%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
第11校_1707280032_第60回中部地区幼児教育研究会_A4チラシ_2017.10.26_トンボ無し
2017-10-27T09:28:31+09:00
2017-10-27T09:28:31+09:00
2017-10-27T09:28:31+09:00
Adobe Illustrator CC 2017 (Windows)
256
164
JPEG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uuid:fc7692a6-8d16-43b1-ab6e-459b54c24297
xmp.did:20db0c80-d28e-0845-9d5e-999130768027
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:77b2c011-4978-4c36-ab55-29d198ada5c3
xmp.did:56b5d0e9-5a7c-7442-8a4c-6992f806ef13
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:4a5637d0-65d1-d041-95f4-862242594e5c
2017-07-11T09:25:51+09:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:20db0c80-d28e-0845-9d5e-999130768027
2017-10-27T09:28:26+09:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
D:\work\株式会社コームラ\中部地区幼児教育研究会\1707280032_第60回中部地区幼児教育研究会_2017.8\D3A_0053sssrt.psd
4078FF7DFA745F2FB1F2054BF80BC5DC
xmp.iid:3713E7412DAEE71192CBE8F67B6BEC8A
EmbedByReference
D:\work\株式会社コームラ\中部地区幼児教育研究会\1707280032_第60回中部地区幼児教育研究会_2017.8\ひなたおさむ.psd
07DF78055C3264BB3137B69BFFA62939
xmp.iid:179650C19FB8E711B942CDA561BA5915
EmbedByReference
D:\work\株式会社コームラ\中部地区幼児教育研究会\1707280032_第60回中部地区幼児教育研究会_2017.8\QR.psd
xmp.did:86FA9B7959B8E711A681AC9B8F97AE31
xmp.iid:87FA9B7959B8E711A681AC9B8F97AE31
D:\work\株式会社コームラ\中部地区幼児教育研究会\1707280032_第60回中部地区幼児教育研究会_2017.8\D3A_0053sssrt.psd
4078FF7DFA745F2FB1F2054BF80BC5DC
xmp.iid:3713E7412DAEE71192CBE8F67B6BEC8A
D:\work\株式会社コームラ\中部地区幼児教育研究会\1707280032_第60回中部地区幼児教育研究会_2017.8\ひなたおさむ.psd
07DF78055C3264BB3137B69BFFA62939
xmp.iid:179650C19FB8E711B942CDA561BA5915
D:\work\株式会社コームラ\中部地区幼児教育研究会\1707280032_第60回中部地区幼児教育研究会_2017.8\QR.psd
xmp.did:86FA9B7959B8E711A681AC9B8F97AE31
xmp.iid:87FA9B7959B8E711A681AC9B8F97AE31
Print
False
True
1
210.000000
297.000000
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
C=100 M=100 Y=0 K=0
PROCESS
100.000000
CMYK
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=30 M=40 Y=60 K=0
PROCESS
100.000000
CMYK
29.999998
39.999995
59.999985
0.000000
C=10 M=20 Y=40 K=0
PROCESS
100.000000
CMYK
9.999999
19.999997
39.999995
0.000000
C=5 M=10 Y=30 K=0
PROCESS
100.000000
CMYK
5.000000
9.999999
29.999998
0.000000
C=40 M=100 Y=100 K=20
PROCESS
100.000000
CMYK
39.999995
100.000000
100.000000
19.999997
C=40 M=100 Y=100 K=0
PROCESS
100.000000
CMYK
39.999995
100.000000
100.000000
0.000000
Blanco
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=40 G=165 B=169
PROCESS
100.000000
CMYK
74.190897
18.786897
38.141498
0.000000
R=249 G=219 B=63
PROCESS
100.000000
CMYK
8.209399
16.067696
78.820491
0.000000
R=204 G=37 B=54
PROCESS
100.000000
CMYK
24.887499
96.243191
79.763490
0.000000
R=255 G=247 B=222
PROCESS
100.000000
CMYK
1.525900
4.632600
16.806298
0.000000
R=118 G=233 B=203
PROCESS
100.000000
CMYK
50.835395
0.000000
33.685800
0.000000
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
5 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/Pattern<>/ProcSet[/PDF/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
25 0 obj
<>stream
HWˎ,9Wt~o !tGwfD9'쬬FbǢp8^>{([
/_~v_n۷/}Qvke9}l~U폗_߿mҷZÞZCZ[W>W_?oh}\Tn2>bC,)@zYmOCRئ\;4륄Rbڇ!)O-eAǔ]o
^
Y4
!sIq+)X?|w_x|IXafF;7̴v 'B0^~`XBS*my3+Llϵ=cKu>%&I^4I
P~%l߯\bT }acL[/{ˀi6g(.{e7a}fP1ĽVzq1f%δhyl(D
,X+^@ zlDsWNg.{'x<{Z}P1mhXd$ Uewts vCN䴡ڏYmpC5m;57,"_=Es5MMe@peleozYRJTr⬨詔kBWyfڇG0sٛ=4#9xNb<-PLǿi}o̧eUY2m!Z^%g&@e:?|P/%^t3:~J#ȟ̾0FSj,29upF<\lpb7eT01L!YQhٞ٤";Q
}ґCtIM#P`ehan.R?J%M$SDu\ Fz $֯Qd}hS
0Tw
:AŚ ;ȗCvL nAF b]WFIex0Sʟ쪳ձ@NfM2O։YsL VMEnT&xB
%Vv"$/)<EulaUĬ;j_ӛхZaXuCX
y)HTdXf#-Wx[b9v|;0
}Vg[̙2R>>~:G+"CrފިyY D?^ɔRUCܧ·M}wdg3<= ^J l8?#~sg|C$%A9/$ʻ=Zʺ)xU붚9w1>4Sx!L$k9+3. Β&]6R˨
|1.%=HmLv:I:'O[Mk
N{c20*X5.6'HF~F'm"nCy<$VMx}ҵ gʚڼIw%oh
שw@A8dPz+4OPYPRk$`xR&glEQHH)ih
ْ"3fz8gmXZ$2O?7YXes筜>XqgƇ&xu'R#m
_S$|o9]85KޢB/ 3&:>x-Me͢ 1dtm^[~E+5ug&e'x"OWA']O9x\Ko+ß[+eaK2Gyt>]*\Qi#*!Žzk:jҕ_p]hE4 "\%=я]k]"!WIJ{X/}3>O(]13ɞ`L1TT00<65 ^E
vIr,̞
EF
]jpf:\`?"%Jq]