%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 128 0 R 129 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
20220906_東京社協_受験生チャレンジ支援貸付事業チラシ2_トンボなし
2022-09-06T21:54:50+09:00
2022-09-06T21:54:50+09:00
2022-09-06T21:54:29+09:00
Adobe Illustrator 26.5 (Macintosh)
256
188
JPEG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uuid:68f99147-0534-2740-96e4-5416c9b3aaa4
xmp.did:50e15b32-d043-40cf-abe1-4d7154835d7f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:51c53c63-a103-bd49-9bee-00e9dda26b78
xmp.did:583fbaae-5065-4349-9411-50bf7a71aa54
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:adcdcea7-39b4-47c4-a94c-0c0c6d755cae
2022-08-11T00:24:11+09:00
Adobe Illustrator 26.4 (Macintosh)
/
saved
xmp.iid:50e15b32-d043-40cf-abe1-4d7154835d7f
2022-09-06T21:54:25+09:00
Adobe Illustrator 26.5 (Macintosh)
/
EmbedByReference
/Users/wadahisae/Desktop/190806-メディアチャンネル様/20220812_東京都社協チラシ_60000/QRコード/トップ.png
0
0
EmbedByReference
/Users/wadahisae/Desktop/190806-メディアチャンネル様/20220812_東京都社協チラシ_60000/イラスト/11103_color.png
0
0
EmbedByReference
/Users/wadahisae/Desktop/190806-メディアチャンネル様/20220812_東京都社協チラシ_60000/QRコード/対象者チェックツール.png
0
0
EmbedByReference
/Users/wadahisae/Desktop/190806-メディアチャンネル様/20220812_東京都社協チラシ_60000/QRコード/読み上げ文・音声コード_001M.bmp
0
0
EmbedByReference
/Users/wadahisae/Desktop/190806-メディアチャンネル様/20220812_東京都社協チラシ_60000/QRコード/お問合せ窓口.png
0
0
EmbedByReference
/Users/wadahisae/Desktop/190806-メディアチャンネル様/20220812_東京都社協チラシ_60000/20220906_年稿戻し/QR_451768.png
0
0
Print
Adobe Illustrator
False
True
1
595.275574
841.889832
Pixels
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
C=45 M=0 Y=17 K=0
PROCESS
100.000000
CMYK
44.999999
0.000000
17.000000
0.000000
C=5 M=6 Y=6 K=0
PROCESS
100.000000
CMYK
4.574655
5.780117
6.344701
0.000000
C=44 M=16 Y=6 K=0
PROCESS
100.000000
CMYK
44.150454
16.260013
5.517662
0.000000
C=41 M=9 Y=17 K=0
PROCESS
100.000000
CMYK
41.361102
9.308003
16.864270
0.000000
C=5 M=25 Y=10 K=0
PROCESS
100.000000
CMYK
4.980545
24.512093
10.104524
0.000000
R=215 G=223 B=223
PROCESS
100.000000
CMYK
19.046311
9.527733
12.323186
0.000000
R=137 G=171 B=208
PROCESS
100.000000
CMYK
51.570916
27.392995
10.757610
0.000000
C=83 M=78 Y=77 K=60
PROCESS
100.000000
CMYK
82.619971
78.158236
76.501101
59.508657
R=175 G=228 B=219
PROCESS
100.000000
CMYK
36.218813
0.000000
21.048294
0.000000
C=7 M=2 Y=81 K=0
PROCESS
100.000000
CMYK
7.450981
2.352941
81.176472
0.000000
C=45 M=0 Y=23 K=0
PROCESS
100.000000
CMYK
45.490193
0.000000
23.480582
0.000000
C=9 M=89 Y=82 K=0
PROCESS
100.000000
CMYK
9.411765
89.019608
81.960785
0.000000
C=0 M=97 Y=81 K=0
PROCESS
100.000000
CMYK
0.000000
96.875000
81.250000
0.000000
C=66 M=0 Y=20 K=0
PROCESS
100.000000
CMYK
65.625000
0.000000
19.921875
0.000000
R=198 G=231 B=250
PROCESS
100.000000
CMYK
26.517126
2.725261
1.763943
0.000000
C=3 M=36 Y=12 K=0
PROCESS
100.000000
CMYK
3.219653
35.944152
11.642633
0.000000
C=18 M=3 Y=18 K=0
PROCESS
100.000000
CMYK
18.431373
3.137255
18.039216
0.000000
C=69 M=5 Y=71 K=0
PROCESS
100.000000
CMYK
69.411767
5.490196
71.372551
0.000000
C=1 M=6 Y=15 K=0
PROCESS
100.000000
CMYK
1.403830
6.259251
14.920270
0.000000
C=6 M=11 Y=19 K=0
PROCESS
100.000000
CMYK
6.073090
10.742351
18.677042
0.000000
C=0 M=18 Y=82 K=0
PROCESS
100.000000
CMYK
0.000000
18.000001
81.999999
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 16.07
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Pattern<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 149 0 R/TrimBox[8.50389 8.50389 603.779 850.394]/Type/Page>>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageB/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 169 0 R/TrimBox[8.50389 8.50389 603.779 850.394]/Type/Page>>
endobj
150 0 obj
<>stream
HtWˮ];X?pv~{J =A@>]UmĵWvo?_~9]둞{Vו~W?t*W|6-ۗǟ?~(?|j^Sly\_)a=>GvݖڏZyf{maZʳ58^zFmew\3/U:-|-so_ww=W\?g=Th\o|30hW'C*0rCpVG?`#ly]{S륯yVo:^ٯHf˵| a{@,&sYz-3QhBj-!/|i
ZhK)xxjjv1.htf}mKRt >LgEignϒ`d'H?{E(}={@ؓd?bOx*ޱD `arr
Sp?Pj
cZɘ]4bPUWR/VuT2zve1
l+,/-]} F-zʃ&Pqpp`E {Q:BW$3-
Gj5Դ!N3eJPoIMB1%Y1Zʉ2$g2&Yh1MVAJEEH7s](B#$mnwx 0T/co<\G$j1L84HLuud뇃W^ttPJ$^4Cb/u#di"5(P?W QKCܮ @gIRt1_}-uzZ@m= .z}Sn;1pA"ʮ2etEm\1:U1^ *͆Hw!*e ZM[j(pxrkaEGs#GrTgcF_X[pu%*K!9U {F[wȭZ"Tg'Q ߙ_%ǚRżHD^K)̧J|Mz/zFDwͨŁz8ɽ!TʥwN%%΄t2