%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ぬりえカレンダー7月
2017-05-01T16:06:08+09:00
2017-05-01T16:06:08+09:00
2017-05-01T16:06:08+10:00
Adobe Illustrator CC 2017 (Windows)
184
256
JPEG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uuid:33e9285a-5672-4b97-87a1-9465a728cba6
xmp.did:691008b0-0c28-164b-821c-f633c95c3b97
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:bc5197ac-ff3c-4ccf-b321-f9689e693f88
xmp.did:2d2eff1a-3d52-a14c-8746-2b8206e3c40f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:e8ddd1bf-55b4-4a75-bfb6-b4c75d5dbef4
2017-01-26T02:49:10+09:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:691008b0-0c28-164b-821c-f633c95c3b97
2017-05-01T16:06:04+09:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
C:\Users\syota\Desktop\ドライブヘッド\その他デザイン\カレンダー\logo.png
xmp.did:D28C702225B011E7A43FBA5D72E3455B
xmp.iid:D28C702125B011E7A43FBA5D72E3455B
C:\Users\syota\Desktop\ドライブヘッド\その他デザイン\カレンダー\logo.png
xmp.did:D28C702225B011E7A43FBA5D72E3455B
xmp.iid:D28C702125B011E7A43FBA5D72E3455B
Print
False
True
1
209.999997
297.000013
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
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 15.00
21.0.2
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 43 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
10 0 obj
<>stream
HdɎ$KEAH'@o1A3=yDFUUq=vGʒv!b{/{×ZߞVm)[Rlo/푓zkb{0¹^KϷs⛱*(kgJ2x%TB=-ރ>
i+0`kw&p^GB1XQ⡿vT>s^C{]/Sڶ7PƑ9z=eoH{
P99k썷
dnweohJðe[{;^0{MCn1P3=`S#$Kzj*#ky#!b"Y1 R-%qYM{'Ήɍ:-Bg&)_qSI_RI#oj+Җ>!I01njXq`;6.wG
V