒ*íHÏÖŸáÏõ嘰~ŸÍ—hóé2Æa¢ß¦†-ÎVט
nEQÏ/®xçœÔ÷Šõ‹c2’k/pY‡$œƒ_¬ãÊã‚;__ݬ¯¿{¦ƒˆ%{EüeaÅoÀE"{ZhkF¥’λQ+ÅæŽvÓçh½¸EzñÊW¤àËÖÎá¼X ìv6ˆÍ¢`ëÌ8ª(²˜ `¬|EF¸;/oq ' ª"=ŽÉŒ 9ß#¼´!ÌÚÝv˜?Q,zHRA¶Ÿ7ÀÀ½¿Ü˜’CÙÑûà¶ýå\@XBS"‚db¤…´.Cv ÐVުƵ`à3¸<±cP–Ë‚Y µÈò3Ú,òõ“ÇP·Œe"‹ô
Üd çî
nQ”º¡rº$D7ø7‘9(£Ú†Ô