%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
benjamin_newsletter_no44
2018-04-18T11:57:31+09:00
2018-04-18T11:57:31+09:00
2018-04-18T11:57:31+10:00
Adobe Illustrator CS6 (Windows)
184
256
JPEG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uuid:344c9ff0-b372-4e04-9fd3-28200544674e
xmp.did:77EA592EB442E811AA79CC862A4314AB
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:6252864E9A42E811AA79CC862A4314AB
xmp.did:6252864E9A42E811AA79CC862A4314AB
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:3B7EDC6A6ADFE511A2B0D9EA70DD9A33
2016-03-01T17:47:49+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:77EA592EB442E811AA79CC862A4314AB
2018-04-18T11:57:22+09:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
F:\ayako_backup\日本WBO\ECO\ベンジャミンスクール\ベンジャミン通信\benjamin_newsletter_no44\benjamin_newsletter_no44_back-01.jpg
Print
False
True
1
210.001652
296.999959
Millimeters
MonotypeCorsiva
Monotype Corsiva
Regular
Open Type
Version 2.35
False
MTCORSVA.TTF
A1MinchoStd-Bold
A-OTF A1明朝 Std
Bold
Open Type
Version 1.002;PS 1;Core 1.0.38;makeotf.lib1.6.6565
False
A-OTF-A1MinchoStd-Bold.otf
FolkPro-Regular
A-OTF フォーク Pro
R
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-FolkPro-Regular.otf
FolkPro-Medium
A-OTF フォーク Pro
M
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-FolkPro-Medium.otf
FolkPro-Bold
A-OTF フォーク Pro
B
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-FolkPro-Bold.otf
MNewsMPro-Light
A-OTF 毎日新聞明朝 Pro
L
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-MNewsMPro-Light.otf
Cyan
Magenta
Yellow
Black
C=1 M=1 Y=13 K=15
C=60 M=14 Y=11 K=84
初期設定のスウォッチグループ
0
ホワイト
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
ブラック
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK レッド
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK イエロー
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK グリーン
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK シアン
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK ブルー
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK マゼンタ
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
C=60 M=14 Y=11 K=84
SPOT
100.000000
CMYK
60.000004
14.000000
11.000000
84.000000
C=1 M=1 Y=13 K=15
SPOT
100.000000
CMYK
1.000000
1.000000
13.000000
14.999999
R=237 G=30 B=121
PROCESS
100.000000
CMYK
0.000000
100.000000
0.000000
0.000000
C=43 M=0 Y=13 K=0
PROCESS
100.000000
CMYK
42.999996
0.000000
13.000000
0.000000
C=41 M=0 Y=23 K=0
PROCESS
100.000000
CMYK
41.000000
0.000000
22.999998
0.000000
C=0 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
C=12 M=12 Y=70 K=0
PROCESS
100.000000
CMYK
12.000000
12.000000
70.000000
0.000000
C=70 M=60 Y=0 K=0
PROCESS
100.000000
CMYK
70.000000
60.000004
0.000000
0.000000
C=0 M=56 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
56.000000
0.000000
0.000000
R=255 G=255 B=255
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
C=30 M=45 Y=75 K=0
PROCESS
100.000000
CMYK
30.000002
45.000000
75.000000
0.000000
C=85 M=75 Y=65 K=45
PROCESS
100.000000
CMYK
85.000000
75.000000
65.000000
45.000000
C=10 M=10 Y=23 K=0
PROCESS
100.000000
CMYK
10.000000
10.000000
22.999998
0.000000
C=5 M=75 Y=53 K=0
PROCESS
100.000000
CMYK
5.000000
75.000000
52.999996
0.000000
R=255 G=40 B=0
PROCESS
100.000000
CMYK
0.000000
91.479401
94.662399
0.000000
R=0 G=0 B=0
PROCESS
100.000000
CMYK
92.971703
87.972801
89.019600
79.998497
C=80 M=80 Y=50 K=20
PROCESS
100.000000
CMYK
80.000000
80.000000
50.000000
20.000000
C=60 M=20 Y=15 K=0
PROCESS
100.000000
CMYK
60.000004
20.000000
14.999999
0.000000
C=0 M=27 Y=65 K=0
PROCESS
100.000000
CMYK
0.000000
26.999998
64.995804
0.000000
C=44 M=79 Y=36 K=0
PROCESS
100.000000
CMYK
45.000000
85.000000
100.000000
0.000000
C=0 M=80 Y=60 K=0
PROCESS
100.000000
CMYK
0.000000
80.000000
60.000004
0.000000
C=45 M=70 Y=65 K=0
PROCESS
100.000000
CMYK
45.000000
70.000000
65.000000
0.000000
C=0 M=40 Y=25 K=0
PROCESS
100.000000
CMYK
0.000000
40.000000
25.000000
0.000000
C=75 M=9 Y=39 K=0
PROCESS
100.000000
CMYK
75.000000
9.000000
39.000000
0.000000
グレースケール
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
ビビッド
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HWn&
`a`ta p6M"ۗD?c7^ؿ4(#}|7ߌJ(ϝ %|(-2e}+>;%>|n燏n9"VXIY*FI]7W߰.;U)w*^ -wY8iK~/ Fyl#7(7זV#Vm.x^5,Ӿ䎫.ZXXc^H"#+6q&xߠS%ULUT+F6C~^
UT
l$F$*回jN㦺RW2fN140Iϓger⢃4M̬C"N6i;ȃ#KW 3L:v\(Oz(3f4p&L}VTl#a7>}'vm4jZlj8_#aGƌCseñC]}L~{N!fTI8!7<!$+WILqVRjq[slO#F,ZbsۡqMHL|$'SҏhH3ugnPJT/=Uህw'yUz]|ZSMcnB$ˇ)QXTӐNܑe~Oږ),[ 7p9֪9GC07Խھ"uXr4i^Vm
찌PB)ǀ+kaT͙=Fz!$A$c>*U\%csVŌ1ZǴ=ԱA3Iy`6b7{Xĉ[́k8Q*4}W@z|)WfOӹ*'&S}ɶϱ;D=v|y
5'IJ5y[uǵφ}߶GQMx{ѩđޗ=cWyLj{
2Gi>ؖ@Xإdd-fY\tX6gM
yFf
~ G~Gd4Y0E
io+x.pil3
*h:%:Ӧ?q[{} ڱgQъPgQ=_nr q8/!Wb9B-㾕p- /tD\T9#c,Ƶ o~l{.f[o>Q-V%;*y!JdVWtZlP WVx( wMJ$D䏍f#ikpLg&>4J֊ VӴ\=H&=&SJoZ^9;Nt/jpRӑz}gMgl EOz:='ڗm<{S%B
;vi1C}PH,&8FӝǦێc^t&f,*fiqoeQ5|cڱՎ@t23FfjmkmTFi&el
a8J#j+)[P8^4\9ʑ
g8{zCw>ChKqܦϏݷN/ ėOgML^a4|
8bdL~w]VoWC輄eamhJ=5|M%U:UM*Rw69`#!Ker/ы_ +ъVtW~pe/9pEt%whT`chB(@kS\cS9>@jľJznjS8_Uis8^msEb]Tb0P%6~*
lPq_*525`UmwN_I)LyP&Z+EL@HEVqD~
jxA):G۬Ƹr̲66WԦ /
@&uN"ku\I&