%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/vnd.adobe.illustrator
meishi_tate_print_05-type_b-塗り足し有-OL処理済_青
2019-05-08T19:53:38+09:00
2019-05-08T19:53:38+09:00
2019-05-08T19:53:38+10:00
Adobe Illustrator CS6 (Windows)
180
256
JPEG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:4ad2b81d-fb8e-4663-bc8b-52b8291100aa
xmp.did:93CA81517F71E9118829B3F2570F9AA1
uuid:5D20892493BFDB11914A8590D31508C8
default
uuid:fe4bb1ae-a2aa-47af-8b07-bd94cfaf5ea1
xmp.did:B62378CBA670E911A1B089E7F2AED4E7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4b64d82d-0a13-459d-a69d-1b58ed2902b3
2019-03-14T15:59:26+09:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
saved
xmp.iid:93CA81517F71E9118829B3F2570F9AA1
2019-05-08T19:53:34+09:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
\\10.112.10.123\share\名刺作成用\平成・令和の花回廊\令和②adjusted.jpg
Document
Print
False
True
1
80.399916
116.400130
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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
5.000001
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
35.000002
100.000000
35.000002
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>>>/Thumb 12 0 R/TrimBox[0.0 0.0 227.905 329.953]/Type/Page>>
endobj
8 0 obj
<>stream
Hϱ
@=Oh].],-A"#[g`QY-
gy.H=H 8NП2}r810RRTŚ'G786ouC7o>
endstream
endobj
9 0 obj
<>
endobj
12 0 obj
<>stream
8;Yho>7SFk#kK`tao0Q6lO4=H9/NX$f:"CMUDBrHJ>aqK,QeF]fG6#c/QN2ghqoAQO`/KZ91]#
Y5LGsQe$Dr6ade4)lg4kPWW*I5!o5JT&Te?BX.~>
endstream
endobj
14 0 obj
[/Indexed/DeviceRGB 255 15 0 R]
endobj
15 0 obj
<>stream
8;X]O>EqN@%''O_@%e@?J;%+8(9e>X=MR6S?i^YgA3=].HDXF.R$lIL@"pJ+EP(%0
b]6ajmNZn*!='OQZeQ^Y*,=]?C.B+\Ulg9dhD*"iC[;*=3`oP1[!S^)?1)IZ4dup`
E1r!/,*0[*9.aFIR2&b-C#soRZ7Dl%MLY\.?d>Mn
6%Q2oYfNRF$$+ON<+]RUJmC0InDZ4OTs0S!saG>GGKUlQ*Q?45:CI&4J'_2j$XKrcYp0n+Xl_nU*O(
l[$6Nn+Z_Nq0]s7hs]`XX1nZ8&94a\~>
endstream
endobj
11 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]>>/Subtype/Form>>stream
BT
/CS0 cs 0 0 0 1 scn
/Perceptual ri
/GS0 gs
/C0_0 1 Tf
0 Tc 0 Tw 0 Ts 100 Tz 0 Tr 12 0 0 -12 -175.9971 -53.8379 Tm
<035C03950378>Tj
/T1_0 1 Tf
3 0.043 Td
( PDF )Tj
/C0_0 1 Tf
2.109 -0.043 Td
<03770CBA0F30039B061A038A036303740E2D0B18035E03950368>Tj
/T1_0 1 Tf
13 0.043 Td
( )Tj
-18.109 -1.2 Td
(Adobe\256 Illustrator\256 )Tj
/C0_0 1 Tf
8.062 -0.043 Td
<03D1039D03A003E703700362027B>Tj
/T1_0 1 Tf
7 0.043 Td
( )Tj
/C0_0 1 Tf
-15.062 -1.243 Td
<035C037703D1039D03A003E7039B0B1E0377039E03D303E603AD029403B303E303EF03740D110B94>Tj
/T1_0 1 Tf
20 0.043 Td
( )Tj
/C0_0 1 Tf
-20 -1.243 Td
<0387036803780589035803740378027A>Tj
/T1_0 1 Tf
8 0.043 Td
(Adobe Illustrator )Tj
/C0_0 1 Tf
7.224 -0.043 Td
<037002AE>Tj
/T1_0 1 Tf
2 0.043 Td
(PDF )Tj
/C0_0 1 Tf
1.897 -0.043 Td
<079305F503D1039D03A003E7039B085E0A5202AF>Tj
/T1_0 1 Tf
10 0.043 Td
( )Tj
/C0_0 1 Tf
-29.121 -1.243 Td
<03A603D303B303E303EF039B0AAC0B520360036F0E2D0B1803600373035303620D9E0F410355034B039303870362027B>Tj
/T1_0 1 Tf
24 0.043 Td
( )Tj
/C0_0 1 Tf
-24 -1.243 Td
<035C037703A603D303B303E303EF0378027A>Tj
/T1_0 1 Tf
9 0.043 Td
(Adobe Illustrator )Tj
/C0_0 1 Tf
7.224 -0.043 Td
<03D1039D03A003E7039B>Tj
/T1_0 1 Tf
5 0.043 Td
( )Tj
/C0_0 1 Tf
-21.224 -1.243 Td
<02AE0E1C0ECA03700E2D0B1802AF03AF03DA03EF03C5039B08960F3B0360036F>Tj
/T1_0 1 Tf
16 0.043 Td
( )Tj
/C0_0 1 Tf
-16 -1.243 Td
<0E2D0B18036203940371035603740DAF08D4035E03950394027A>Tj
/T1_0 1 Tf
13 0.043 Td
(Illustrator )Tj
/C0_0 1 Tf
4.217 -0.043 Td
<03A603D303B303E303EF>Tj
/T1_0 1 Tf
5 0.043 Td
( )Tj
/C0_0 1 Tf
-22.217 -1.243 Td
<03BC03A0039E03E903AC03D803BF03AB03B50374034B039303870362027B>Tj
ET
endstream
endobj
5 0 obj
<>
endobj
6 0 obj
<>
endobj
19 0 obj
<>
endobj
20 0 obj
<>stream
H|RkTSW&3^VZ-*Q*0رі.DA0 L %BAAi
,hTCR|-A,̾x蚹ל{ok>gpcb̻1qQo_ΐ++vf({ś{Dŋ2!\=<^<*yG9|t-zݺ@O\3ࠠTfVWnRdsrJd%4ZQuoVMWY9O*%U˕r6،,b2<(A5