%PDF-1.7
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>
stream
application/pdf
2_事務エキスパート科2_A4
2018-04-24T14:08:17+09:00
2018-04-24T14:08:17+09:00
2018-04-24T14:08:17+09:00
Adobe Illustrator CC 22.1 (Macintosh)
256
176
JPEG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uuid:5e35c7fa-f145-d542-9334-85256df8cbf0
xmp.did:d3463736-be09-469b-a263-bec6406fa603
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:d6dd1607-c606-f24c-9985-13048ad4beb5
xmp.did:e7553b18-f054-4588-be31-378520dcef83
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:beca0821-69cd-fc41-9f40-bebddf24fd40
2016-11-07T18:12:02+09:00
Adobe Illustrator CC 2015.3 (Windows)
/
saved
xmp.iid:d3463736-be09-469b-a263-bec6406fa603
2018-04-24T14:08:09+09:00
Adobe Illustrator CC 22.1 (Macintosh)
/
EmbedByReference
/Users/takuyayoshida/Desktop/180416_事務エキスパート科2_A4/Links/halotorekun.psd
adobe:docid:photoshop:5e2512b1-a60d-2843-b09b-43780ffbe705
xmp.iid:07f136a7-5d1b-6240-b8e5-fe153205d20f
EmbedByReference
www.cman.png
EmbedByReference
/Users/takuyayoshida/Desktop/180416_事務エキスパート科2_A4/Links/01.eps
adobe:docid:photoshop:0f1eef08-7c85-117a-9c26-f2878da08f9c
xmp.iid:a554adc0-c2ea-4005-be29-604f4cf597bc
/Users/takuyayoshida/Desktop/180416_事務エキスパート科2_A4/Links/halotorekun.psd
adobe:docid:photoshop:5e2512b1-a60d-2843-b09b-43780ffbe705
xmp.iid:07f136a7-5d1b-6240-b8e5-fe153205d20f
www.cman.png
/Users/takuyayoshida/Desktop/180416_事務エキスパート科2_A4/Links/01.eps
adobe:docid:photoshop:0f1eef08-7c85-117a-9c26-f2878da08f9c
xmp.iid:a554adc0-c2ea-4005-be29-604f4cf597bc
Print
False
True
1
210.001561
297.000083
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
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=11 M=79 Y=97 K=0 1
CMYK
PROCESS
10.588235
79.215688
97.254902
0.000000
C=85 M=50 Y=5 K=0
CMYK
PROCESS
85.000000
50.000000
5.000000
0.000000
C=40 M=100 Y=85 K=10
CMYK
PROCESS
40.000000
100.000000
85.000000
10.000000
C=5 M=64 Y=32 K=0
CMYK
PROCESS
4.687500
64.062500
32.031300
0.000000
C=63 M=0 Y=73 K=0
CMYK
PROCESS
63.000000
0.000000
73.327858
0.000000
C=9 M=0 Y=14 K=0
CMYK
PROCESS
9.488060
0.000000
14.303806
0.000000
C=16 M=0 Y=0 K=0
CMYK
PROCESS
16.217288
0.122072
0.048829
0.000000
C=60 M=0 Y=82 K=0
CMYK
PROCESS
60.128170
0.000000
82.204926
0.000000
C=0 M=70 Y=85 K=0
CMYK
PROCESS
0.000000
70.000000
85.000000
0.000000
R=255 G=53 B=60
PROCESS
100.000000
CMYK
9.280537
98.434418
100.000000
0.000000
PANTONE P 1-1 C
PROCESS
100.000000
CMYK
0.000000
0.000000
1.318400
0.000000
K=84
GRAY
PROCESS
215
C=0 M=0 Y=0 K=84
CMYK
PROCESS
0.000000
0.000000
0.000000
84.000000
C=0 M=5 Y=50 K=0
CMYK
PROCESS
0.000000
5.000000
50.000000
0.000000
C=14 M=26 Y=28 K=0
CMYK
PROCESS
13.513389
25.702295
27.521169
0.000000
C=41 M=28 Y=16 K=0
CMYK
PROCESS
41.458762
27.695122
16.037232
0.000000
C=20 M=42 Y=24 K=0
CMYK
PROCESS
19.501029
42.221713
23.706415
0.000000
C=70 M=50 Y=27 K=0
CMYK
PROCESS
70.000000
50.000000
27.077659
0.000000
C=20 M=57 Y=40 K=0
CMYK
PROCESS
20.000000
57.000000
40.000000
0.000000
C=4 M=7 Y=8 K=0
CMYK
PROCESS
3.677424
7.013046
7.638666
0.000000
C=4 M=15 Y=15 K=0
CMYK
PROCESS
4.000000
15.000000
15.000000
0.000000
K=80
GRAY
PROCESS
204
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-4
PDF/X-4
endstream
endobj
5 0 obj
<>
endobj
6 0 obj
<>
stream
pADBE prtrCMYKLab acspAPPL ADBE -ADBE
desc rcprt p +wtpt A2B0 A2B2 A2B1 B2A0 E 8B2A1 ~t 8B2A2 ( 8gamt desc Japan Color 2001 Coated text Copyright 2002 Adobe Systems, Inc. XYZ ` 3 mft2 $w\D.
q[E/qaRD6 )!"##$%&'()*+,-./01234}5w6q7m8i9e:c;`<_=]>X?U@QAOBMCKDKEJFKGLHOIRJUKWLYM[N^ObPgQmRtS|TUVWXYZ[\]^`ab1cDdXemfghijkmno7pQqkrstuvxy0zK{f|}~Հ+He
#