%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
年間カレンダー-04_20180808
2018-08-08T18:29:55+09:00
2018-08-08T18:29:55+09:00
2018-08-08T18:29:55+09:00
Adobe Illustrator CC 22.1 (Macintosh)
192
256
JPEG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uuid:50e5cf31-96d4-c743-9a42-a118df868fe3
xmp.did:48592f2b-e5e8-455d-bf40-b64c8ae17ec4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:1424aa43-ff00-4ac7-9368-cd58cb078a9c
xmp.did:1424aa43-ff00-4ac7-9368-cd58cb078a9c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:b4366255-9ae2-4ce4-a961-83a041c4c050
2018-07-30T17:39:55+09:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:48592f2b-e5e8-455d-bf40-b64c8ae17ec4
2018-08-08T18:29:48+09:00
Adobe Illustrator CC 22.1 (Macintosh)
/
Print
False
True
1
210.000000
297.000000
Millimeters
Impact
Impact
Regular
Open Type
Version 5.00x
False
Impact.ttf
HelveticaNeue-Medium
Helvetica Neue
Medium
TrueType
13.0d2e2
False
HelveticaNeue.ttc
HelveticaNeue-Bold
Helvetica Neue
Bold
TrueType
13.0d2e2
False
HelveticaNeue.ttc
UDShinGoPro-Medium
A-OTF UD新ゴ Pro
M
Open Type
Version 1.003;PS 1;hotconv 1.0.57;makeotf.lib2.0.21895
False
A-OTF-UDShinGoPro-Medium.otf
HiraMaruStdN-W6
ヒラギノ丸ゴ StdN
W6
Open Type
Version 8.01
False
ヒラギノ丸ゴ StdN W6.otf
HiraKakuStdN-W4
ヒラギノ角ゴ StdN
W4
Open Type
Version 8.00
False
ヒラギノ角ゴ StdN W4.otf
HiraKakuStdN-W6
ヒラギノ角ゴ StdN
W6
Open Type
Version 8.00
False
ヒラギノ角ゴ StdN W6.otf
HiraKakuStdN-W8
ヒラギノ角ゴ StdN
W8
Open Type
13.0d2e7
False
ヒラギノ角ゴシック W8.ttc
FutoGoB101Pr6N-Bold
A-OTF 太ゴB101 Pr6N
Bold
Open Type
Version 2.000;PS 1.2;hotconv 1.0.50;makeotf.lib2.0.15232;ATK150911JP M001
False
.26149.otf
GothicBBBPr6N-Medium
A-OTF 中ゴシックBBB Pr6N
Med
Open Type
Version 2.000;PS 1.2;hotconv 1.0.55;makeotf.lib2.0.20810;ATK150911JP M001
False
.26148.otf
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
endstream
endobj
3 0 obj
<>
endobj
15 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 57 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
16 0 obj
<>stream
HWn$}Ga(HI`1ba~0P^g%'I`sݣAKVjBnxw?_<9`6~)چܲöכoﯮ}w3as[?kգ²elY\,-[-eʲeuٲмKݰa#BO}:#,FX莰&/> k;/84\͖]Jy(.4l^-ka*$vLPRm./epzJ;qM|d.o7?]sPb?6y0fS2Eg^?*;xa(rE a>U2ٺ%y~6d=p O[,.97o([&[>T?xWpG<_]mϣ+јc,҉]fc
q%K.tѩ{'Iq;RE1
H6%ڤy*91y6gdzӬwlqLgZk 9ݟ!ީy\n<WcTCGPK.NE8f!꾼#?PM?Tns(