%PDF-1.6
%
1 0 obj
<>/OCGs[5 0 R 6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
間違い探しクイズ_お粥ol
2022-10-26T15:02:35+09:00
2022-10-26T15:02:35+09:00
2022-10-26T15:02:35+09:00
Adobe Illustrator 26.2 (Macintosh)
256
172
JPEG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uuid:b178fdd8-f468-c24d-b361-8b38d20035a2
xmp.did:bbf203f4-4490-4fb8-afe7-fbd39924012e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a6698108-bd5d-5a44-800c-e25cc8d0c979
xmp.did:6bf5da74-b6ac-42ac-9774-0ace7f47cd68
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:3ec5344a-d360-417c-a1ba-ce594db2a7ef
2021-04-14T09:31:06+09:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:bbf203f4-4490-4fb8-afe7-fbd39924012e
2022-10-26T15:02:28+09:00
Adobe Illustrator 26.2 (Macintosh)
/
Print
Adobe Illustrator
True
True
1
297.000000
210.000000
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
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=15 M=100 Y=100 K=19
PROCESS
100.000000
CMYK
15.000001
100.000000
100.000000
19.000000
C=100 M=100 Y=0 K=0 1
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
R=250 G=240 B=240
PROCESS
100.000000
CMYK
2.197299
8.392461
4.501411
0.000000
R=250 G=100 B=120
PROCESS
100.000000
CMYK
0.000000
74.886698
37.167925
0.000000
R=240 G=90 B=50
PROCESS
100.000000
CMYK
5.215533
78.295565
80.233461
0.000000
R=255 G=180 B=180
PROCESS
100.000000
CMYK
0.000000
41.275653
20.611887
0.000000
R=67 G=65 B=66
PROCESS
100.000000
CMYK
75.948727
70.809489
66.869611
32.260624
R=250 G=230 B=220
PROCESS
100.000000
CMYK
2.215610
13.754481
12.799267
0.000000
R=240 G=160 B=30
PROCESS
100.000000
CMYK
8.303960
46.518654
88.778514
0.000000
R=255 G=220 B=20
PROCESS
100.000000
CMYK
5.569543
16.253909
86.388952
0.000000
R=160 G=190 B=90
PROCESS
100.000000
CMYK
45.654991
14.599831
76.293582
0.000000
C=0 M=63 Y=16 K=0 1
CMYK
PROCESS
0.000000
62.890625
16.406250
0.000000
C=31 M=9 Y=81 K=0 1
CMYK
PROCESS
31.250000
8.984375
81.250000
0.000000
R=255 G=220 B=160
PROCESS
100.000000
CMYK
1.620508
18.814373
41.907376
0.000000
R=200 G=50 B=60
PROCESS
100.000000
CMYK
27.093917
92.642099
75.704581
0.054932
C=0 M=40 Y=75 K=20 1
CMYK
PROCESS
0.000000
40.000001
75.000000
20.000000
C=0 M=30 Y=65 K=10 1
CMYK
PROCESS
0.000000
30.000001
64.999998
9.999999
C=40 M=75 Y=90 K=40 1
CMYK
PROCESS
40.000000
75.000000
90.000000
40.000000
C=10 M=70 Y=85 K=30 1
CMYK
PROCESS
10.000000
69.999999
85.000002
30.000001
C=5 M=7 Y=30 K=0 1
CMYK
PROCESS
5.000000
7.000000
30.000000
0.000000
C=5 M=30 Y=65 K=10 1
CMYK
PROCESS
5.000000
30.000001
64.999998
9.999999
C=2 M=25 Y=42 K=0 1
CMYK
PROCESS
1.620508
25.000000
41.907376
0.000000
C=0 M=40 Y=53 K=20 1
CMYK
PROCESS
0.000000
40.000000
53.000000
20.000000
C=5 M=15 Y=20 K=0 1
CMYK
PROCESS
5.000000
15.000000
20.000000
0.000000
C=7 M=30 Y=65 K=10 1
CMYK
PROCESS
7.000000
30.000001
64.999998
9.999999
C=25 M=45 Y=65 K=0 1
CMYK
PROCESS
25.000000
45.000000
65.000000
0.000000
C=10 M=35 Y=70 K=15 1
CMYK
PROCESS
10.000000
35.000000
70.000000
15.000000
C=20 M=45 Y=80 K=25 1
CMYK
PROCESS
20.000000
45.000000
80.000000
25.000000
C=0 M=40 Y=10 K=0 1
CMYK
PROCESS
0.000000
40.000000
10.000000
0.000000
C=67 M=71 Y=77 K=36 1
CMYK
PROCESS
66.796875
70.703125
77.343750
35.546875
グレー
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
89.999400
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
輝き
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
10.000000
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
Adobe PDF library 16.04
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/ExtGState<>/Properties<>/Shading<>/XObject<>>>/Thumb 51 0 R/TrimBox[8.50391 8.50391 850.394 603.779]/Type/Page>>
endobj
9 0 obj
<>stream
HWˮ\IWʪGn1h\#ƀ^[,ղ|yT#22_o~x]vTaum}ΗߞTVe[1N?}>woN?olm}}>zpz<=oa}}<3vwt.uثa}N.v}r jo?7eÚQTc`'Qអ+xa7D