%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
Adobe Illustrator CS6 (Windows)
2020-06-24T10:52:04+10:00
2020-06-24T10:52:04+09:00
2020-06-24T10:52:04+09:00
184
256
JPEG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1
True
False
514.999917
727.999836
Millimeters
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
C=5 M=5 Y=5 K=100 1
CMYK
PROCESS
5.000001
5.000001
5.000001
100.000000
K=0
GRAY
PROCESS
0
K=100
GRAY
PROCESS
255
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=10 M=100 Y=100 K=0 1
CMYK
PROCESS
10.000002
100.000000
100.000000
0.000000
C=0 M=30 Y=100 K=0 1
CMYK
PROCESS
0.000000
30.000001
100.000000
0.000000
K=80 1
GRAY
PROCESS
204
C=15 M=100 Y=80 K=23 1
CMYK
PROCESS
14.999998
100.000000
80.000001
23.000002
C=15 M=100 Y=80 K=0 1
CMYK
PROCESS
14.999998
100.000000
80.000001
0.000000
K=5 1
GRAY
PROCESS
12
K=10 1
GRAY
PROCESS
25
K=20 1
GRAY
PROCESS
50
K=25
GRAY
PROCESS
63
K=40 1
GRAY
PROCESS
101
K=50
GRAY
PROCESS
127
K=75
GRAY
PROCESS
191
K=100
GRAY
PROCESS
255
C=50 M=50 Y=50 K=100
CMYK
PROCESS
50.000000
50.000000
50.000000
100.000000
C=25 M=0 Y=0 K=0
CMYK
PROCESS
25.000000
0.000000
0.000000
0.000000
C=50 M=0 Y=0 K=0
CMYK
PROCESS
50.000000
0.000000
0.000000
0.000000
C=75 M=0 Y=0 K=0
CMYK
PROCESS
75.000000
0.000000
0.000000
0.000000
C=100 M=0 Y=0 K=0
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
C=25 M=25 Y=0 K=0
CMYK
PROCESS
25.000000
25.000000
0.000000
0.000000
C=50 M=50 Y=0 K=0
CMYK
PROCESS
50.000000
50.000000
0.000000
0.000000
C=75 M=75 Y=0 K=0
CMYK
PROCESS
75.000000
75.000000
0.000000
0.000000
C=100 M=100 Y=0 K=0
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
C=0 M=30 Y=100 K=14 1
CMYK
PROCESS
0.000000
30.000001
100.000000
13.999999
C=0 M=20 Y=100 K=0
CMYK
PROCESS
0.000000
19.999999
100.000000
0.000000
C=0 M=25 Y=0 K=0
CMYK
PROCESS
0.000000
25.000000
0.000000
0.000000
C=0 M=50 Y=0 K=0
CMYK
PROCESS
0.000000
50.000000
0.000000
0.000000
C=0 M=75 Y=0 K=0
CMYK
PROCESS
0.000000
75.000000
0.000000
0.000000
C=0 M=100 Y=0 K=0
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=0 M=25 Y=25 K=0
CMYK
PROCESS
0.000000
25.000000
25.000000
0.000000
C=0 M=50 Y=50 K=0
CMYK
PROCESS
0.000000
50.000000
50.000000
0.000000
C=0 M=75 Y=75 K=0
CMYK
PROCESS
0.000000
75.000000
75.000000
0.000000
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=0 Y=25 K=0
CMYK
PROCESS
0.000000
0.000000
25.000000
0.000000
C=100 M=90 Y=10 K=30 1
CMYK
PROCESS
100.000000
90.000004
10.000002
30.000001
C=100 M=70 Y=0 K=0 1
CMYK
PROCESS
100.000000
69.999999
0.000000
0.000000
C=0 M=0 Y=50 K=0
CMYK
PROCESS
0.000000
0.000000
50.000000
0.000000
C=0 M=0 Y=75 K=0
CMYK
PROCESS
0.000000
0.000000
75.000000
0.000000
C=0 M=0 Y=100 K=0
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
C=25 M=0 Y=25 K=0
CMYK
PROCESS
25.000000
0.000000
25.000000
0.000000
C=50 M=0 Y=50 K=0
CMYK
PROCESS
50.000000
0.000000
50.000000
0.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=100 M=0 Y=100 K=0
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
C=100 M=100 Y=100 K=100
CMYK
PROCESS
100.000000
100.000000
100.000000
100.000000
C=25 M=13 Y=0 K=0
CMYK
PROCESS
25.000000
12.500000
0.000000
0.000000
C=50 M=25 Y=0 K=0
CMYK
PROCESS
50.000000
25.000000
0.000000
0.000000
C=75 M=38 Y=0 K=0
CMYK
PROCESS
75.000000
37.500000
0.000000
0.000000
C=100 M=50 Y=0 K=0
CMYK
PROCESS
100.000000
50.000000
0.000000
0.000000
C=13 M=25 Y=0 K=0
CMYK
PROCESS
12.500000
25.000000
0.000000
0.000000
C=25 M=50 Y=0 K=0
CMYK
PROCESS
25.000000
50.000000
0.000000
0.000000
C=38 M=75 Y=0 K=0
CMYK
PROCESS
37.500000
75.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=0 M=25 Y=13 K=0
CMYK
PROCESS
0.000000
25.000000
12.500000
0.000000
C=0 M=50 Y=25 K=0
CMYK
PROCESS
0.000000
50.000000
25.000000
0.000000
C=0 M=75 Y=38 K=0
CMYK
PROCESS
0.000000
75.000000
37.500000
0.000000
C=0 M=100 Y=50 K=0
CMYK
PROCESS
0.000000
100.000000
50.000000
0.000000
C=0 M=42 Y=75 K=39 1
CMYK
PROCESS
0.000000
41.999996
75.000000
38.999999
C=0 M=13 Y=25 K=0
CMYK
PROCESS
0.000000
12.500000
25.000000
0.000000
C=0 M=25 Y=50 K=0
CMYK
PROCESS
0.000000
25.000000
50.000000
0.000000
C=0 M=38 Y=75 K=0
CMYK
PROCESS
0.000000
37.500000
75.000000
0.000000
C=0 M=27 Y=75 K=4 1
CMYK
PROCESS
0.000000
26.999998
75.000000
4.000002
C=0 M=38 Y=75 K=60 1
CMYK
PROCESS
0.000000
37.500000
75.000000
60.000002
C=0 M=42 Y=75 K=4 1
CMYK
PROCESS
0.000000
41.999996
75.000000
4.000002
C=49 M=78 Y=100 K=0 1
CMYK
PROCESS
49.000001
77.999997
100.000000
0.000000
C=0 M=38 Y=75 K=32 1
CMYK
PROCESS
0.000000
37.500000
75.000000
31.999999
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=13 M=0 Y=25 K=0
CMYK
PROCESS
12.500000
0.000000
25.000000
0.000000
C=31 M=0 Y=61 K=0 1
CMYK
PROCESS
31.000000
0.000000
61.000001
0.000000
C=25 M=0 Y=50 K=0
CMYK
PROCESS
25.000000
0.000000
50.000000
0.000000
C=83 M=7 Y=100 K=0 1
CMYK
PROCESS
82.999998
6.999999
100.000000
0.000000
C=38 M=0 Y=75 K=0
CMYK
PROCESS
37.500000
0.000000
75.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=100 M=0 Y=100 K=30 1
CMYK
PROCESS
100.000000
0.000000
100.000000
30.000001
C=100 M=25 Y=100 K=0 1
CMYK
PROCESS
100.000000
25.000000
100.000000
0.000000
C=100 M=52 Y=100 K=30 1
CMYK
PROCESS
100.000000
51.999998
100.000000
30.000001
C=100 M=70 Y=70 K=30 1
CMYK
PROCESS
100.000000
69.999999
69.999999
30.000001
C=25 M=0 Y=13 K=0
CMYK
PROCESS
25.000000
0.000000
12.500000
0.000000
C=50 M=0 Y=25 K=0
CMYK
PROCESS
50.000000
0.000000
25.000000
0.000000
C=75 M=0 Y=38 K=0
CMYK
PROCESS
75.000000
0.000000
37.500000
0.000000
C=100 M=0 Y=50 K=0
CMYK
PROCESS
100.000000
0.000000
50.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=25 M=13 Y=13 K=0
CMYK
PROCESS
25.000000
12.500000
12.500000
0.000000
C=50 M=25 Y=25 K=0
CMYK
PROCESS
50.000000
25.000000
25.000000
0.000000
C=75 M=38 Y=38 K=0
CMYK
PROCESS
75.000000
37.500000
37.500000
0.000000
C=100 M=50 Y=50 K=0
CMYK
PROCESS
100.000000
50.000000
50.000000
0.000000
C=25 M=25 Y=13 K=0
CMYK
PROCESS
25.000000
25.000000
12.500000
0.000000
C=50 M=50 Y=25 K=0
CMYK
PROCESS
50.000000
50.000000
25.000000
0.000000
C=75 M=75 Y=38 K=0
CMYK
PROCESS
75.000000
75.000000
37.500000
0.000000
C=100 M=100 Y=50 K=0
CMYK
PROCESS
100.000000
100.000000
50.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=13 M=25 Y=13 K=0
CMYK
PROCESS
12.500000
25.000000
12.500000
0.000000
C=25 M=50 Y=25 K=0
CMYK
PROCESS
25.000000
50.000000
25.000000
0.000000
C=38 M=75 Y=38 K=0
CMYK
PROCESS
37.500000
75.000000
37.500000
0.000000
C=50 M=100 Y=50 K=0
CMYK
PROCESS
50.000000
100.000000
50.000000
0.000000
C=13 M=25 Y=25 K=0
CMYK
PROCESS
12.500000
25.000000
25.000000
0.000000
C=25 M=50 Y=50 K=0
CMYK
PROCESS
25.000000
50.000000
50.000000
0.000000
C=38 M=75 Y=75 K=0
CMYK
PROCESS
37.500000
75.000000
75.000000
0.000000
C=50 M=100 Y=100 K=0
CMYK
PROCESS
50.000000
100.000000
100.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=66 M=89 Y=83 K=10 1
CMYK
PROCESS
65.999997
88.999999
82.999998
10.000002
C=13 M=13 Y=25 K=0
CMYK
PROCESS
12.500000
12.500000
25.000000
0.000000
C=25 M=25 Y=50 K=0
CMYK
PROCESS
25.000000
25.000000
50.000000
0.000000
C=38 M=38 Y=75 K=0
CMYK
PROCESS
37.500000
37.500000
75.000000
0.000000
C=50 M=50 Y=100 K=0
CMYK
PROCESS
50.000000
50.000000
100.000000
0.000000
C=25 M=13 Y=25 K=0
CMYK
PROCESS
25.000000
12.500000
25.000000
0.000000
C=50 M=25 Y=50 K=0
CMYK
PROCESS
50.000000
25.000000
50.000000
0.000000
C=75 M=38 Y=75 K=0
CMYK
PROCESS
75.000000
37.500000
75.000000
0.000000
C=100 M=50 Y=100 K=0
CMYK
PROCESS
100.000000
50.000000
100.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=20 M=30 Y=40 K=0
CMYK
PROCESS
19.999999
30.000001
39.999998
0.000000
C=0 M=10 Y=70 K=0
CMYK
PROCESS
0.000000
10.000002
69.999999
0.000000
C=100 M=70 Y=70 K=30
CMYK
PROCESS
100.000000
69.999999
69.999999
30.000001
C=75 M=38 Y=0 K=22 1
CMYK
PROCESS
75.000000
37.500000
0.000000
22.000003
C=37 M=8 Y=0 K=54 1
CMYK
PROCESS
37.000000
7.999998
0.000000
53.999996
C=8 M=0 Y=0 K=22 1
CMYK
PROCESS
7.999998
0.000000
0.000000
22.000003
C=6 M=0 Y=7 K=35 1
CMYK
PROCESS
6.000000
0.000000
6.999999
35.000002
C=50 M=80 Y=100 K=60 1
CMYK
PROCESS
50.000000
80.000001
100.000000
60.000002
C=100 M=0 Y=100 K=0 1
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0 1
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=0 M=36 Y=40 K=0 1
CMYK
PROCESS
0.000000
36.000001
39.999998
0.000000
C=0 M=22 Y=50 K=24 1
CMYK
PROCESS
0.000000
22.000003
50.000000
24.000001
C=0 M=38 Y=75 K=75 1
CMYK
PROCESS
0.000000
37.500000
75.000000
75.000000
C=34 M=100 Y=100 K=42 1
CMYK
PROCESS
34.000003
100.000000
100.000000
41.999996
C=38 M=38 Y=75 K=63 1
CMYK
PROCESS
37.500000
37.500000
75.000000
63.000000
C=60 M=45 Y=100 K=86 1
CMYK
PROCESS
60.000002
44.999999
100.000000
85.999995
C=0 M=88 Y=56 K=20 1
CMYK
PROCESS
0.000000
88.000000
56.000000
19.999999
C=0 M=26 Y=100 K=32 1
CMYK
PROCESS
0.000000
25.999999
100.000000
31.999999
C=0 M=0 Y=40 K=11 1
CMYK
PROCESS
0.000000
0.000000
39.999998
11.000001
C=10 M=2 Y=40 K=18 1
CMYK
PROCESS
10.000002
1.999998
39.999998
18.000001
application/pdf
ootagawa_nazo_B2_ol
proof:pdf
xmp.did:45552C3ABDB5EA11B650CADC5FD4D403
uuid:f421b5d0-b487-4178-a9d8-84848d242519
uuid:c30e474a-9d09-c145-bcab-d92472a298c4
uuid:50777b2e-ca19-a542-b129-6b8c0ca2c0e2
xmp.did:99AD9423BF2B6811BA0CF7216F7456E4
uuid:c30e474a-9d09-c145-bcab-d92472a298c4
proof:pdf
saved
xmp.iid:03801174072068118F62A2E4271AABDC
2014-02-24T13:26:59+09:00
Adobe Illustrator CS4
/
saved
xmp.iid:45552C3ABDB5EA11B650CADC5FD4D403
2020-06-24T10:51:59+09:00
Adobe Illustrator CS6 (Windows)
/
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 1459.84 2063.62]/Type/Page>>
endobj
6 0 obj
<>stream
HɎrebt
4ʥg7 X?;#c#|_ڞNo}n~16[eR٬NEk`)ofJJ*Er $') N+]J* d
nYgXF9/;v )1y8qv%8m.vF|n[cRnhEKTqi3^% ϗ;;6XEF&%Y9݇$Mlۯ/?=}?_uo-*H\)f
P~ڞ~?p[fC&UQ[)RRN;.~ieCzK}398h\GByz5t5iz^}Ή%9&k
=笒[CS1(CV^5iL FL,mW>YUWk"36J+R[TrQElG9RvRYEQdQƖ-R93_'xDw\t^Y81K+1>܁ٺp [4'܂,.;c1B>кCK(
4(i4x²h} s+4*4hb4B4ؤl؆4t*,8il4&D趁ai%0i`_#4HB
Ca;d,:+jIZ s2- ,wR
w /;]Z~%`'|q[C}rZSzT R\HIvH11XmA`6TvC6
4?Z:CVVǀG%TMAAW;ĆUqN@~:h&1&xBr0t[oI%VYD~~M
7ɔ_nJ5I\: 4girHDȮ4&Z"-U8q'/~L3lb'd PMCO: bs3&MA˴pljNBȔa[1aQ9cc'N}\Ip@ȄdYk߬ҹGvBm-L,&zf'smk*JCW _dut3Kʘ5rueHs)r5Lqgn\#sqƂf{dvx{`:QXSF^IcH%;F$'&:F|=cl-pURRj*XyxD@,N"!6Jp61Fh8C"Ȣ:$Ivux(V}t"ca9>LSogpЖa,sZCָc/
2ٯ2Bΐ< Bo,8b;$z_mعpaQRf]2
Rv?URlonr x-N_.QYy~%O6c?d+)x\X{2z~+r
ߓhAx L\ʳ@V$l:l[qc`+`ѧ7Q:
T7RYt_>''|nТz$ɫ>X@ϳg0;