%PDF-1.5
%
1 0 obj
<>/OCGs[68 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
COMPILAZIONE CID
2017-05-17T15:09:16+02:00
2017-05-17T15:09:16+02:00
2017-05-17T15:09:15+02:00
Adobe Illustrator CC 2017 (Macintosh)
176
256
JPEG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uuid:825c9501-b696-b446-b396-ab004db05633
xmp.did:7031de29-61e8-421d-8062-4c85702b530c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:016f6107-b365-dc41-9149-3dbc471ba9ad
xmp.did:1fa2b56e-b55d-40fc-9ca8-74acc79c959c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:1fa2b56e-b55d-40fc-9ca8-74acc79c959c
2017-04-29T15:22:51+02:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:7031de29-61e8-421d-8062-4c85702b530c
2017-05-17T15:09:14+02:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/massimilianopiacentini/Documents/Tutto M-Art Multimedia/LAVORI GRAFICI/Righi e Fini/Cid/08 Modulo Blu-Constatazione amichevole.pdf
b00e645f-7342-11e0-0000-c981dcb5b27b
uuid:d347bfd6-5ed8-4dfc-b3ea-158700dc0488
/Users/massimilianopiacentini/Documents/Tutto M-Art Multimedia/LAVORI GRAFICI/Righi e Fini/Cid/08 Modulo Blu-Constatazione amichevole.pdf
b00e645f-7342-11e0-0000-c981dcb5b27b
uuid:d347bfd6-5ed8-4dfc-b3ea-158700dc0488
Print
False
False
1
210.001556
297.000083
Millimeters
RMAAAA+AdobeSerifMM
RMAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
IPAAAA+AdobeSerifMM
IPAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
APAAAA+AdobeSerifMM
APAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
HLAAAA+AdobeSerifMM
HLAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
XPAAAA+AdobeSerifMM
XPAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
PNAAAA+AdobeSerifMM
PNAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
POAAAA+AdobeSerifMM
POAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
GPAAAA+AdobeSerifMM
GPAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
ZNAAAA+AdobeSerifMM
ZNAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
LOAAAA+AdobeSerifMM
LOAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
FMAAAA+AdobeSerifMM
FMAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
VKAAAA+AdobeSerifMM
VKAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Semibold.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.otf
DLAAAA+AdobeSerifMM
DLAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
FLAAAA+AdobeSerifMM
FLAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
ZLAAAA+AdobeSerifMM
ZLAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
PLAAAA+AdobeSerifMM
PLAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
XLAAAA+AdobeSerifMM
XLAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
JOAAAA+AdobeSerifMM
JOAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
NMAAAA+AdobeSerifMM
NMAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
VNAAAA+AdobeSerifMM
VNAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
NNAAAA+AdobeSerifMM
NNAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
ROAAAA+AdobeSerifMM
ROAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
VPAAAA+AdobeSerifMM
VPAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
BNAAAA+AdobeSerifMM
BNAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
TKAAAA+AdobeSerifMM
TKAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
ZMAAAA+AdobeSerifMM
ZMAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
BQAAAA+AdobeSerifMM
BQAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
JMAAAA+AdobeSerifMM
JMAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
PMAAAA+AdobeSerifMM
PMAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
EPAAAA+AdobeSerifMM
EPAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
TNAAAA+AdobeSerifMM
TNAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
HMAAAA+AdobeSerifMM
HMAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
DMAAAA+AdobeSerifMM
DMAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
VLAAAA+AdobeSerifMM
VLAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
HOAAAA+AdobeSerifMM
HOAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
KPAAAA+AdobeSerifMM
KPAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
LMAAAA+AdobeSerifMM
LMAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
FOAAAA+AdobeSerifMM
FOAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
TLAAAA+AdobeSerifMM
TLAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
BMAAAA+AdobeSerifMM
BMAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
BOAAAA+AdobeSerifMM
BOAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
LNAAAA+AdobeSerifMM
LNAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
JNAAAA+AdobeSerifMM
JNAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
XNAAAA+AdobeSerifMM
XNAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
ZPAAAA+AdobeSerifMM
ZPAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
FQAAAA+Arial-BoldMT
FQAAAA+Arial BoldMT
BoldMT
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
NLAAAA+AdobeSerifMM
NLAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
FNAAAA+AdobeSerifMM
FNAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
BLAAAA+AdobeSerifMM
BLAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
RLAAAA+AdobeSerifMM
RLAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
DNAAAA+AdobeSerifMM
DNAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
JLAAAA+AdobeSerifMM
JLAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
LLAAAA+AdobeSerifMM
LLAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
HNAAAA+AdobeSerifMM
HNAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
VMAAAA+AdobeSerifMM
VMAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
XKAAAA+ArialMT
XKAAAA+ArialMT
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
TMAAAA+AdobeSerifMM
TMAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
DOAAAA+AdobeSerifMM
DOAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
RNAAAA+AdobeSerifMM
RNAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
NOAAAA+AdobeSerifMM
NOAAAA+AdobeSerifMM
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
CPAAAA+AdobeSerifMM
CPAAAA+AdobeSerifMM
Unknown
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=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
21.0.2
endstream
endobj
3 0 obj
<>
endobj
70 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageB]/Properties<>/XObject<>>>/Thumb 76 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
71 0 obj
<>stream
HWɎW40Ɍ%H 4d092(Em]S5 a05xo߾Wo|O/RA\:|;\^;??σ xeHҁ2J~|WOJ<|wyWUJvYsJ!;|NGxRGis:.?4PnB燇̮$+ 9sJZRP$ӉERNS甊GBEO)g G$sJ\*tRIhqAR$l8>9JA.sqP.&>$4sJW0%NMx));VVjYe?.?qMIHpfjU&f8fux)]ry]%U8w[.Gx=1EԜ4Mޯ$"k2W/q+QYQoPQ%_VY-!a#'>Z[KtSpFh{9KpDrv|!q}`7Gݔ
@ϕ2~i(JO,BYN??Q1n[9#qB%H|Q0k>XL'},hJ1. 1{AYKW$U axOYL=@"ɆϮϊBϾbJ5Wan]Ʈ)b
]j,VUE`"ke䈶H*y
J'T5ڇC"A*F*F*D*F"A*F*F*F*F"F*F*F*F*F"A*D*F啀mcoi@j)J5 Z|<&'&p;ԉ.p"TLvT3F~D2ش([SFzCҀd#iqV3l7\05:ھ%(?D7.zb#wwd;bqGJҌϊi'NR\s.KzCMw
7"< Ñ8[B>15θ 3ٿu gOwΘQ6}<ǃ.@ WB:S:?5ö PT`;Q#|7>-w^j%P0cx^g)Ci!ãi%4 $5~ëN+e|_õu ᴜwX ֚CEوa7_7Ijm ޏMcĘiLPkvg72,yfr^)ݙZ:Ұ垊!wlCA>1H=saY1'J;.B`\T^؛[yUL>VLlm!J}vJt٢X1ĊNJzg ܱd{͔J=Sgu9Jnq
\/u6<\fiMGѩI
xSLTf#7=1+2hpmM
=T'ڈY@XhMs8xۖQwiP|z)U"0e-@ɣ A;Y0B!'P\BrкTNL~/+qԅ
?F1!((B+hL*P+`Cݖ0(YϺ)v|zJUc@lFgjhnsUjb>XW?kj<b!NvSY5W}Gm[0(-g?UCq+PsEYR뜝hvAKz9汳MV𣸒m3\ 4hj{\DjG'15,q 16lO<+1KH̳ >0_ }E!Ϙ$QUʶ&{]ثz36'',{z:f:g]䚖bTs% ?.=\cׁi}KВC͝6xSǐ*E]iia_tT x]e*,Ntݯ74K;o#`|Y9}EfJ9E[@D#b)V\ց\ɱ76W孊I1iqcsb-y͓K$aclE9]`R.4/]Wx M-Y_J6Mb#:ZV%a2ҩgIņDN)@5~|hV
Iم 4PɌ