%PDF-1.5
%
1 0 obj
<>/OCGs[22 0 R]>>/Type/Catalog>>
endobj
35 0 obj
<>stream
application/pdf
Kruger12
Adobe Illustrator CS3
2013-09-08T21:14:46+02:00
2013-09-08T21:14:47+02:00
2013-09-08T21:14:47+02:00
128
256
JPEG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uuid:4FA5D0A75D1AE31192488E4BCC33E0E9
uuid:172e2c5a-2262-e74b-ba22-4b5e138400c0
uuid:4EA5D0A75D1AE31192488E4BCC33E0E9
uuid:16E28ABD5B1AE31192488E4BCC33E0E9
EmbedByReference
/Users/Alex/Dropbox/Hatsan 33/Kruger 14X14/1305.jpg
uuid:EEDC1ED85D1AE3119FA8FC9593280E0C
EmbedByReference
/Users/Alex/Dropbox/Hatsan 33/Kruger 14X14/1312.jpg
uuid:DCA603775D1AE3119FA8FC9593280E0C
Print
1
False
False
209.999994
297.000002
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
CMYK Rosso
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Giallo
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Verde
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blu
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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
Gruppo colori per stampa
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000001
10.000002
0.000000
Scala di grigio
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 8.00
endstream
endobj
2 0 obj
<>
endobj
22 0 obj
<>
endobj
23 0 obj
[/View/Design]
endobj
24 0 obj
<>>>
endobj
21 0 obj
[22 0 R]
endobj
5 0 obj
<>/ArtBox[103.574 14.5752 501.426 824.925]/MediaBox[0.0 0.0 595.276 841.89]/Thumb 34 0 R/TrimBox[0.0 0.0 595.276 841.89]/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/ExtGState<>>>/Type/Page/LastModified(D:20130908211446+02'00')>>
endobj
30 0 obj
<>stream
HP
@+MVDx?EA9dfݵ}Xv-Fj8*S.$Ep)<M{Vv \0@]4>Bq$ݕ>lIWeGJ?DRf2O1˪/y
0 r>stream
8;YPl96R*j&2A20;\0'DhN):K::/NtCd
"hn3--"nR%&R$pNeSQH*$C)kbe^66`\fd+p\tq_A<7cN)@k-dGni7_14tRO$EPIIS
`=!;8T[)47pDHD9jf[_SP\?fP'^ImHB^r'p'G=`5LqZ!4*Lm7dK)iF0](e[M'(*
'2QOpadEA9jc+%+nUAa/]6mcqcr>)3+bDq"m#Di81+>U[W!pre!=+Bu
V,-EgLEfOQWC"_[7OUHIHnpu:gou[bmimE!.8s'j.,X?7?[A2gGE2:X7Xi(9g4LH=
6l1R;OG$PmIbnm*%[A$JBP2rn>#jOs.l%JZR:nbu>dN2$.2ntUeQWG;;qTsI]>T^h8YKJ[A_ng[8W>rH8>KH57(69s.>Hie7)>aMLUf!2HE@0HZK=E+%U9r^7\GOar,M?:Gr`9RR)iNRs`(&
CE*X*ik_gG7p6e9?=L,+@W@[Uj;kR],+SRVVmd(A4k!E7cHeTO.BdIR5h[N=L!fIY
?#QVG:T(c7=bdJMb0D-o&pNuIg7dGG9>ULOk@3mR%6hbX7d,7"hW,?M-H0m8b:6oO
re'7Xb@e+mq?Qu/;1?AdHA%2'
8Vus"]b;(Ng#AEt#AC<#[a/I%`0a=U=^.NnF[hj_H?87A@t*m*dHDYO8FDq["ha71
"B)2mGe)6l#EAiKqPUi]E<^VqPJkMr22]qrJ_;-7\PpPLcb5,f>G,&"e
Hd3*7gRc\r'mh)AR4+-7T.uqj/duN25s\&'6"f<<4KM@p3$WUu5LHiR+MPTna^-4W
Hf*hpIhNDEAPd;HS3g!Zl<^s=Fn2bm*^-B&H#ih>*tPY-OD$ftQiG`?`B3t/K/3l8
pl,#Ke[tc4jF*T%>B34gD)IZ+Hn'#3#P!,EM9bJ-)ni*;8J1KmJJrPhOJ`d;0/f*l&_?hj'G-#Pm'n6$dWi*6Mfd"phD/7
N(c$i+`Wp%3FCMHRr_'L?GGMA`WjQ.bPOlY;&CtS8Q7OLD*G)Oc.oOZ:'Q2:asJ$[
oBho-=$?Kk,IM@X.YUs6cLg.o=YL(>676tsG^MJn@W+oL<#Sg:WLLM_*Cf%of8Cfu
7-`qu[/4,G7m`#.qC%osa
endstream
endobj
25 0 obj
<>
endobj
27 0 obj
<>/Height 540/Type/XObject>>stream
H