%PDF-1.5
%âãÏÓ
1 0 obj
<>/OCGs[11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 16 0 R 17 0 R 18 0 R 19 0 R 20 0 R 21 0 R 22 0 R 23 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Microgrid_infographic_A4_v2
2016-09-05T11:27:31+02:00
2016-09-05T11:27:31+02:00
2016-09-05T11:27:31+02:00
Adobe Illustrator CS6 (Windows)
188
256
JPEG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:200b5fc9-2eed-45a0-b37a-bfa851f9b53a
xmp.did:BB3360AD3A73E611A191878A109EA11E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d458daf2-bfb0-4dc9-bced-1b01e0725f71
xmp.did:8A9AFAB78C6EE611BB2CBCA30D3FBC1D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:8A9AFAB78C6EE611BB2CBCA30D3FBC1D
2016-08-30T10:35:34+02:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:BB3360AD3A73E611A191878A109EA11E
2016-09-05T11:27:19+02:00
Adobe Illustrator CS6 (Windows)
/
Print
False
True
1
210.001652
296.999959
Millimeters
HelveticaNeue-Light
Helvetica Neue
45 Light
Open Type
OTF 1.0;PS 001.002;Core 1.0.22
False
HelveticaNeue-Light_0.otf
HelveticaNeue-Medium
Helvetica Neue
65 Medium
Open Type
OTF 1.0;PS 001.002;Core 1.0.22
False
HelveticaNeue-Medium_0.otf
HelveticaNeueLTStd-BdCn
Helvetica Neue LT Std
77 Bold Condensed
Open Type
OTF 1.029;PS 001.000;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd-BdCn_0.otf
HelveticaNeueLTStd-Lt
Helvetica Neue LT Std
45 Light
Open Type
OTF 1.029;PS 001.002;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd-Lt.otf
HelveticaNeueLTStd-Md
Helvetica Neue LT Std
65 Medium
Open Type
OTF 1.029;PS 001.002;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd-Md.otf
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
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
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Blue-green subhead on white
PROCESS
100.000000
CMYK
87.292305
37.680599
40.567600
8.050700
Blue additional
PROCESS
100.000000
CMYK
27.927101
0.000000
1.245100
0.000000
Blue subhead on black
PROCESS
100.000000
CMYK
51.332897
0.000000
0.308200
0.000000
Orange headline on black
PROCESS
100.000000
CMYK
0.000000
71.288597
100.000000
0.000000
Orange subhead on black
PROCESS
100.000000
CMYK
0.000000
36.929901
95.327698
0.000000
Blue head on black
PROCESS
100.000000
CMYK
73.330299
31.665501
0.000000
0.000000
Orange subhead on white
PROCESS
100.000000
CMYK
18.066700
84.634201
100.000000
8.294800
Orange head on white
PROCESS
100.000000
CMYK
25.299501
93.545403
100.000000
24.008501
Blue head on white
PROCESS
100.000000
CMYK
100.000000
74.505196
28.467199
11.883699
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
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
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
25 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 36 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
26 0 obj
<>stream
H‰¬—ÛŽ\IEßë+ÎÔqÞ/¯x$…Ð<ð-˜ØŒ$ÿžµwæ©*cñ€,w÷Ž·ŒˆŒx÷û÷Ç»ïÃñ«ïÞ·pøßúñ×Û»ßüŽÿabõL#£ÄsÌãïºýùöýN¼[çã>†¤ãq<DÕrÆÚŽœÒYR?*Rbª´s¦´ÄHméçDx2oÕ)γ_Ì¿|‹!!Û¸?3Ër"ʉw¿þŽï~¾ýá¡å—#ú¯x”TÏ'„qÖšûñöÉŒŸn÷ر>÷r¦^OB:+'>ÂÏV&ý„m(8GÏøž{çg MqÀÂßÉÉ’åø€Ò¿ðÿ·Çÿß
-?`Ëÿ©‡þ”ò9ã,G!Ø¥`êC8î\}IÒ¼¼s'Ç…ÂÙ¸k1¿Ýrgë\xçHæôaF+¨ńš6¡õ±ŽÔá!BQLêQ b›ÚÏ<º)6égiQ„‘
¬F#æ"õHÌ·Û紾Ɋg%R†d,°§‹»Ì,ÂÌó!,qùe{ŠÎDfñæ»!Á¸QÐÐ7wè&ô%+ÈZÏÚ‚³¦ñ0$7ÚìÕ
¯Úªº»Û‚죨ĩˮ9Ÿ†”VEèåéÕ8Ã+ ™ž’9‘ª¬!²î*9VÂÆW¬ªH¤„q´y&i&»G/G'º
_HghùèéìÜÞÛ-MtÎF·ÁÇÁÅ–öCPÈÁ>«`Å/ÁBï öáãÄÀ)‚Š/p&Aâ_Í=ÆÒÖu¡9Ñe2(]EìÄ XÆ+J3mm*ô^ÝÓtœ‹¦0:Vq'iô³‘2}¨´€§Û9ÏÁB_ß;…„à®°£®u‡¢s¥ÓΩ
’c7‹ª •ºPŽE¥ÅÏs6Êý™`#@-¸ƒ¸|ñ±¯`™`<ŠN«ò«¯*7»©Ã\Eˆ¸)‘ÞTäªU¥ˆ‹ƒ`R×už#ëx˜ÑÒÑp‹”ˆ}b·òFM#âVîé‚—»åA {øîU—ˆ¤_E
•4¹PØùТ =¿'–,ä¬ ®Du-]W¡ª¥DŠy`°¶qÄ‚ÍÔ˜ŠšˆÃAù§ºv_¡.BÁA÷’?Ñ¢„zu(¸©Bú£´¡>å]Q™ÇÁÛǵ²˜k6{$_²|Î#rt9¶v%ñ+õ»aXµ:³}Ë[Õãióˆ¹a{œ<#1Óm(1Åsݾê