%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
xmp.did:508cbef7-3723-604f-9121-357f15ed63a4
uuid:feada444-cd1f-430e-bfaa-e0bf523ebf32
xmp.did:652e2f72-8181-a14e-9789-f57641102b43
proof:pdf
uuid:40643bdd-d657-4cf5-9d87-186373d2c349
xmp.did:7930db5f-e5dc-d048-86ca-6405afbd1c5a
xmp.did:652e2f72-8181-a14e-9789-f57641102b43
proof:pdf
saved
xmp.iid:652e2f72-8181-a14e-9789-f57641102b43
2018-06-28T11:36:34+09:00
Adobe Illustrator CC (Windows)
/
saved
xmp.iid:508cbef7-3723-604f-9121-357f15ed63a4
2018-07-04T17:29:14+09:00
Adobe Illustrator CC (Windows)
/
application/pdf
A4_tate_omote_西山20180628OL
Adobe Illustrator CC (Windows)
2018-07-04T17:29:18+10:00
2018-07-04T17:29:18+09:00
2018-07-04T17:29:18+09:00
184
256
JPEG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1
True
False
209.999927
296.999935
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
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
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=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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Aqua
PROCESS
100.000000
CMYK
63.921601
0.000000
26.004401
0.000000
Black
PROCESS
100.000000
CMYK
75.020999
67.968303
67.022198
90.164000
Blue
PROCESS
100.000000
CMYK
88.366503
76.916099
0.000000
0.000000
Blue-Gray
PROCESS
100.000000
CMYK
68.477899
63.924599
15.735100
1.437400
Bright Green
PROCESS
100.000000
CMYK
62.764901
0.000000
100.000000
0.000000
Brown
PROCESS
100.000000
CMYK
25.738901
88.363498
100.000000
24.325900
Dark Blue
PROCESS
100.000000
CMYK
100.000000
98.211598
13.592701
16.763601
Dark Green
PROCESS
100.000000
CMYK
79.961801
50.691998
89.361399
65.749598
Dark Red
PROCESS
100.000000
CMYK
28.674799
100.000000
100.000000
37.790501
Dark Teal
PROCESS
100.000000
CMYK
100.000000
86.617798
33.002201
22.680999
Dark Yellow
PROCESS
100.000000
CMYK
50.957501
36.130300
100.000000
13.421801
Gold
PROCESS
100.000000
CMYK
0.402800
18.844900
99.957299
0.000000
Gray-25%
PROCESS
100.000000
CMYK
24.719600
19.559000
20.074800
0.000000
Gray-40%
PROCESS
100.000000
CMYK
42.636800
34.787500
35.315499
0.985700
Gray-50%
PROCESS
100.000000
CMYK
51.647198
43.149501
43.149501
7.547100
Green
PROCESS
100.000000
CMYK
87.304503
24.216101
100.000000
12.924400
Indigo
PROCESS
100.000000
CMYK
95.672500
95.327699
0.000000
0.076300
Lavender
PROCESS
100.000000
CMYK
26.984099
40.827000
0.000000
0.000000
Light Blue
PROCESS
100.000000
CMYK
78.118598
62.319398
0.000000
0.000000
Light Green
PROCESS
100.000000
CMYK
18.323000
0.000000
27.744001
0.000000
Light Orange
PROCESS
100.000000
CMYK
0.000000
47.260201
100.000000
0.000000
Light Turquoise
PROCESS
100.000000
CMYK
16.040300
0.000000
3.292900
0.000000
Light Yellow
PROCESS
100.000000
CMYK
2.850400
0.000000
48.914301
0.000000
Lime
PROCESS
100.000000
CMYK
45.413899
0.000000
100.000000
0.000000
Olive Green
PROCESS
100.000000
CMYK
64.382398
56.035697
91.638100
63.207400
Orange
PROCESS
100.000000
CMYK
0.000000
74.255002
100.000000
0.000000
Pale Blue
PROCESS
100.000000
CMYK
35.297200
10.223500
0.000000
0.000000
Pink
PROCESS
100.000000
CMYK
26.990199
81.640297
0.000000
0.000000
Plum
PROCESS
100.000000
CMYK
38.165900
92.788601
36.060101
9.811600
Rose
PROCESS
100.000000
CMYK
0.000000
50.392902
0.000000
0.000000
Sea Green
PROCESS
100.000000
CMYK
78.957802
16.784900
76.861203
2.670300
Sky Blue
PROCESS
100.000000
CMYK
62.758797
0.000000
0.000000
0.000000
Tan
PROCESS
100.000000
CMYK
0.000000
22.043200
41.812801
0.000000
Teal
PROCESS
100.000000
CMYK
86.352301
31.381699
49.176800
8.023200
Turquoise
PROCESS
100.000000
CMYK
51.793700
0.000000
12.539899
0.000000
Violet
PROCESS
100.000000
CMYK
60.970497
100.000000
13.595800
3.329500
White
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
Yellow
PROCESS
100.000000
CMYK
6.198200
0.000000
96.514797
0.000000
Black 0
PROCESS
100.000000
CMYK
75.020999
67.968303
67.022198
90.164000
Gray-80%
PROCESS
100.000000
CMYK
69.481999
63.180000
62.151498
58.361202
Red
PROCESS
100.000000
CMYK
0.000000
99.398798
100.000000
0.000000
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 29 0 R/TrimBox[0.0 0.0 595.275 841.89]/Type/Page>>
endobj
9 0 obj
<>stream
HW#)@\6fH`y `OU5Gu^ X'lvWW廯?~?_ţ_.G[-ю:~_GNa/_}>~>?;jI5?lTC~\p%v,rqqfKĽviܶyS/luu~ZӒK{ "Θ73Röc!X0|9aUE=v4v̶52ll͌ 7|}.u}m4|U6`uw64fzG,%sz01<bflY Q;";EȌWTy1 ,R86PΪMpRT9]nZ008!u/D%sgqd0, -;p\GX8Llkj89R)
0pd` Z0fM0#X\wwoFJ⛌ULȕWk<cxksm ]ެBo֞I,7 XaR[>9ѕyg@1 } ]g0RVƉen{0ԐuXgokS e#P|G7kj"f]w1YrVd+8Vq{y5Zn+t9X(Bz@8qAcǚa?vs_Q9J"HdFfzgό]Ug8F<4
(C`~%)|)Yb.b:8,.ɨg핞4 " b2ru+;w0lrskX
׳E`A.q$"4g8Ia/ʰaUcm
ςa"{:':ۅY7e1=v-},h2V$>^"ܱU Z&a٘%T"#E"1
\i d 2TQi#Io_-5=yπ=-Y1.aj2N/\/ۥV\#;\0c
&P#>xaB5`!v<fbэCkS~ps` ;QkEfԕ5ϟ.ϻp1B(./bU/c?^u,bsqz wN[`O=fXy&yrCH$2u1sO}7$j%en@"٠يWph