%PDF-1.6
%
370 0 obj
<>stream
h2T0Pw/+Q0L)66 )XʂTb;; =
Z
endstream
endobj
371 0 obj
<>stream
h|݊0_%O`1HAkBVE#o8(0s$ b!ίfJfY*r$WW~ww8q/oMk
sVjTRs q\nک]h/:|Љ+{Oĉ q㲔/_7aYDL`=(95r[{#:?ĕyj>X<5s4SfMsi~&v+Fux{n"fʂ c,ș)
fC9%NYႄ7ܦ7"_ W
endstream
endobj
372 0 obj
<>stream
h240S0P040W07QwJ,Nu+H)K-LNwKOKW00
KM&T C0lglRTbAPRbI1DoTKn ;0M
endstream
endobj
373 0 obj
<>stream
h|n0_O'"mTD8TBRX!Bq%k~cdPb:s&JvRVNxSL|}oXâE^[jZksSScIk:]M&HvrK'_q.x*Dgࡿi&ǖ^n^ڝiqHw
2:`Z\+f
\#|VW2Y2D2!fa!4R1 Ϝr:mNw^sl7N>}V.\cf{'35͟
endstream
endobj
2 0 obj
<>stream
Adobe PDF library 15.00
2017-12-05T22:57:03+09:00
2017-12-14T09:15:32+09:00
Adobe Illustrator CC 2017 (Macintosh)
2017-12-14T09:15:32+09:00
184
256
JPEG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xmp.did:68869303-4da9-42bb-b6b7-34df85cf59e3
uuid:b7d54f33-a3ec-e945-950e-ea070a71e6d0
uuid:6e09ef0b-032d-11df-bf75-000a95e6ce9a
proof:pdf
uuid:b7fb1103-7437-4d43-bc04-e207629dd977
xmp.did:01801174072068118083853EF9367220
uuid:6e09ef0b-032d-11df-bf75-000a95e6ce9a
default
saved
xmp.iid:028011740720681180839F3A0C4BBE18
2012-08-22T11:17:28+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:68869303-4da9-42bb-b6b7-34df85cf59e3
2017-12-05T22:56:49+09:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Volumes/work2017〜/2017年/2017シビック公演/PH/4C_suzukiT.eps
uuid:48006726AA0111E3B76FFEE9553D3EBA
xmp.iid:DB3237FD3D2068118A6DCEE95C3FA4D0
EmbedByReference
/Volumes/work2017〜/2017年/2017シビック公演/PH/4C_nagaharaT.eps
uuid:E041A8CFAA0011E3B76FFEE9553D3EBA
xmp.iid:F31CAEF108216811BF6D8DFAA4F7355C
EmbedByReference
/Volumes/work2017〜/2017年/2017シビック公演/PH/4C_nakagiT.eps
uuid:647016A67F5B11E2974BCD3D08D4563B
xmp.iid:DC3237FD3D2068118A6DCEE95C3FA4D0
EmbedByReference
/Volumes/work2017〜/2017年/2017シビック公演/当4C_ericT.eps
adobe:docid:photoshop:505a7ab7-d7ff-1d4b-9ed6-0f7733da39ac
xmp.iid:e68e75ee-8f6e-47d8-9181-a52e997cf3b7
EmbedByReference
/Volumes/work2017〜/2017年/2017シビック公演/当4C_stuttgarterT.eps
adobe:docid:photoshop:c97e8e42-88fc-a444-a84b-2f9035eca597
xmp.iid:e1d4442c-1fcf-4f8d-a635-5e067730f167
EmbedByReference
/Volumes/work2017〜/2017年/2017シビック公演/当4C_walterT.eps
adobe:docid:photoshop:b916ee11-54f1-b043-b261-3c1c8e5b474b
xmp.iid:df75c07c-7d0f-4bf4-b9c2-63ad0256363d
EmbedByReference
/Volumes/work2017〜/2017年/2017シビック公演/PH/4C_satoT.eps
xmp.did:0118ACE30720681183D1B4D1A75C15DB
xmp.iid:DA3237FD3D2068118A6DCEE95C3FA4D0
EmbedByReference
/Volumes/work2017〜/2017年/2017シビック公演/当4C_otaniT.eps
adobe:docid:photoshop:f158347b-0331-e248-96e6-72c2e8c8ca34
xmp.iid:dd9a78ef-7038-4dd5-bd05-4d21852b33da
EmbedByReference
/Volumes/work2017〜/2017年/2017シビック公演/当4C_emmanuelT.eps
adobe:docid:photoshop:faa58259-b09b-c346-9658-9d4673a9a753
xmp.iid:386c438e-b2eb-4aaf-a4f7-54b34405d06f
EmbedByReference
/Volumes/work2017〜/2017年/2017シビック公演/当4C_czechT.eps
adobe:docid:photoshop:159d5786-f553-bb43-bc9b-c1d50ea161a3
xmp.iid:812facbb-d3a9-4714-a9f8-4b8fd7c3f027
EmbedByReference
/Volumes/work2017〜/2017年/2017シビック公演/PH/4C_zoorasianT.eps
xmp.did:08801174072068118DBBB31A63090F5B
xmp.iid:E03237FD3D2068118A6DCEE95C3FA4D0
EmbedByReference
/Volumes/work2017〜/2017年/2017シビック公演/当4C_voces8T.eps
adobe:docid:photoshop:4caed1ad-b42b-4247-9872-d73c6e57158a
xmp.iid:61c61942-3a52-4959-8e38-bf9e2a9cc8a9
EmbedByReference
/Volumes/work2017〜/2017年/2017シビック公演/当4C_januszT.eps
adobe:docid:photoshop:a2a5e9a1-f7b0-ac47-9104-e1fd212d897e
xmp.iid:a55f65d8-c683-4069-978e-f41724dc68d3
/Volumes/work2017〜/2017年/2017シビック公演/PH/4C_suzukiT.eps
uuid:48006726AA0111E3B76FFEE9553D3EBA
xmp.iid:DB3237FD3D2068118A6DCEE95C3FA4D0
/Volumes/work2017〜/2017年/2017シビック公演/PH/4C_nagaharaT.eps
uuid:E041A8CFAA0011E3B76FFEE9553D3EBA
xmp.iid:F31CAEF108216811BF6D8DFAA4F7355C
/Volumes/work2017〜/2017年/2017シビック公演/PH/4C_nakagiT.eps
uuid:647016A67F5B11E2974BCD3D08D4563B
xmp.iid:DC3237FD3D2068118A6DCEE95C3FA4D0
/Volumes/work2017〜/2017年/2017シビック公演/当4C_ericT.eps
adobe:docid:photoshop:505a7ab7-d7ff-1d4b-9ed6-0f7733da39ac
xmp.iid:e68e75ee-8f6e-47d8-9181-a52e997cf3b7
/Volumes/work2017〜/2017年/2017シビック公演/当4C_stuttgarterT.eps
adobe:docid:photoshop:c97e8e42-88fc-a444-a84b-2f9035eca597
xmp.iid:e1d4442c-1fcf-4f8d-a635-5e067730f167
/Volumes/work2017〜/2017年/2017シビック公演/当4C_walterT.eps
adobe:docid:photoshop:b916ee11-54f1-b043-b261-3c1c8e5b474b
xmp.iid:df75c07c-7d0f-4bf4-b9c2-63ad0256363d
/Volumes/work2017〜/2017年/2017シビック公演/PH/4C_satoT.eps
xmp.did:0118ACE30720681183D1B4D1A75C15DB
xmp.iid:DA3237FD3D2068118A6DCEE95C3FA4D0
/Volumes/work2017〜/2017年/2017シビック公演/当4C_otaniT.eps
adobe:docid:photoshop:f158347b-0331-e248-96e6-72c2e8c8ca34
xmp.iid:dd9a78ef-7038-4dd5-bd05-4d21852b33da
/Volumes/work2017〜/2017年/2017シビック公演/当4C_emmanuelT.eps
adobe:docid:photoshop:faa58259-b09b-c346-9658-9d4673a9a753
xmp.iid:386c438e-b2eb-4aaf-a4f7-54b34405d06f
/Volumes/work2017〜/2017年/2017シビック公演/当4C_czechT.eps
adobe:docid:photoshop:159d5786-f553-bb43-bc9b-c1d50ea161a3
xmp.iid:812facbb-d3a9-4714-a9f8-4b8fd7c3f027
/Volumes/work2017〜/2017年/2017シビック公演/PH/4C_zoorasianT.eps
xmp.did:08801174072068118DBBB31A63090F5B
xmp.iid:E03237FD3D2068118A6DCEE95C3FA4D0
/Volumes/work2017〜/2017年/2017シビック公演/当4C_voces8T.eps
adobe:docid:photoshop:4caed1ad-b42b-4247-9872-d73c6e57158a
xmp.iid:61c61942-3a52-4959-8e38-bf9e2a9cc8a9
/Volumes/work2017〜/2017年/2017シビック公演/当4C_januszT.eps
adobe:docid:photoshop:a2a5e9a1-f7b0-ac47-9104-e1fd212d897e
xmp.iid:a55f65d8-c683-4069-978e-f41724dc68d3
application/pdf
2017lineup_A4omote
1
True
False
210.000000
297.000000
Millimeters
Cyan
Magenta
Yellow
Black
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
マゼンタ
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
レッド
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
クリムゾン
CMYK
PROCESS
27.000000
94.000000
94.000000
26.000000
オレンジ
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
ピーチ
CMYK
PROCESS
3.000000
26.000000
81.000000
4.000000
カスタード
CMYK
PROCESS
0.000000
13.000000
63.000000
0.000000
イエロー
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
ライム
CMYK
PROCESS
33.000000
0.000000
73.000000
0.000000
ドライセージ
CMYK
PROCESS
36.000000
10.000000
47.000000
2.000000
グリーン
CMYK
PROCESS
80.000000
0.000000
100.000000
0.000000
森林
CMYK
PROCESS
90.000000
30.000000
90.000000
17.000000
地中海
CMYK
PROCESS
100.000000
0.000000
30.000000
5.000000
ブライトブルー
CMYK
PROCESS
46.000000
0.000000
0.000000
0.000000
シアン
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
ナイトブルー
CMYK
PROCESS
100.000000
50.000000
0.000000
0.000000
油ねんど
CMYK
PROCESS
30.000000
0.000000
0.000000
43.000000
ペリウィンクル
CMYK
PROCESS
43.000000
28.000000
0.000000
0.000000
プラム
CMYK
PROCESS
50.000000
90.000000
0.000000
0.000000
ラベンダー
CMYK
PROCESS
18.000000
46.000000
0.000000
0.000000
ベビーピンク
CMYK
PROCESS
0.000000
25.000000
0.000000
0.000000
ビスケット
CMYK
PROCESS
7.000000
24.000000
37.000000
2.000000
カフェオレ
CMYK
PROCESS
25.000000
42.000000
48.000000
11.000000
モルト
CMYK
PROCESS
33.000000
44.000000
54.000000
19.000000
モカ
CMYK
PROCESS
43.000000
52.000000
80.000000
38.000000
ライトグレー
CMYK
PROCESS
0.000000
0.000000
0.000000
30.000000
薄墨
CMYK
PROCESS
0.000000
0.000000
0.000000
70.000000
ブラック (グローバル)
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
レッド (グローバル)
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
オレンジ (グローバル)
PROCESS
100.000000
CMYK
0.000000
50.000000
100.000000
0.000000
イエロー (グローバル)
PROCESS
100.000000
CMYK
0.000000
0.000000
100.000000
0.000000
グリーン (グローバル)
PROCESS
100.000000
CMYK
80.000001
0.000000
100.000000
0.000000
ブルー (グローバル)
PROCESS
100.000000
CMYK
46.000001
0.000000
0.000000
0.000000
ナイトブルー (グローバル)
PROCESS
100.000000
CMYK
100.000000
50.000000
0.000000
0.000000
ペリウィンクル (グローバル)
PROCESS
100.000000
CMYK
43.000001
28.000000
0.000000
0.000000
プラム (グローバル)
PROCESS
100.000000
CMYK
50.000000
89.999998
0.000000
0.000000
ピンク (グローバル)
PROCESS
100.000000
CMYK
0.000000
25.000000
0.000000
0.000000
モルト (グローバル)
PROCESS
100.000000
CMYK
32.550001
44.310001
53.729999
19.610000
新規カラースウォッチ 1
CMYK
PROCESS
30.000000
80.000000
100.000000
0.000000
新規カラースウォッチ 3
CMYK
PROCESS
60.000000
80.000000
20.000000
0.000000
新規カラースウォッチ 2
CMYK
PROCESS
40.000000
80.000000
80.000000
0.000000
新規カラースウォッチ 4
CMYK
PROCESS
50.000000
100.000000
100.000000
0.000000
新規カラースウォッチ 5
CMYK
PROCESS
100.000000
60.000000
40.000000
0.000000
新規カラースウォッチ 7
CMYK
PROCESS
100.000000
70.000000
40.000000
0.000000
新規カラースウォッチ 6
CMYK
PROCESS
100.000000
60.000000
100.000000
0.000000
新規カラースウォッチ 8
CMYK
PROCESS
100.000000
80.000000
50.000000
0.000000
新規カラースウォッチ 9
CMYK
PROCESS
70.000000
100.000000
100.000000
0.000000
新規カラースウォッチ 10
CMYK
PROCESS
10.000000
30.000000
100.000000
0.000000
新規カラースウォッチ 11
CMYK
PROCESS
80.000000
100.000000
100.000000
0.000000
新規カラースウォッチ 12
CMYK
PROCESS
0.000000
60.000000
22.500000
0.000000
新規カラースウォッチ 13
CMYK
PROCESS
70.000000
90.000000
100.000000
0.000000
新規カラースウォッチ 14
CMYK
PROCESS
0.000000
15.000000
80.000000
0.000000
新規カラースウォッチ 15
CMYK
PROCESS
70.000000
30.000000
100.000000
0.000000
新規カラースウォッチ 16
CMYK
PROCESS
70.000000
10.000000
100.000000
0.000000
新規カラースウォッチ 17
CMYK
PROCESS
0.000000
100.000000
40.000000
0.000000
新規カラースウォッチ 18
CMYK
PROCESS
80.000000
100.000000
100.000000
0.000000
C=80 M=90 Y=100 K=0 1
CMYK
PROCESS
80.000000
90.000000
100.000000
0.000000
バロック.カラー1
SPOT
100.000000
CMYK
0.000000
50.000000
100.000000
0.000000
ソナタ.カラー2
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
ロココ.カラー1
SPOT
100.000000
CMYK
0.000000
13.000000
55.000001
41.999999
C=60 M=70 Y=90 K=0 1
CMYK
PROCESS
60.000000
70.000000
90.000000
0.000000
C=20 M=40 Y=100 K=0 1
CMYK
PROCESS
20.000000
40.000000
100.000000
0.000000
C=60 M=100 Y=100 K=0 1
CMYK
PROCESS
60.000000
100.000000
100.000000
0.000000
C=0 M=0 Y=30 K=0 1
CMYK
PROCESS
0.000000
0.000000
30.000000
0.000000
C=10 M=20 Y=60 K=0 1
CMYK
PROCESS
10.000000
20.000000
60.000000
0.000000
C=60 M=100 Y=100 K=20 1
CMYK
PROCESS
60.000000
100.000000
100.000000
20.000000
C=0 M=84 Y=90 K=12 1
CMYK
PROCESS
0.000000
84.000000
90.000000
12.000000
C=0 M=28 Y=30 K=6 1
CMYK
PROCESS
0.000000
28.000000
30.000000
6.000000
C=20 M=90 Y=90 K=0 1
CMYK
PROCESS
20.000000
90.000000
90.000000
0.000000
C=100 M=100 Y=50 K=0 1
CMYK
PROCESS
100.000000
100.000000
50.000000
0.000000
DIC 197s
SPOT
100.000000
CMYK
16.000000
100.000000
91.000003
0.000000
DIC 199s
SPOT
100.000000
CMYK
5.000000
98.000002
100.000000
0.000000
DIC 200s
SPOT
100.000000
CMYK
8.000000
88.999999
100.000000
0.000000
C=20 M=40 Y=80 K=0 1
CMYK
PROCESS
20.000000
40.000000
80.000000
0.000000
C=20 M=0 Y=0 K=80 1
CMYK
PROCESS
20.000000
0.000000
0.000000
80.000000
C=0 M=50 Y=85 K=60 1
CMYK
PROCESS
0.000000
50.000000
85.000000
60.000000
C=20 M=0 Y=40 K=70 1
CMYK
PROCESS
20.000000
0.000000
40.000000
70.000000
DIC 5s*
SPOT
100.000000
CMYK
0.000000
23.000000
20.999999
0.000000
DIC 333s*
SPOT
100.000000
CMYK
81.999999
89.999998
100.000000
0.000000
C=82 M=90 Y=100 K=0 1
CMYK
PROCESS
82.000000
90.000000
100.000000
0.000000
C=15 M=100 Y=90 K=0 1
CMYK
PROCESS
15.000000
100.000000
90.000000
0.000000
DIC 256s
SPOT
100.000000
CMYK
89.999998
89.999998
17.000000
0.000000
DIC 255s
SPOT
100.000000
CMYK
95.999998
68.000001
5.000000
0.000000
DIC 620s***
SPOT
100.000000
CMYK
43.000001
52.999997
88.000000
0.000000
C=20 M=40 Y=100 K=0 2
CMYK
PROCESS
20.000000
40.000000
100.000000
0.000000
C=30 M=40 Y=100 K=0 1
CMYK
PROCESS
30.000000
40.000000
100.000000
0.000000
C=85 M=95 Y=100 K=0 1
CMYK
PROCESS
85.000000
95.000000
100.000000
0.000000
C=15 M=30 Y=80 K=0 1
CMYK
PROCESS
15.000000
30.000000
80.000000
0.000000
C=7 M=15 Y=40 K=0 1
CMYK
PROCESS
7.500000
15.000000
40.000000
0.000000
C=20 M=20 Y=20 K=100 1
CMYK
PROCESS
20.000000
20.000000
20.000000
100.000000
C=70 M=0 Y=100 K=0 1
CMYK
PROCESS
70.000000
0.000000
100.000000
0.000000
C=80 M=20 Y=10 K=0 1
CMYK
PROCESS
80.000000
20.000000
10.000000
0.000000
C=100 M=60 Y=15 K=0 1
CMYK
PROCESS
100.000000
60.000000
15.000000
0.000000
C=50 M=90 Y=20 K=0 1
CMYK
PROCESS
50.000000
90.000000
20.000000
0.000000
C=10 M=80 Y=40 K=0 1
CMYK
PROCESS
10.000000
80.000000
40.000000
0.000000
C=20 M=100 Y=100 K=0 1
CMYK
PROCESS
20.000000
100.000000
100.000000
0.000000
C=10 M=60 Y=100 K=0 1
CMYK
PROCESS
10.000000
60.000000
100.000000
0.000000
C=30 M=30 Y=100 K=0 1
CMYK
PROCESS
30.000000
30.000000
100.000000
0.000000
C=70 M=20 Y=100 K=0 1
CMYK
PROCESS
70.000000
20.000000
100.000000
0.000000
C=100 M=0 Y=100 K=45 1
CMYK
PROCESS
100.000000
0.000000
100.000000
45.000000
C=100 M=30 Y=50 K=0 1
CMYK
PROCESS
100.000000
30.000000
50.000000
0.000000
C=60 M=80 Y=100 K=0 1
CMYK
PROCESS
60.000000
80.000000
100.000000
0.000000
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>
endobj
108 0 obj
<>/Font<>>>/Fields[]>>
endobj
181 0 obj
<>
endobj
223 0 obj
<>
endobj
224 0 obj
<>/ExtGState<>>>/Subtype/Form>>stream
HܗI$Eu8k-
AF҂Nhd#¾3o?~ۗ#{/ GpoRxo_o1o|Oُ/|ۏ?>m>~ߏz?O_+@E)~yw#wv/vԿ~.f8/G1;>PzԶbKto}}|
V2Y{Ѩl~y .o(7#\[+?4?8Y
rγI8+gkzg[$|4:'^F*yyW%>hU&Uq44vxPqޖQ_bUE/6dߏm;~n4<נm<K܂3I'flbqRO3pJL[{8Iӗ@yT'/OFWmҨq&
juDz_X
߿Ɵ8);作8"h |!U%Zg8 Gl{sV7==orR,Yxߔg IW>y\6=}i>wXO^+"g mV[Pq V)Rx9>ekj݉π1rO9(bM@t_M݉:3 2Y 143v^ )=9k؛aL4JN@
exlhĎfaY[.qKmI/99u/iw֔`Ţ;ۆmҍw