%PDF-1.3
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
10月強度研修チラシ(オンライン・基実)-追加版
2021-07-15T09:24:44+09:00
2021-07-15T09:24:44+09:00
2021-07-15T09:24:44+09:00
Adobe Illustrator 25.2 (Macintosh)
256
176
JPEG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uuid:8f5272c1-ea57-fb40-ab81-e018ad252616
xmp.did:8f2d9966-1126-49f2-a952-ec0148d843c5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:77a93d9b-e144-5d4d-b162-5ca3c826a650
xmp.did:1ee618cb-1f06-4c15-ab8e-3e92af37bc5a
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:1ee618cb-1f06-4c15-ab8e-3e92af37bc5a
2019-07-12T14:49:16+09:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:8f2d9966-1126-49f2-a952-ec0148d843c5
2021-07-15T09:24:19+09:00
Adobe Illustrator 25.2 (Macintosh)
/
EmbedByReference
/Users/kabuyouki19/Desktop/★半田作業/★ようき:ココサポ:YCA仕事/チラシ/教育・研修センター/強度行動障害支援者養成研修チラシ/2021年/8月・9月開講(オンライン講座)/テキスト写真追加版/基礎研修のみ版/kyodo-text.eps
adobe:docid:photoshop:ec5f9438-cfb0-7c4e-9f69-07462aa8d727
xmp.iid:51c4b7f4-7b2b-48f6-9a65-eb83ccbd4de9
/Users/kabuyouki19/Desktop/★半田作業/★ようき:ココサポ:YCA仕事/チラシ/教育・研修センター/強度行動障害支援者養成研修チラシ/2021年/8月・9月開講(オンライン講座)/テキスト写真追加版/基礎研修のみ版/kyodo-text.eps
adobe:docid:photoshop:ec5f9438-cfb0-7c4e-9f69-07462aa8d727
xmp.iid:51c4b7f4-7b2b-48f6-9a65-eb83ccbd4de9
Print
Adobe Illustrator
False
True
1
210.001556
297.000083
Millimeters
HiraginoSans-W4
ヒラギノ角ゴシック
W4
Open Type
15.0d1e3
False
ヒラギノ角ゴシック W4.ttc
HiraginoSans-W5
ヒラギノ角ゴシック
W5
Open Type
15.0d1e3
False
ヒラギノ角ゴシック W5.ttc
HiraginoSans-W6
ヒラギノ角ゴシック
W6
Open Type
15.0d1e3
False
ヒラギノ角ゴシック W6.ttc
YuMin-Medium
游明朝体
ミディアム
Open Type
15.0d1e1
False
YuMincho.ttc
YuMin-Demibold
游明朝体
デミボールド
Open Type
15.0d1e1
False
YuMincho.ttc
RoNKSeiKaiStd-Lt
Ro日活正楷書体Std
L
Open Type
Version 1.00;ATK150911JP M001
False
.26138.otf
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
カバン
PROCESS
100.000000
CMYK
0.000000
23.999999
19.000000
25.999999
主線
PROCESS
100.000000
CMYK
10.000000
10.000000
10.000000
69.999999
服の色 7
PROCESS
100.000000
CMYK
0.000000
28.999999
20.000000
0.000000
はだいろ
PROCESS
100.000000
CMYK
0.000000
9.000000
19.000000
0.000000
グレー
PROCESS
100.000000
CMYK
10.000000
10.000000
10.000000
50.000000
C=8 M=38 Y=14 K=0
PROCESS
100.000000
CMYK
8.203100
37.500000
14.453100
0.000000
髪の色 6
PROCESS
100.000000
CMYK
0.000000
38.999999
49.000001
11.000000
ズボンの色 4
PROCESS
100.000000
CMYK
0.000000
0.000000
7.000000
0.000000
靴の色 2
PROCESS
100.000000
CMYK
0.000000
20.000000
41.999999
33.000001
服の色 2
PROCESS
100.000000
CMYK
0.000000
5.000000
34.000000
0.000000
髪の色 2
PROCESS
100.000000
CMYK
0.000000
20.000000
38.000000
41.999999
ズボンの色 2
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
51.999998
C=60 M=78 Y=100 K=43 1
CMYK
PROCESS
59.765625
77.734375
100.000000
42.578125
C=1 M=5 Y=12 K=0 1
CMYK
PROCESS
0.781250
4.687500
12.109375
0.000000
C=100 M=15 Y=75 K=0 1
CMYK
PROCESS
100.000000
15.000000
75.000000
0.000000
C=0 M=70 Y=100 K=0 1
CMYK
PROCESS
0.000000
70.000000
100.000000
0.000000
はだいろ 3
PROCESS
100.000000
CMYK
0.000000
13.000000
25.000000
0.000000
主線 2
PROCESS
100.000000
CMYK
10.000000
10.000000
10.000000
80.000001
髪の色 9
PROCESS
100.000000
CMYK
41.000000
44.000000
40.000001
28.999999
靴の色 8
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
服の色 9
PROCESS
100.000000
CMYK
30.000001
40.000001
0.000000
0.000000
主線 3
PROCESS
100.000000
CMYK
10.000000
10.000000
10.000000
80.000001
髪の色 明 3
PROCESS
100.000000
CMYK
5.000000
5.000000
5.000000
0.000000
髪の色 3
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
34.999999
服の色 おばあさん
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
ズボンの色 8
PROCESS
100.000000
CMYK
20.000000
28.999999
23.999999
0.000000
靴の色 7
PROCESS
100.000000
CMYK
34.999999
36.000001
31.999999
11.000000
はだいろ 2
PROCESS
100.000000
CMYK
0.000000
9.000000
19.000000
0.000000
車いす 3
PROCESS
100.000000
CMYK
50.000000
14.000000
0.000000
34.999999
髪の色 4
PROCESS
100.000000
CMYK
34.999999
54.000002
55.000001
0.000000
髪の色 5
PROCESS
100.000000
CMYK
41.000000
44.000000
40.000001
28.999999
くち
PROCESS
100.000000
CMYK
0.000000
50.000000
30.000001
0.000000
靴の色 6
PROCESS
100.000000
CMYK
10.000000
36.000001
37.000000
34.999999
ズボンの色 3
PROCESS
100.000000
CMYK
27.000001
23.000000
12.000000
50.000000
靴の色 3
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
靴下
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
髪の色 7
PROCESS
100.000000
CMYK
41.000000
41.000000
56.000000
0.000000
主線 4
PROCESS
100.000000
CMYK
10.000000
10.000000
10.000000
80.000001
服の色 3
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
靴の色 5
PROCESS
100.000000
CMYK
0.000000
20.000000
56.000000
6.000000
靴下 5
PROCESS
100.000000
CMYK
10.000000
10.000000
10.000000
44.999999
リボン
PROCESS
100.000000
CMYK
0.000000
60.000002
31.000000
0.000000
髪の色 8
PROCESS
100.000000
CMYK
43.000001
47.000000
55.000001
28.000000
ズボンの色 5
PROCESS
100.000000
CMYK
25.999999
31.000000
50.999999
0.000000
靴の色 4
PROCESS
100.000000
CMYK
25.999999
25.000000
27.000001
44.999999
靴下 3
PROCESS
100.000000
CMYK
10.000000
10.000000
10.000000
10.000000
主線 5
PROCESS
100.000000
CMYK
10.000000
10.000000
10.000000
69.999999
髪の色 10
PROCESS
100.000000
CMYK
16.000000
50.999999
69.999999
0.000000
服の色2
PROCESS
100.000000
CMYK
0.000000
17.000000
9.000000
0.000000
ズボンの色 21
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
51.999998
髪の色 11
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
34.999999
髪の色 12
PROCESS
100.000000
CMYK
34.999999
54.000002
55.000001
0.000000
髪の色 13
PROCESS
100.000000
CMYK
41.000000
44.000000
40.000001
28.999999
ズボンの色 6
PROCESS
100.000000
CMYK
27.000001
23.000000
12.000000
50.000000
靴の色 9
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
靴下 4
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
髪の色 14
PROCESS
100.000000
CMYK
41.000000
41.000000
56.000000
0.000000
服の色 8
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
髪の色 15
PROCESS
100.000000
CMYK
43.000001
47.000000
55.000001
28.000000
ズボンの色 9
PROCESS
100.000000
CMYK
25.999999
31.000000
50.999999
0.000000
靴の色 10
PROCESS
100.000000
CMYK
25.999999
25.000000
27.000001
44.999999
髪の色 16
PROCESS
100.000000
CMYK
16.000000
50.999999
69.999999
0.000000
ファイル
PROCESS
100.000000
CMYK
23.000000
14.000000
8.000000
0.000000
髪の色
PROCESS
100.000000
CMYK
28.999999
57.999998
75.000000
0.000000
服の色
PROCESS
100.000000
CMYK
0.000000
22.000000
56.999999
0.000000
ネックストラップ
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
ネックストラップ ひも
PROCESS
100.000000
CMYK
11.000000
75.000000
50.999999
0.000000
ズボンの色
PROCESS
100.000000
CMYK
20.000000
10.000000
10.000000
60.000002
ズボンの色2
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
C=25 M=30 Y=100 K=0
PROCESS
100.000000
CMYK
25.000000
30.000001
100.000000
0.000000
髪の色 コピー
PROCESS
100.000000
CMYK
49.000001
50.000000
50.000000
0.000000
主線 6
PROCESS
100.000000
CMYK
10.000000
10.000000
10.000000
80.000001
ズボンの色 10
PROCESS
100.000000
CMYK
25.000000
20.000000
15.000001
50.000000
ズボンの色 7
PROCESS
100.000000
CMYK
34.000000
17.000000
0.000000
47.999999
靴の色
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
C=40 M=20 Y=0 K=0
PROCESS
100.000000
CMYK
40.000001
20.000000
0.000000
0.000000
髪の色 19
PROCESS
100.000000
CMYK
34.999999
54.000002
55.000001
0.000000
服の色 26
PROCESS
100.000000
CMYK
0.000000
15.000001
0.000000
0.000000
ズボンの色 19
PROCESS
100.000000
CMYK
27.000001
23.000000
12.000000
50.000000
Deleted Global Color
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
40.000001
髪の色 コピー 2
PROCESS
100.000000
CMYK
34.000000
57.999998
44.000000
0.000000
Deleted Global Color 16
PROCESS
100.000000
CMYK
11.000000
0.000000
0.000000
0.000000
髪の色 17
PROCESS
100.000000
CMYK
40.000001
51.999998
61.000001
0.000000
ズボンの色 14
PROCESS
100.000000
CMYK
27.000001
23.000000
12.000000
50.000000
髪の色 114
PROCESS
100.000000
CMYK
16.000000
41.000000
50.999999
31.000000
主線 7
PROCESS
100.000000
CMYK
10.000000
10.000000
10.000000
80.000001
服の色 69
PROCESS
100.000000
CMYK
0.000000
23.000000
8.000000
0.000000
ズボンの色 98
PROCESS
100.000000
CMYK
13.000000
25.000000
43.000001
0.000000
靴下 49
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
髪の色 131
PROCESS
100.000000
CMYK
14.000000
23.999999
41.000000
49.000001
服の色 86
PROCESS
100.000000
CMYK
40.000001
10.000000
5.000000
0.000000
ズボンの色 115
PROCESS
100.000000
CMYK
13.000000
25.000000
43.000001
0.000000
靴下 66
PROCESS
100.000000
CMYK
10.000000
0.000000
0.000000
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
False
PDF/X-3:2002
PDF/X-3:2002
PDF/X-3:2002
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
22 0 obj
<>stream
HWێ}U]}$ ~ FȹH2b%~NU79Ѯ|aVE/u9u厌
uwë?|C} C]&kBq](p
ǮOۯ76:;f2w˾`
a]8b4pSwz]|&2cgU?7RztQgE3}'ҝۮ}gI6lP:L7Ʌ{M92<!nAdu*H"9
E?E