%PDF-1.6
%
15 0 obj
<>
endobj
58 0 obj
<>stream
application/pdf
untitled
2012-12-12T09:39:04+01:00
2012-12-12T15:29:08+01:00
2012-12-12T15:29:08+01:00
Acrobat Distiller 8.0.0 (Macintosh)
uuid:a002a23a-4c56-427f-818c-2999002e5242
uuid:cc544b66-4dcc-4353-b231-c52ad655fd8a
endstream
endobj
54 0 obj
<>/Encoding<>>>>>
endobj
11 0 obj
<>
endobj
16 0 obj
<>/Shading<>/ColorSpace<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/ExtGState<>>>/Type/Page>>
endobj
19 0 obj
<>
endobj
18 0 obj
<>
endobj
17 0 obj
<>
endobj
48 0 obj
<>
endobj
50 0 obj
<>
endobj
52 0 obj
<>
endobj
51 0 obj
<>stream
application/postscript
Adobe Illustrator CS3
2012-12-11T11:57:13+01:00
2012-12-11T11:57:14+01:00
2012-12-11T11:57:14+01:00
256
120
JPEG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uuid:AE4E8D9F450B11E2916ED6CCE478F570
uuid:AE4E8DA0450B11E2916ED6CCE478F570
uuid:DC6DBF42450111E2916ED6CCE478F570
uuid:DC6DBF41450111E2916ED6CCE478F570
159.999988
159.999988
Millimeters
1
False
False
Cyan
Magenta
Yellow
Black
Gruppo campioni predefinito
0
endstream
endobj
49 0 obj
<>stream
application/postscript
CMYK base
Adobe Illustrator CS3
2012-09-25T09:13:50+02:00
2012-11-05T16:04:02+01:00
2012-11-05T16:04:02+01:00
256
180
JPEG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uuid:C8ABA8BD088211E28418F8F83E2215C6
uuid:BF3B44BB28F411E2AE51E5184D0C52BD
uuid:5C974538FCC511E1893B997036F2AA43
uuid:83D3D6B5F99411E19AFBFB8C96EADB47
Basic CMYK
700.000038
1000.000029
Millimeters
1
False
False
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
CMYK Rosso
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Giallo
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Verde
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blu
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
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
Scala di grigio
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
endstream
endobj
47 0 obj
<>stream
application/postscript
Adobe Illustrator CS3
2012-09-26T13:45:37+02:00
2012-09-26T13:48:02+02:00
2012-09-26T13:48:02+02:00
208
256
JPEG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=
uuid:FD883039095411E29853E95E6C0FBC76
uuid:1EFFE76C097311E29853E95E6C0FBC76
209.902778
297.038889
Millimeters
1
False
False
Cyan
Magenta
Yellow
Black
Gruppo campioni predefinito
0
C=100 M=100 Y=100 K=100
CMYK
PROCESS
100.000000
100.000000
100.000000
100.000000
K=0
GRAY
PROCESS
0
K=100
GRAY
PROCESS
255
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
K=25
GRAY
PROCESS
63
K=50
GRAY
PROCESS
127
C=78 M=57 Y=39 K=8
CMYK
PROCESS
77.820000
56.510002
38.680000
8.139997
C=100 M=85 Y=48 K=19
CMYK
PROCESS
100.000000
84.570000
47.570004
18.940002
C=25 M=0 Y=0 K=0
CMYK
PROCESS
25.000000
0.000000
0.000000
0.000000
C=50 M=0 Y=0 K=0
CMYK
PROCESS
50.000000
0.000000
0.000000
0.000000
C=75 M=0 Y=0 K=0
CMYK
PROCESS
75.000000
0.000000
0.000000
0.000000
C=78 M=56 Y=0 K=0
CMYK
PROCESS
77.650002
55.909996
0.000000
0.000000
C=25 M=25 Y=0 K=0
CMYK
PROCESS
25.000000
25.000000
0.000000
0.000000
C=50 M=50 Y=0 K=0
CMYK
PROCESS
50.000000
50.000000
0.000000
0.000000
C=75 M=75 Y=0 K=0
CMYK
PROCESS
75.000000
75.000000
0.000000
0.000000
C=100 M=100 Y=0 K=0
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
C=0 M=25 Y=0 K=0
CMYK
PROCESS
0.000000
25.000000
0.000000
0.000000
C=0 M=50 Y=0 K=0
CMYK
PROCESS
0.000000
50.000000
0.000000
0.000000
C=0 M=75 Y=0 K=0
CMYK
PROCESS
0.000000
75.000000
0.000000
0.000000
C=0 M=100 Y=0 K=0
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=0 M=25 Y=25 K=0
CMYK
PROCESS
0.000000
25.000000
25.000000
0.000000
C=0 M=50 Y=50 K=0
CMYK
PROCESS
0.000000
50.000000
50.000000
0.000000
C=0 M=75 Y=75 K=0
CMYK
PROCESS
0.000000
75.000000
75.000000
0.000000
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=0 Y=25 K=0
CMYK
PROCESS
0.000000
0.000000
25.000000
0.000000
C=78 M=57 Y=39 K=8
CMYK
PROCESS
77.820000
56.510002
38.680000
8.139997
C=100 M=85 Y=48 K=19
CMYK
PROCESS
100.000000
84.570000
47.570004
18.940002
C=0 M=0 Y=100 K=0
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
C=25 M=0 Y=25 K=0
CMYK
PROCESS
25.000000
0.000000
25.000000
0.000000
C=50 M=0 Y=50 K=0
CMYK
PROCESS
50.000000
0.000000
50.000000
0.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=98 M=72 Y=0 K=0
CMYK
PROCESS
98.409996
72.159996
0.139999
0.000000
C=25 M=13 Y=0 K=0
CMYK
PROCESS
25.000000
12.500000
0.000000
0.000000
C=50 M=25 Y=0 K=0
CMYK
PROCESS
50.000000
25.000000
0.000000
0.000000
C=75 M=38 Y=0 K=0
CMYK
PROCESS
75.000000
37.500000
0.000000
0.000000
C=100 M=50 Y=0 K=0
CMYK
PROCESS
100.000000
50.000000
0.000000
0.000000
C=13 M=25 Y=0 K=0
CMYK
PROCESS
12.500000
25.000000
0.000000
0.000000
C=25 M=50 Y=0 K=0
CMYK
PROCESS
25.000000
50.000000
0.000000
0.000000
C=38 M=75 Y=0 K=0
CMYK
PROCESS
37.500000
75.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=0 M=25 Y=13 K=0
CMYK
PROCESS
0.000000
25.000000
12.500000
0.000000
C=0 M=50 Y=25 K=0
CMYK
PROCESS
0.000000
50.000000
25.000000
0.000000
C=0 M=75 Y=38 K=0
CMYK
PROCESS
0.000000
75.000000
37.500000
0.000000
C=0 M=100 Y=50 K=0
CMYK
PROCESS
0.000000
100.000000
50.000000
0.000000
C=0 M=13 Y=25 K=0
CMYK
PROCESS
0.000000
12.500000
25.000000
0.000000
C=0 M=25 Y=50 K=0
CMYK
PROCESS
0.000000
25.000000
50.000000
0.000000
C=0 M=38 Y=75 K=0
CMYK
PROCESS
0.000000
37.500000
75.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=13 M=0 Y=25 K=0
CMYK
PROCESS
12.500000
0.000000
25.000000
0.000000
C=25 M=0 Y=50 K=0
CMYK
PROCESS
25.000000
0.000000
50.000000
0.000000
C=38 M=0 Y=75 K=0
CMYK
PROCESS
37.500000
0.000000
75.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=25 M=0 Y=13 K=0
CMYK
PROCESS
25.000000
0.000000
12.500000
0.000000
C=50 M=0 Y=25 K=0
CMYK
PROCESS
50.000000
0.000000
25.000000
0.000000
C=75 M=0 Y=38 K=0
CMYK
PROCESS
75.000000
0.000000
37.500000
0.000000
C=100 M=0 Y=50 K=0
CMYK
PROCESS
100.000000
0.000000
50.000000
0.000000
C=25 M=13 Y=13 K=0
CMYK
PROCESS
25.000000
12.500000
12.500000
0.000000
C=50 M=25 Y=25 K=0
CMYK
PROCESS
50.000000
25.000000
25.000000
0.000000
C=75 M=38 Y=38 K=0
CMYK
PROCESS
75.000000
37.500000
37.500000
0.000000
C=100 M=50 Y=50 K=0
CMYK
PROCESS
100.000000
50.000000
50.000000
0.000000
C=25 M=25 Y=13 K=0
CMYK
PROCESS
25.000000
25.000000
12.500000
0.000000
C=50 M=50 Y=25 K=0
CMYK
PROCESS
50.000000
50.000000
25.000000
0.000000
C=75 M=75 Y=38 K=0
CMYK
PROCESS
75.000000
75.000000
37.500000
0.000000
C=100 M=100 Y=50 K=0
CMYK
PROCESS
100.000000
100.000000
50.000000
0.000000
C=13 M=25 Y=13 K=0
CMYK
PROCESS
12.500000
25.000000
12.500000
0.000000
C=25 M=50 Y=25 K=0
CMYK
PROCESS
25.000000
50.000000
25.000000
0.000000
C=38 M=75 Y=38 K=0
CMYK
PROCESS
37.500000
75.000000
37.500000
0.000000
C=50 M=100 Y=50 K=0
CMYK
PROCESS
50.000000
100.000000
50.000000
0.000000
C=13 M=25 Y=25 K=0
CMYK
PROCESS
12.500000
25.000000
25.000000
0.000000
C=25 M=50 Y=50 K=0
CMYK
PROCESS
25.000000
50.000000
50.000000
0.000000
C=38 M=75 Y=75 K=0
CMYK
PROCESS
37.500000
75.000000
75.000000
0.000000
C=50 M=100 Y=100 K=0
CMYK
PROCESS
50.000000
100.000000
100.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=13 M=13 Y=25 K=0
CMYK
PROCESS
12.500000
12.500000
25.000000
0.000000
C=25 M=25 Y=50 K=0
CMYK
PROCESS
25.000000
25.000000
50.000000
0.000000
C=38 M=38 Y=75 K=0
CMYK
PROCESS
37.500000
37.500000
75.000000
0.000000
C=50 M=50 Y=100 K=0
CMYK
PROCESS
50.000000
50.000000
100.000000
0.000000
C=25 M=13 Y=25 K=0
CMYK
PROCESS
25.000000
12.500000
25.000000
0.000000
C=50 M=25 Y=50 K=0
CMYK
PROCESS
50.000000
25.000000
50.000000
0.000000
C=75 M=38 Y=75 K=0
CMYK
PROCESS
75.000000
37.500000
75.000000
0.000000
C=100 M=50 Y=100 K=0
CMYK
PROCESS
100.000000
50.000000
100.000000
0.000000
endstream
endobj
21 0 obj
<>
endobj
24 0 obj
<>
endobj
25 0 obj
<>
endobj
32 0 obj
<>
endobj
26 0 obj
<>
endobj
27 0 obj
<>
endobj
30 0 obj
<>
endobj
29 0 obj
<>stream
hTMo0
;>֠Ji>vF=ƬOv {'h;"%Z;YӲWۛ 8a Uxs~ށzcϰ:dG:_B)58lռjzŲ5 >[XƟ<*M
$KErj헉)b~"~g@0;-Zklf
Ē9_[ᆘuBůW邒UU)OiVr-yKyRsm0K%?
endstream
endobj
28 0 obj
<>
endobj
31 0 obj
<>stream
hD{tUBΝ."G # oIKJ۴Ii4dL&&}m.+u_(GXћǝ3;w~~ot3uiiiwlܜ-{or-[SLNK;39=
ӫz4zީKOK{FR[TTc4YMf87lsMGFkEyQjÔ[k̷ڌ6"RR`,,)5"KĮ(kFݘg-Y
k=KW\a#4ӯ[?1;pP̟2]n~m1N"9T0쑁rG:\nLNC(=|kJz3N/)4pvC
6t2."ڢpȊQq*6Ό_ N. !(l#-M7ޅfK:VJr)'jH
$
!~z"BfT8M_x>Bstma{Ү]Eq$7^b--CD#ʔ\TX
gCV+h*ū/(PP~Zr>:
B`jC{
e&=tSPyuRԞBOͫ+Ȏ=zT]V WgRJǣ8QE!Z։:"-D?CF6UAU)"huwqz~<r.u2M2R|=t5xQ +i%8x$1|}"Or~0
;Jh8iՊt%eEFeroN/-E"L"vhе<+l[H`36z|8nf}}l>Ȅ)&btT%Ƹ!:c_I)<$lz 0|ԪD+5)Ֆҵ+}]DإYz0Gvb%}`mdqvcˑ d?V+5/69˶3Ş{5gBߏ^2e8N }vP1X~2ԭPJZש2^/Thkh<@8
)AKn'y&P]xg-_=*
l5(->t uQ!3)IMP:1|o8!wGOR䱆=| r9[{Yzf)vQxz-PVi*/~D