%PDF-1.3
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2023年5月強度研修チラシ(基礎・実践)オンライン講座
2023-01-23T09:57:01+09:00
2023-01-23T09:57:01+09:00
2023-01-23T09:57:01+09:00
Adobe Illustrator 25.4 (Macintosh)
256
176
JPEG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uuid:cce59f19-b205-f149-919d-42747794c28c
xmp.did:78d6975f-df18-4bee-9e7a-f28465ed0d2c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:925a1945-d613-6544-98ee-493fe1a4b769
xmp.did:beeec4bb-49cd-4be7-8695-0bd849be23d0
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:78d6975f-df18-4bee-9e7a-f28465ed0d2c
2023-01-23T09:56:56+09:00
Adobe Illustrator 25.4 (Macintosh)
/
EmbedByReference
/Users/kabuyouki19/Desktop/★全仕事保管場所/★陽気 : ココサポ : YCA 関連/チラシ/教育・研修センター(ミライマ含む )/強度行動障害支援者養成研修チラシ/2023年/4月開講(オンライン講座)/教育YouTube-QR.eps
adobe:docid:photoshop:9c1f7200-d1c3-594e-892f-195a28029b29
xmp.iid:9bd96819-b7a9-40dc-aa92-7bb126cab9a1
EmbedByReference
/Users/kabuyouki19/Desktop/★全仕事保管場所/★陽気 : ココサポ : YCA 関連/チラシ/教育・研修センター(ミライマ含む )/強度行動障害支援者養成研修チラシ/2023年/4月開講(オンライン講座)/kyodo-text.eps
adobe:docid:photoshop:ec5f9438-cfb0-7c4e-9f69-07462aa8d727
xmp.iid:78d2edcf-f959-42ea-a359-2470316910a0
/Users/kabuyouki19/Desktop/★全仕事保管場所/★陽気 : ココサポ : YCA 関連/チラシ/教育・研修センター(ミライマ含む )/強度行動障害支援者養成研修チラシ/2023年/4月開講(オンライン講座)/教育YouTube-QR.eps
adobe:docid:photoshop:9c1f7200-d1c3-594e-892f-195a28029b29
xmp.iid:9bd96819-b7a9-40dc-aa92-7bb126cab9a1
/Users/kabuyouki19/Desktop/★全仕事保管場所/★陽気 : ココサポ : YCA 関連/チラシ/教育・研修センター(ミライマ含む )/強度行動障害支援者養成研修チラシ/2023年/4月開講(オンライン講座)/kyodo-text.eps
adobe:docid:photoshop:ec5f9438-cfb0-7c4e-9f69-07462aa8d727
xmp.iid:78d2edcf-f959-42ea-a359-2470316910a0
Print
Adobe Illustrator
Adobe PDF library 16.00
False
1
False
False
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
Toppan-BunkyuMinchoPr6N-R
凸版文久明朝 Pr6N
R
Open Type
Version 1.100;hotconv 1.0.109;makeotfexe 2.5.65596
False
.42311.otf
RyuminPr6N-Light
A-OTF リュウミン Pr6N
L-KL
Open Type
Version 2.000;PS 1.2;hotconv 1.0.50;makeotf.lib2.0.15232;ATK150911JP M001
False
.26143.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
C=5 M=65 Y=75 K=0
PROCESS
100.000000
CMYK
5.000000
64.999998
75.000000
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
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/ImageB/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
25 0 obj
<>stream
HWێ
}uzzzD/ )IF$!]qX`U]yxHeu~wë|Kݟq.5pJ0bpw:r]g
wX3S;e_wq1XV9ΆXukDߋtwrwpdm2[):,7i}C)MPO*H)9XJ~QG-cSHWs\bSc.