%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
Adobe Illustrator CS6 (Windows)
2013-04-19T18:17:26+10:00
2013-04-19T18:17:26+09:00
2013-04-19T18:17:26+09:00
256
192
JPEG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1
False
True
24.873693
37.845304
Centimeters
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
ーラノォ
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
コレノォ
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK サニノォ
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK ツフノォ
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK コォ
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK ヌ猖ォ
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK タカノォ
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK ムォ
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
DIC 154p
SPOT
100.000000
CMYK
0.000000
100.000000
0.000000
0.000000
Black
PROCESS
100.000000
CMYK
74.902000
67.843094
67.058800
90.196098
Blue
PROCESS
100.000000
CMYK
90.980400
80.000000
0.000000
0.000000
Bright Green
PROCESS
100.000000
CMYK
61.960800
0.000000
100.000000
0.000000
Dark Blue
PROCESS
100.000000
CMYK
100.000000
98.039200
16.862700
20.392200
Dark Red
PROCESS
100.000000
CMYK
29.411798
100.000000
100.000000
39.607800
Dark Yellow
PROCESS
100.000000
CMYK
51.372498
36.862701
100.000000
14.902000
Gray-25%
PROCESS
100.000000
CMYK
25.098000
19.607800
20.000000
0.000000
Gray-50%
PROCESS
100.000000
CMYK
51.764702
43.137299
43.137299
7.451000
Green
PROCESS
100.000000
CMYK
86.666695
26.666700
100.000000
15.294101
Pink
PROCESS
100.000000
CMYK
29.411798
81.960800
0.000000
0.000000
Red
PROCESS
100.000000
CMYK
0.000000
98.823502
100.000000
0.000000
Teal
PROCESS
100.000000
CMYK
86.274498
33.333298
50.196098
9.803900
Turquoise
PROCESS
100.000000
CMYK
51.372498
0.000000
14.902000
0.000000
Violet
PROCESS
100.000000
CMYK
63.529404
100.000000
18.039200
5.882400
White
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
Yellow
PROCESS
100.000000
CMYK
8.235300
0.000000
87.058800
0.000000
Black 0
PROCESS
100.000000
CMYK
74.902000
67.843094
67.058800
90.196098
ネォセヨウネノォ
PROCESS
100.000000
CMYK
3.920000
49.409996
89.019997
0.390000
ネォセヨメケノォ
PROCESS
100.000000
CMYK
94.509995
50.980003
2.750000
0.390000
サィハホムユノォ 1
SPOT
100.000000
CMYK
100.000000
70.000000
0.000000
36.000000
サィハホムユノォ 2
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
チ簟ホ 1.3 ムユノォ 2
SPOT
100.000000
CMYK
0.000000
32.000000
78.000000
0.000000
チ簟ホ 1.3 ムユノォ 1
SPOT
100.000000
CMYK
0.000000
63.000000
95.000000
0.000000
チ簟ホ 1.4 ムユノォ 2
SPOT
100.000000
CMYK
100.000000
95.000000
0.000000
0.000000
チ簟ホ 1.4 ムユノォ 1
SPOT
100.000000
CMYK
50.000000
0.000000
50.000000
30.000002
Black 1
PROCESS
100.000000
CMYK
74.902000
67.843094
67.058800
90.196098
Black 2
PROCESS
100.000000
CMYK
74.902000
67.843094
67.058800
90.196098
Black 3
PROCESS
100.000000
CMYK
74.902000
67.843094
67.058800
90.196098
Black 4
PROCESS
100.000000
CMYK
74.902000
67.843094
67.058800
90.196098
RTF r217 g217 b217
PROCESS
100.000000
CMYK
13.725500
10.196100
10.980400
0.000000
Black 5
PROCESS
100.000000
CMYK
74.902000
67.843094
67.058800
90.196098
RTF r159 g140 b133
PROCESS
100.000000
CMYK
38.823502
42.352901
43.921600
3.529400
Gray-80%
PROCESS
100.000000
CMYK
69.803902
63.137299
62.352901
58.039200
Light Blue
PROCESS
100.000000
CMYK
79.607803
64.313698
0.000000
0.000000
C=30 M=100 Y=100 K=0
PROCESS
100.000000
CMYK
30.000002
100.000000
100.000000
0.000000
Aqua
PROCESS
100.000000
CMYK
65.882301
0.000000
28.627399
0.000000
Blue-Gray
PROCESS
100.000000
CMYK
69.803902
64.705902
18.823500
2.352900
Brown
PROCESS
100.000000
CMYK
27.058802
87.450996
100.000000
26.666700
Dark Green
PROCESS
100.000000
CMYK
79.607803
50.588203
89.019600
65.882301
Dark Teal
PROCESS
100.000000
CMYK
100.000000
87.058800
34.509800
23.921600
Gold
PROCESS
100.000000
CMYK
3.921600
20.392200
95.294098
0.000000
Gray-40%
PROCESS
100.000000
CMYK
42.745098
34.902000
35.294102
1.176500
Indigo
PROCESS
100.000000
CMYK
98.823502
96.862701
5.098000
0.784300
Lavender
PROCESS
100.000000
CMYK
27.843100
42.745098
0.000000
0.000000
Light Green
PROCESS
100.000000
CMYK
20.392200
0.000000
28.627399
0.000000
Light Orange
PROCESS
100.000000
CMYK
1.176500
47.843098
99.607803
0.000000
Light Turquoise
PROCESS
100.000000
CMYK
17.647099
0.000000
4.705900
0.000000
Light Yellow
PROCESS
100.000000
CMYK
4.705900
0.000000
47.843098
0.000000
Lime
PROCESS
100.000000
CMYK
47.451000
2.352900
100.000000
0.000000
Olive Green
PROCESS
100.000000
CMYK
64.313698
56.078400
91.372505
63.529404
Orange
PROCESS
100.000000
CMYK
0.000000
73.725494
100.000000
0.000000
Pale Blue
PROCESS
100.000000
CMYK
36.470600
11.764700
0.000000
0.000000
Plum
PROCESS
100.000000
CMYK
39.607800
92.156898
38.039200
12.941199
Rose
PROCESS
100.000000
CMYK
0.784300
51.372498
0.000000
0.000000
Sea Green
PROCESS
100.000000
CMYK
78.431396
20.000000
76.470604
4.313700
Sky Blue
PROCESS
100.000000
CMYK
63.921600
1.176500
1.176500
0.000000
Tan
PROCESS
100.000000
CMYK
1.176500
22.745100
41.960800
0.000000
Word_R0_G46_B96
PROCESS
100.000000
CMYK
100.000000
88.235298
35.686298
28.235302
Word_R1_G0_B42
PROCESS
100.000000
CMYK
90.196098
84.705902
49.411800
70.980400
Word_R21_G56_B138
PROCESS
100.000000
CMYK
100.000000
90.588203
19.607800
5.098000
RTF r50 g62 b50
PROCESS
100.000000
CMYK
71.383202
53.701103
71.313004
54.479301
RTF r43 g43 b43
PROCESS
100.000000
CMYK
70.452400
64.330498
63.204403
64.888992
Black 6
PROCESS
100.000000
CMYK
92.971703
87.972801
89.019600
79.998497
RTF r13 g13 b13
PROCESS
100.000000
CMYK
88.067398
83.654495
83.578201
73.736206
au Orange
PROCESS
100.000000
CMYK
0.000000
70.000000
100.000000
0.000000
PANTONE 3302 CVC
SPOT
100.000000
CMYK
100.000000
0.000000
56.000000
69.000000
RTF r0 g66 b118
PROCESS
100.000000
CMYK
99.105797
82.738998
37.497501
2.414000
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
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
K=100
GRAY
PROCESS
255
C=62 M=62 Y=58 K=42
CMYK
PROCESS
62.352901
61.960800
58.431400
42.352901
C=63 M=57 Y=63 K=41
CMYK
PROCESS
62.745102
56.862701
62.745102
40.784298
C=73 M=57 Y=70 K=62
CMYK
PROCESS
72.941200
57.254898
69.803902
62.352901
C=75 M=70 Y=48 K=40
CMYK
PROCESS
74.509796
69.803902
48.235298
40.392197
application/pdf
2012-07-15
proof:pdf
uuid:5e4602ee-7407-4469-9d23-cb9b7516cc55
uuid:3ed6af05-3041-48c4-8f8b-7d237e63add0
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/TrimBox[0.0 0.0 705.081 1072.78]/Type/Page>>
endobj
6 0 obj
<>stream
HtWˮ
ܟslk+@-!Q`ɉA>>ps3l6do>?}Ww\ʁ?;~qy뛏?*G?9F;cvn7W>Yz?{)*+_/
W_ryVoDG:n/>a\֮~Yn/^vCFglYyXq~ym9x{.WGv\=g{~/_dnpI߾xQ\-߿ߖeW^=gba~ͣ~,ƿClR|6cKezGҨ5bai11Ykf|9s>Ε&>ZBy}գ8ۜی/cem-=TRme"
̳gUlk%nO7M_y,Ց>mm!(^o/rj=meٍz1ΞuilrV(a#8h@9v=kI~YYN>' ̀-=
#Gxdi:+?㔲e(CݬsdJ}AC[}&/ȕ@r
I;k'-Bl%jmTMЩ\ݓ֥ M:юJ)j4Z5T](o:>ycQNB+gUVW߹dfH$
nzFzI;ݮeb.2f≁,Md2I'YKyI9'i䁊<6]Ή#ԝ>rAbLYoB3YBΰbQJfBĉUSh6.ݝʀ'GurʓcsGx -g(P1-CJWQϢ&1X<5UN
&ZJPuցRl 2%ZJjȈQY}\ՌEq#/ )L-P_:d,\O jc=4j %`ua
6^h-AED(c`M=j6k*C87*ml[Ǥ sGN
KI3!2N@a>cZO+cY:JBtǠb0$}P10E>)2@hj<rR7&
P[bDTPo^D4P9B8T3bSGRkFRRXC;F_M Hh̳
nzѿ:w7@
pRw,I"h49ٵxR; ]+ȧ"rY,!bCZc)'f >}DKw~Vc[a
qcFQ^n+PɹkQh+-F|hBr{Ѐʵc@ٜgڦ6afHޥ
N!թ? {-2j"I cG:۫ڝFBCSLIՊ蘁P1Dc%;uZk.]=1DshR6^yDc "xCFtn9+.vmJaиTD.[V T7$`z5y==ٮK[\cOCcS4 ⯩'rq,MRѫIM*{&N!#vX>Q*<߷Zmjn 40i]##nz&?V^yHR$nMAF
9zfcE.nIhzJoG"up;Lvzƀ+ xJ:6%9sIsz+"MD{%9F284JE;X2؏@1Sf} e%/1q̪Fok0:ig0MbH\[l٦mc6ILf YmUq^Xhb장&&-Pk_.bCH3>(iq9'Di=9z
&b6w
(93u>
O35Y81*\b08JPeG@Y#ٵs3;JS_Ded>meҁL7090&j\z[h^z