%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Un Dono fatto a Mano_Planimtrie_Natale_2017
2017-11-17T10:00:45+01:00
2017-11-17T10:00:45+01:00
2017-11-17T10:00:45+02:00
Adobe Illustrator CS6 (Windows)
256
184
JPEG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uuid:9d8e1c92-54c3-466e-bcb8-3a76b0e6c0a1
xmp.did:F06B88D0CACAE711AFB2EC8D709C7732
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:EF6B88D0CACAE711AFB2EC8D709C7732
xmp.did:EF6B88D0CACAE711AFB2EC8D709C7732
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:EF6B88D0CACAE711AFB2EC8D709C7732
2017-11-17T09:58:35+01:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:F06B88D0CACAE711AFB2EC8D709C7732
2017-11-17T10:00:42+01:00
Adobe Illustrator CS6 (Windows)
/
Print
False
True
1
841.889648
1190.549805
Pixels
Constantia
Constantia
Regular
Open Type
Version 5.91
False
constan.ttf
Libertad-BookItalic
Libertad BookItalic
BookItalic
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE Cool Gray 2 C
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
PANTONE Cool Gray 2 C
SPOT
100.000000
LAB
83.529396
0
1
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
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
19 0 obj
<>stream
HW٪}?_Qρ%m
q O!<L@;
CC>K5uhpZ{鯟O,?%'
y>±/OD
M9Aʅha6_V x"h7fk`En5k#ivZx$5+ Ɓo22q"0Ld\y7BB|
qԇ!̊D
i4''2KJv}Pdָ 傡pL.]CخrhVcj1Wc+ׇ6(gKiu,SjQhW4tgҰFxt|$