%PDF-1.6
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
選ばれる園になるためのメルマガPDF_6号_20210915_1
2021-09-15T10:39:07+09:00
2021-09-15T10:39:07+09:00
2021-09-15T10:39:07+10:00
Adobe Illustrator 25.4 (Windows)
168
256
JPEG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uuid:e4b6418b-220a-471a-9731-d947438cd3ed
xmp.did:7da9c60d-7a53-9644-8620-8586562247f6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:4ef4e31b-ae29-8b48-9c92-1c268d8aba1c
xmp.did:4ef4e31b-ae29-8b48-9c92-1c268d8aba1c
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:68d38f6b-e27f-8344-ad33-314490421e51
2021-09-15T10:18:17+09:00
Adobe Illustrator 25.4 (Windows)
/
saved
xmp.iid:7da9c60d-7a53-9644-8620-8586562247f6
2021-09-15T10:39:05+09:00
Adobe Illustrator 25.4 (Windows)
/
Print
Adobe Illustrator
False
False
1
594.000000
864.000000
Pixels
YuMincho-Demibold
游明朝
Demibold
Open Type
Version 1.90
False
yumindb.ttf
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 16.00
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 14 0 R/TrimBox[8.50389 8.50389 602.504 872.504]/Type/Page>>
endobj
10 0 obj
<>stream
HWَJ}c߇vGR%;m# Z⁋0Xe D^Frs'N"/?4Kn4俿^~ˇ~˟n/?5
͒eЃSó fQ|}&hH*7ó<`4[{>|3
o^&nQOnati)|I?^IƼ?~JӴr3rX59~+;e#7~Oo:1D8f۳4?Exnޘ|+m;*Onں>INce'd(3r5Ww0\i"w'&_-;85jhQѣufQO3J%wȑMؒC~VL%-Ia6&W&Xfk99bta֞
jTT|>iSx2Aa+zhXät`$2Q!稥jD"xSLt?L92a(?H
RF c'G)iEIqƆ>I_ӏ82Ө`f]
h@~'xyTNWp7C