%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Computing_ECDL
2017-10-12T11:59:32+02:00
2017-10-12T11:59:32+02:00
2017-10-12T11:59:32+02:00
Adobe Illustrator CC 2017 (Macintosh)
196
256
JPEG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uuid:e98facc9-912f-db42-9c6b-754c17dbf015
xmp.did:746820c3-5166-4e67-a35a-73c77916c0fd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:9798013d-7528-4c44-b171-aeb3555d5000
xmp.did:3b4a1c00-d5fa-4136-b160-ff21922ad519
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:63D304751C2068118C1485B2BC71B9C3
2011-02-21T14:58:56Z
Adobe Illustrator CS5
/
saved
xmp.iid:746820c3-5166-4e67-a35a-73c77916c0fd
2017-10-12T11:59:13+02:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Lavori/AICA/SCHEDE/Computing/IMG/Computing Module Info Sheet 2.jpg
xmp.did:37B41BB222236811822A995FD510B5F6
xmp.iid:085c5e60-b81b-4195-ba35-e566eadf49fc
EmbedByReference
/Lavori/AICA/SCHEDE/Computing/IMG/Computing Module Info Sheet 1.jpg
xmp.did:C9627614C7F0E0118834969C12A98670
xmp.iid:b769d4ce-4f75-4f5c-84d4-9da2f298d29d
/Lavori/AICA/SCHEDE/Computing/IMG/Computing Module Info Sheet 2.jpg
xmp.did:37B41BB222236811822A995FD510B5F6
xmp.iid:085c5e60-b81b-4195-ba35-e566eadf49fc
/Lavori/AICA/SCHEDE/Computing/IMG/Computing Module Info Sheet 1.jpg
xmp.did:C9627614C7F0E0118834969C12A98670
xmp.iid:b769d4ce-4f75-4f5c-84d4-9da2f298d29d
Print
False
False
1
210.001656
296.999942
Millimeters
HelveticaNeue-Roman
Helvetica Neue
55 Roman
Type 1
001.101
False
HelveNeuRom; Helvetica Neue 2
HelveticaNeue-Bold
Helvetica Neue
Bold
TrueType
13.0d2e2
False
HelveticaNeue.ttc
Cyan
Magenta
Yellow
Black
PANTONE Process Cyan C
PANTONE 302 C
Gruppo campioni predefinito
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
26.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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
PANTONE Process Cyan C
SPOT
100.000000
CMYK
100.000000
0.000000
0.000000
0.000000
PANTONE 302 C
SPOT
100.000000
LAB
21.568628
-13
-28
Grays
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=100 M=0 Y=0 K=0
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
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
Brights
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
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 19 0 R/TrimBox[41.1732 41.1732 636.454 883.063]/Type/Page>>
endobj
11 0 obj
<>stream
HW]o}篘ȅ=&gHٗ+U]5VKH*}~fҤ D8s~/z_.ex̵;o\)/ylx[|{^(X(|.܈eUmMjy0]:2Idoeglubk?LgIe%Y.Id%6&M ? ;FwF*y2EdWy0YAa2FΊ fO[co7!W w"go].Ւ]//߿][6\\^Ă݃t]鍜ywq?7?`}쥈b*nqnvk٪~4 N $)Y̘o(Τ=H;A.u Hui-uBqfhVW&3OO[Y3H&"epEiZ@!`.$5!b
(d4&٦؛jKM$ sl1V!^⟕EViKH)*dLA&3\f)Nܒ)6Ǭ.Rr<`S]|Eb Q
y 2{e}Our}9ꪪIE`waϴhd[:3DpP~X,+6dGW~~l4+Λi{^p?3d
I*9k9u=Ն39xL@hs
,; AjL}f'qlSvy,kS>O)Q (Mܕu&K
+۠+-PCťЉ%,=Hyߨ:>M)%Rm54Bz7Fb+kolzBKM^O+ˇ
Z;%alz?D 6֥A%91G)E9Rvf qa,Z3' s>:w(-/. &MD$2kY\Y> 'PoREޡ#@T?RQ⊸Y͓_]6ښGZ%1GyyxCH(}1+><"g[1ru\}r<#u]6R&)b0N /.f?{qcś7v`1,kƺJM%p" {f֗AaTcIulFeU[@7E0I@4d^Ȝ~4Ɂ6 jv<5~dVȌqjunkr6Z2z__ `?(;)1Gܮ4Smv]S3^שXxFmC`";d؇f0.+^ܬ锔jm=TV
^=KzoR.IM }x#/;S`OSXLYUW2.=H# dda9dp"ڛ FrNco\G}v؈tnhL+hYa){DD&Ӈ$"8 j[:k:/'\b%|@t* << `\bR -ij`,lB2y
y!)
^C!\R5[% 8 (F\Ŵy dr