%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
TICINOGUIDE_bike experience_5 Luglio
2020-06-29T16:49:58+02:00
2020-06-29T16:49:58+02:00
2020-06-29T16:49:57+02:00
Adobe Illustrator CC 23.0 (Windows)
180
256
JPEG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uuid:950efcd6-e1df-47d7-b02b-bb7ed15862ae
xmp.did:4f4c643b-22bb-704e-8f8b-06d0b1e7cf76
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:60480168-99ff-4c61-b6be-0288b89b7b07
xmp.did:769b5075-71e6-044c-b3ed-e478b3549396
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:5752fd58-df40-0f45-9480-eafb91ecd04c
2020-02-20T18:48:24+01:00
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:4f4c643b-22bb-704e-8f8b-06d0b1e7cf76
2020-06-29T16:49:35+02:00
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
C:\Users\MRTGNN\Desktop\locandina-20200626T111958Z-001\locandina\5a1bf9c4cb7472.8398912115117828528334.png
0
0
EmbedByReference
C:\Users\MRTGNN\Desktop\locandina-20200626T111958Z-001\locandina\5a1bf9d4c9cfc6.7850412515117828688266.png
0
0
EmbedByReference
C:\Users\MRTGNN\Desktop\locandina-20200626T111958Z-001\locandina\kisspng-cycling-bicycle-clip-art-pictures-of-bike-riders-5a8882ee1a8975.8469748615188958541087.png
0
0
EmbedByReference
C:\Users\MRTGNN\Desktop\locandina-20200626T111958Z-001\locandina\74475953_114569626659114_3934424393731538944_o.jpg
0
0
C:\Users\MRTGNN\Desktop\locandina-20200626T111958Z-001\locandina\5a1bf9c4cb7472.8398912115117828528334.png
0
0
C:\Users\MRTGNN\Desktop\locandina-20200626T111958Z-001\locandina\5a1bf9d4c9cfc6.7850412515117828688266.png
0
0
C:\Users\MRTGNN\Desktop\locandina-20200626T111958Z-001\locandina\kisspng-cycling-bicycle-clip-art-pictures-of-bike-riders-5a8882ee1a8975.8469748615188958541087.png
0
0
C:\Users\MRTGNN\Desktop\locandina-20200626T111958Z-001\locandina\74475953_114569626659114_3934424393731538944_o.jpg
0
0
Print
Adobe PDF library 15.00
1
True
False
297.000000
420.000000
Millimeters
FuturaBT-HeavyItalic
Futura Hv BT
Heavy Italic
TrueType
mfgpctt-v4.4 Dec 29 1998
False
futurahi.ttf
FuturaBT-ExtraBlackCondensed
Futura XBlkCn BT
Extra Black
TrueType
mfgpctt-v4.4 Dec 29 1998
False
Futurxkc.ttf
FuturaBT-ExtraBlackCondItalic
Futura XBlkCnIt BT
Extra Black Italic
TrueType
mfgpctt-v4.4 Dec 29 1998
False
Futuxkci.ttf
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
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=34 Y=95 K=0
CMYK
PROCESS
0.000000
34.000000
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
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 24 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
12 0 obj
<>stream
H[Wtpi!h!Wu
2y]Y W=uxv7yݫ7%9D_c]a
_u?OᗥsWSXS %E5QORKzܼͿvv27ZՅ>r[w!փůw{7ܫwߺ7,y_[3~e{7/JX0fZX[(ݍQ?t\R\kw0|vBLɚ2cx\K
HyM5m;qtM
qQG%5ݥi3r9]XK`#I$ X*^}5a_`0dVl粎)SL
:'1Ce
6`|&w_L@k+s0;&l (XDXcfG%X9;V ~e OXɣ;_ג2V̎ٓE&˩DÎXmX`nՌAf"x\d-
-5JDu`+kWE:3Ό
#N$Yn`
-S^G@9 dY&[1,t/ B&@Bu7gkK)/n!oOi
\?Jd{<ȺS"䙨