%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Calendario inverno - primavera web
2019-12-18T11:00:53+01:00
2019-12-18T11:00:53+01:00
2019-12-18T11:00:52+02:00
Adobe Illustrator CC 2017 (Windows)
256
92
JPEG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uuid:b6fcf21f-c299-45fa-9c02-cd57789dc8cc
xmp.did:88047ef8-df99-934e-b2ea-2d4ce40bd670
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:122a586e-3ff0-47ac-9305-c2e8012b4a7a
xmp.did:bbffabc7-60ed-8845-83b9-a23281aac743
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:88047ef8-df99-934e-b2ea-2d4ce40bd670
2019-12-18T11:00:50+01:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
C:\Users\Utente\Desktop\Varie\Calendario FBI inverno - primavera\Calendario FBI inverno - primavera stampa-2.jpg
adobe:docid:photoshop:e16cbd41-217a-11ea-8b2b-ecf4c08a38e3
xmp.iid:65c98324-072e-ca4f-a983-db20dce7a3f5
EmbedByReference
C:\Users\Utente\Desktop\Varie\Calendario FBI inverno - primavera\Calendario FBI inverno - primavera stampa-1.jpg
adobe:docid:photoshop:e57ef8e9-217a-11ea-8b2b-ecf4c08a38e3
xmp.iid:d0ee0f2b-848c-dd4e-8077-8f5e46847334
C:\Users\Utente\Desktop\Varie\Calendario FBI inverno - primavera\Calendario FBI inverno - primavera stampa-2.jpg
adobe:docid:photoshop:e16cbd41-217a-11ea-8b2b-ecf4c08a38e3
xmp.iid:65c98324-072e-ca4f-a983-db20dce7a3f5
C:\Users\Utente\Desktop\Varie\Calendario FBI inverno - primavera\Calendario FBI inverno - primavera stampa-1.jpg
adobe:docid:photoshop:e57ef8e9-217a-11ea-8b2b-ecf4c08a38e3
xmp.iid:d0ee0f2b-848c-dd4e-8077-8f5e46847334
Print
False
False
1
419.999583
297.000083
Millimeters
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=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
7 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
8 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
14 0 obj
<>stream
HA
0M^BIR".<+c?v,ij/sF)82~,8RCSxx16.Ez}D$Xד *
endstream
endobj
16 0 obj
<>stream
8;Z,']lN-k&Cpq/'fj^$B&$[\huu7:N-opQ>nal$XX^0q&D%b5c>HCk`i`'2aD22C
f"!e@\k9-LCUC:/h$$B#'PTp0dU_=E5oRPugOB;&5A:u%2/(1kTRX0NQ]e(fO"lN*
b<^X)&*C@]$58="'1]rb83C(md*A>2`uJBTi4Bs`Z+'gnn]#bETq#E6#7#.^Zrh1!
+N:%cNZ`b'K-QoZ?X13Q-epnE:'53D[N"GVnY-9;;"?<6"f.Q:JW/JWG7?jQ1pNh]
A"qapQFuqn(\VAlMClEl+beZ&NL&9]>:YXB:C]a:B_(5`cScW$O2jOk@:HDA6r]>=
q9rf\;
3_de"#ok!5ZkQ%;"]SVCfD7jG@U&pH4nYe1*RoYeL&:YFG:oOc%A%`93sBALIdNCF
C7&sn8fC_d`,mgX^i[r:\9Z7!PEZt[N[jTD6>0MQQQ#fr].k)L"%d_!lIbV8d#+AdoGae7Y!i%
R&8@3np#K3JY31qX6h`N17nJiM0t/R4FkVkFF61k@%'<74++W/[pWrB#VG+I3gq*A
\)Xr:KSLUWg3kE^(\)$XBmV$$J+q*Bm%FK7LM7;\lBn;BC;4YXAa3NskP.,1H_MnE
9Ti+K7n):`t7u6?]H'VuTQ6n).K7\Oe-n0'cH7h^T*SW-YnE42,mQ;4^HWB=")pVa=FK"4>gW[6'o/3%/jGK
d\'[pM7nku"&/sbSpSnobpg`R;lHKq4KZK1M+P"$L%&l\1k,DBRO_$)'J$[kf!7#=
dWSF6lkoc0o#iEk@uH0p'rm"GMAuX[.;[bs<=RnJ1;DsPG&jr!OAs`-5k=80$:g@c
79+fqpP9a2Jp1:SaXk\b#^c(UbT8)N<,s^fq'JSD\(N[;2Pt6K-%kOBl*5Z/.V&fEAE+kp_N:2=oJJe$4WrT]8lVct%:s?Bd>ipm>AT3TWE2;W0,m
;%CE-77#XNaja1\nr8Fh0\sP)HLi_DbnGQ2TcXX4-D`^dW22jCUMZJhAa9h>
[U"l*5G!hmK@%`"Z&JmTg5n6j*77O!YA2+'](aWdu`UO6Fh7-A@N=q'OJ@"sMcLP_d4"c4+L7@7Arrr2H)?C1\P[N6_:_MImh8rp-bBV::g@I%(7_C8n_'R@
:Z,7+Q=b)#9F5-rFf_fIVYdA@ph^_^c;'9m8^@Sqk.TsmlNTD=YZZp4OSV0kgR?8B
on(m3^?7$Z^icJ]O$s3fdj0:JjB0Z/0K!4ur0Z]-Fu_ldT4*u$.RjjM2'O%1TPZ'-
(T+X8M(b_;%3amq?$:PaJ.F#^P:Ip_RtN40;*h"\64cNeRAjV0-Qg=1o>TdlkVSOn
hkR2.58&@]AY#p@V;K0IRj=$A+pitfbW]NS8/<%Tr4b:i0=sZRPrchA05S)eJf-+'
0-F1c8[\?KG!H0H[PUPd5Kai971kn!Fl3d3X/dSN\tA;OCj-r9J#!(:E:_Up[JCTW
m7L3SZS](gJ"$*oeX>"O>3U*r"-B1Z`Ou@CX!!V*XNM6:*`1L(FiF9oI.Qi(c0L=(
>0m!&A*P=tao@$rC9f9,DH6lXhK6]8cI+NLdjg-VTiP?FC-,m?JhSob@?/SSd;"_q
P&d>[lq!ruUR#+^7r5IH9^+IWZW'U"7BNMrPP,B@e"gT`8T&UJhi[C3j1`TTIc?_G
-AtQ?.s;_mr?r5!#W;!['MA;m>^9f4L.S
endstream
endobj
17 0 obj
[/Indexed/DeviceRGB 255 18 0 R]
endobj
18 0 obj
<>stream
8;X]O>EqN@%''O_@%e@?J;%+8(9e>X=MR6S?i^YgA3=].HDXF.R$lIL@"pJ+EP(%0
b]6ajmNZn*!='OQZeQ^Y*,=]?C.B+\Ulg9dhD*"iC[;*=3`oP1[!S^)?1)IZ4dup`
E1r!/,*0[*9.aFIR2&b-C#soRZ7Dl%MLY\.?d>Mn
6%Q2oYfNRF$$+ON<+]RUJmC0InDZ4OTs0S!saG>GGKUlQ*Q?45:CI&4J'_2j$XKrcYp0n+Xl_nU*O(
l[$6Nn+Z_Nq0]s7hs]`XX1nZ8&94a\~>
endstream
endobj
15 0 obj
<>/Filter/FlateDecode/Height 842/Length 664497/Name/X/Subtype/Image/Type/XObject/Width 1191>>stream
H]TgXM&b
&j]Zr!IbFcD.,`Cw9;g.RK&m1FS~v9gf,s;3Pf
<