%PDF-1.6
%âãÏÓ
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
HM80-2-EN
2020-11-23T14:34:18+01:00
2020-11-23T14:34:18+01:00
2020-11-23T14:34:18+02:00
Adobe Illustrator 25.0 (Windows)
256
172
JPEG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uuid:0a31910a-580e-4cdc-8e63-f7bd786c5e9f
xmp.did:7d4f8538-9428-7041-a851-b6ac0b2facea
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:34fa5b12-a13f-4220-b201-50b093ad6158
xmp.did:5e64b277-d554-2e4c-8fa6-cc7c312b641a
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:35a5ba11-08aa-5644-aa2d-418203dafcc4
2020-10-21T09:18:51+02:00
Adobe Illustrator 25.0 (Windows)
/
saved
xmp.iid:7d4f8538-9428-7041-a851-b6ac0b2facea
2020-11-23T14:34:15+01:00
Adobe Illustrator 25.0 (Windows)
/
EmbedByReference
O:\GENERALE\PRODOTTI\MODULI\SITO MODULI EN\Contenuti dei file AI\49203.png
0
0
EmbedByReference
O:\GENERALE\PRODOTTI\MODULI\SITO MODULI EN\Contenuti dei file AI\WEEE_symbol.png
0
0
EmbedByReference
O:\GENERALE\PRODOTTI\MODULI\SITO MODULI EN\Contenuti dei file AI\HM80-2.jpg
7D29474693B7A048F2B35EAE641B5CF8
xmp.iid:BF06C728122068118F62B2C70FD42964
EmbedByReference
O:\GENERALE\PRODOTTI\MODULI\SITO MODULI EN\Contenuti dei file AI\images.jpeg
0
0
EmbedByReference
O:\GENERALE\PRODOTTI\MODULI\SITO MODULI EN\Contenuti dei file AI\images.jpeg
0
0
EmbedByReference
O:\GENERALE\PRODOTTI\MODULI\SITO MODULI EN\Contenuti dei file AI\images.jpeg
0
0
EmbedByReference
O:\GENERALE\PRODOTTI\MODULI\SITO MODULI EN\Contenuti dei file AI\images.jpeg
0
0
EmbedByReference
O:\GENERALE\PRODOTTI\MODULI\SITO MODULI EN\Contenuti dei file AI\images.jpeg
0
0
O:\GENERALE\PRODOTTI\MODULI\SITO MODULI EN\Contenuti dei file AI\49203.png
0
0
O:\GENERALE\PRODOTTI\MODULI\SITO MODULI EN\Contenuti dei file AI\WEEE_symbol.png
0
0
O:\GENERALE\PRODOTTI\MODULI\SITO MODULI EN\Contenuti dei file AI\HM80-2.jpg
7D29474693B7A048F2B35EAE641B5CF8
xmp.iid:BF06C728122068118F62B2C70FD42964
O:\GENERALE\PRODOTTI\MODULI\SITO MODULI EN\Contenuti dei file AI\images.jpeg
0
0
O:\GENERALE\PRODOTTI\MODULI\SITO MODULI EN\Contenuti dei file AI\images.jpeg
0
0
O:\GENERALE\PRODOTTI\MODULI\SITO MODULI EN\Contenuti dei file AI\images.jpeg
0
0
O:\GENERALE\PRODOTTI\MODULI\SITO MODULI EN\Contenuti dei file AI\images.jpeg
0
0
O:\GENERALE\PRODOTTI\MODULI\SITO MODULI EN\Contenuti dei file AI\images.jpeg
0
0
Print
Adobe Illustrator
False
True
1
210.000000
297.000000
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Calibri-Light
Calibri
Light
Open Type
Version 6.23
False
calibril.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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 26 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
24 0 obj
<>stream
H‰”WÉrǼÏWÔcÍÚ—›ƒ”B’—DØËဆ kHX dÙïÌ|Õƒ(Ú&œ®ì®åù^=ûæ…{ö‡Þ=ÿü…Ûý¸ó®ç°ôáÊ(KlÕO|wµû³{·óKLÎ/#ó·õ€ßP»ûa÷ìË—Þ½y¿ûÑáþWj]ÆÝžä‹;¼ÝñËÛÝy‰e©µR\ºï ö¥Œê
¶0ÄeÄá»Ó›–
W‡´Ä7/Ê2RZ1ä(KîƒAö¸Þ½Þ}+Aøï‡ÀÉcNkÅ¥´ÔRòFຄTMܶ4Ïç}Í…%Ö1ÇP#eJ)„½ŠK‹ÁÍÅÄ"ÛÔÀ'Ùè¸K©e"îYæjÛ¾‡!;ó8‘IcëM¿ƒi‹÷r¬ˆ_~…ÕÆíÇÒˈ.ìâF{¿øyñÀÉ|Àïx_õˆMIÅA2\ík6ÔºM²GïœKqÃ’"æ&8.ò+"ŽÆ‰ƒbŽ6Ì¤Ø JŽìÎ
S–½`\DXÕR³|È®->ë[ >¸'ˆ9ÙÄ
±ÛùàH€ªU9€‹þK¬4ÄHwˆGßkxl,/óxoÆòIù®Èf+/…=„?
š±ÈjÁ@o2áÐÎ;g=â &E`Æ@NĘé‚4(‘1V’-‚H'ä"Á½&Æä§DQ‹#1Šjy”ôöc4izD,пžîàDf“+*ÐðÒÒ ïs!7¡'NÍÔ>,-P›4hJIRL¿$’ÀR3~ô–ÅKO}RJšï35¢Û¸À#¯Ìoæ/ã&©¶J'³Ë4Kz¢³T®«ÊY*WSYZzÓ¿©V•³TÎSe?¤r3•«T.¦r—Êuª¤røeûÿÔÙbÕ)ýíîùÅš ƒ
ñ?»£1.^ï4l]“ºËq©´RIÍ]¼Ýýå쫯/¾xñÕï¿øܽßÛgËÝ1x¶÷Hn