%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
カレンダー2021年11月12月_塗り絵
2021-10-25T18:23:22+09:00
2021-10-25T18:23:22+09:00
2021-10-25T18:23:22+09:00
Adobe Illustrator CS6 (Macintosh)
256
184
JPEG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uuid:20bc37ec-cb18-ff47-8e7a-f1120b59a1ff
xmp.did:0680117407206811822AF82839DCE83A
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:c9df63fd-ff71-b545-8325-caa2eda7db0f
xmp.did:038011740720681183D1996FD5F0CC92
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822ADE76031E5DA0
2020-02-18T10:53:42+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0680117407206811822AF82839DCE83A
2021-10-25T18:23:19+09:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
True
1
296.999959
209.999929
Millimeters
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
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
C=55 M=30 Y=100 K=0
PROCESS
100.000000
CMYK
55.000000
30.000002
100.000000
0.000000
C=0 M=45 Y=20 K=0
PROCESS
100.000000
CMYK
0.000000
45.000000
20.000000
0.000000
C=8 M=41 Y=45 K=60
PROCESS
100.000000
CMYK
8.000000
41.000000
45.000000
60.000004
C=8 M=40 Y=45 K=55
PROCESS
100.000000
CMYK
8.000000
40.000000
45.000000
55.000000
C=0 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
C=0 M=70 Y=80 K=0
PROCESS
100.000000
CMYK
0.000000
70.000000
80.000000
0.000000
C=20 M=100 Y=88 K=43
PROCESS
100.000000
CMYK
20.000000
100.000000
88.000000
42.999996
C=0 M=10 Y=50 K=0
PROCESS
100.000000
CMYK
0.000000
10.000000
50.000000
0.000000
C=0 M=35 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
35.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0 1
PROCESS
100.000000
CMYK
0.000000
35.000000
85.000000
0.000000
C=0 M=75 Y=50 K=0
PROCESS
100.000000
CMYK
0.000000
75.000000
50.000000
0.000000
C=0 M=8 Y=35 K=0
PROCESS
100.000000
CMYK
0.000000
8.000000
35.000000
0.000000
C=15 M=100 Y=88 K=6
PROCESS
100.000000
CMYK
14.999999
100.000000
88.000000
6.000000
C=20 M=0 Y=93 K=15
PROCESS
100.000000
CMYK
20.000000
0.000000
93.000000
14.999999
C=20 M=100 Y=88 K=50
PROCESS
100.000000
CMYK
20.000000
100.000000
88.000000
50.000000
C=20 M=17 Y=65 K=0
PROCESS
100.000000
CMYK
20.000000
17.000000
65.000000
0.000000
C=25 M=55 Y=100 K=25
PROCESS
100.000000
CMYK
25.000000
55.000000
100.000000
25.000000
C=25 M=58 Y=85 K=0
PROCESS
100.000000
CMYK
25.000000
58.000000
85.000000
0.000000
C=28 M=37 Y=72 K=17
PROCESS
100.000000
CMYK
28.000000
37.000000
72.000000
17.000000
C=35 M=0 Y=100 K=20
PROCESS
100.000000
CMYK
35.000000
0.000000
100.000000
20.000000
C=35 M=60 Y=80 K=25
PROCESS
100.000000
CMYK
35.000000
60.000004
80.000000
25.000000
C=38 M=8 Y=95 K=16
PROCESS
100.000000
CMYK
38.000000
8.000000
95.000000
16.000000
C=46 M=17 Y=65 K=17
PROCESS
100.000000
CMYK
45.999996
17.000000
65.000000
17.000000
C=50 M=10 Y=100 K=20
PROCESS
100.000000
CMYK
50.000000
10.000000
100.000000
20.000000
C=79 M=43 Y=80 K=16
PROCESS
100.000000
CMYK
79.000000
42.999996
80.000000
16.000000
C=50 M=100 Y=50 K=50 1
PROCESS
100.000000
CMYK
50.000000
100.000000
50.000000
50.000000
C=30 M=55 Y=75 K=20
PROCESS
100.000000
CMYK
30.000002
55.000000
75.000000
20.000000
C=50 M=20 Y=65 K=15
PROCESS
100.000000
CMYK
50.000000
20.000000
65.000000
14.999999
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 841.89 595.275]/Type/Page>>
endobj
9 0 obj
<>stream
HKK+t:#߹HH .X/k@}Y=S.n{dkꑙ'^'N|o?]~lmR[m)ڷϟ.qK
#?}~O^>ꇸ_j}g flRuo*7,-Pvi}+=T˵[ g=ۮ=C/w\K{d+|],M&&f3@̾Zz\8'|U5?sw}9$s\e,i{r^$%fx_ϗ5
/.!n?V>