%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
2018-02-22T11:52:28+01:00
2018-02-22T11:52:28+01:00
2018-02-22T11:52:28+01:00
Adobe Illustrator CC 22.0 (Macintosh)
176
256
JPEG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uuid:e2c37237-2bdd-8c4c-951b-f89204f78f9d
xmp.did:58502992-80d8-4a9c-a206-0c39f534346e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f35ccdfc-ff8c-d748-9216-36844868012c
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:58502992-80d8-4a9c-a206-0c39f534346e
2018-02-22T11:52:26+01:00
Adobe Illustrator CC 22.0 (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
DLAAAA+AdobeSerifMM
DLAAAA+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
DMAAAA+AdobeSerifMM
DMAAAA+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
LMAAAA+AdobeSerifMM
LMAAAA+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
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
NOAAAA+AdobeSerifMM
NOAAAA+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
JMAAAA+AdobeSerifMM
JMAAAA+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
FMAAAA+AdobeSerifMM
FMAAAA+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
VNAAAA+AdobeSerifMM
VNAAAA+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
XLAAAA+AdobeSerifMM
XLAAAA+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
VMAAAA+AdobeSerifMM
VMAAAA+AdobeSerifMM
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
XKAAAA+ArialMT
XKAAAA+ArialMT
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
XNAAAA+AdobeSerifMM
XNAAAA+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
FOAAAA+AdobeSerifMM
FOAAAA+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
RMAAAA+AdobeSerifMM
RMAAAA+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
DOAAAA+AdobeSerifMM
DOAAAA+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
JOAAAA+AdobeSerifMM
JOAAAA+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
FLAAAA+AdobeSerifMM
FLAAAA+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
LNAAAA+AdobeSerifMM
LNAAAA+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
EPAAAA+AdobeSerifMM
EPAAAA+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
ZNAAAA+AdobeSerifMM
ZNAAAA+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
NLAAAA+AdobeSerifMM
NLAAAA+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
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
XPAAAA+AdobeSerifMM
XPAAAA+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
JNAAAA+AdobeSerifMM
JNAAAA+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
RLAAAA+AdobeSerifMM
RLAAAA+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
PMAAAA+AdobeSerifMM
PMAAAA+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
VKAAAA+AdobeSerifMM
VKAAAA+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
PLAAAA+AdobeSerifMM
PLAAAA+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
HOAAAA+AdobeSerifMM
HOAAAA+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
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
ZLAAAA+AdobeSerifMM
ZLAAAA+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