%PDF-1.3
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
180305_四校_岐阜市/岐阜西中学校様_Q506事例-2
2018-03-05T16:14:35+09:00
2018-03-05T16:14:35+09:00
2018-03-05T16:14:35+09:00
Adobe Illustrator CC 2015 (Macintosh)
256
140
JPEG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=
uuid:451c73ec-52e6-e54a-90f8-82d23fd55efa
xmp.did:8e64b6bc-59a6-4fa2-adf9-7852addcfc24
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:b1d076f8-893b-5647-84f2-32281209662c
xmp.did:e4fe0c34-fd0d-4d7d-9218-8383bd53ba07
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:8f385d4b-02f4-4acb-a32e-a337bbeed5f4
2017-03-03T13:28:12+09:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:8e64b6bc-59a6-4fa2-adf9-7852addcfc24
2018-03-05T16:14:26+09:00
Adobe Illustrator CC 2015 (Macintosh)
/
EmbedByReference
/Volumes/data/千々波/富士通_A4ペラPDF/岐阜市教育委員会/岐阜西中学校/写真2.1.jpg
adobe:docid:photoshop:f7fe2b02-4c6a-117b-b1b1-e86f88f0ea09
xmp.iid:fcf4c2a5-79bf-484f-9581-7026eea1b3ac
EmbedByReference
/Volumes/data/千々波/富士通_A4ペラPDF/岐阜市教育委員会/岐阜西中学校/動画から切り出し画像/Akachi02071429.jpg
0
0
EmbedByReference
/Volumes/data/千々波/富士通_A4ペラPDF/岐阜市教育委員会/岐阜西中学校/動画から切り出し画像/Kocho_0207228.jpg
0
0
EmbedByReference
/Volumes/data/千々波/富士通_A4ペラPDF/岐阜市教育委員会/岐阜西中学校/動画から切り出し画像/Gotoh_0207000.jpg
1eca8abf-324f-d29b-6563-7fc80000007d
xmp.iid:f1f583bf-382f-4f0c-8cdd-1aa152ff83fd
EmbedByReference
/Volumes/data/千々波/富士通_A4ペラPDF/岐阜市教育委員会/岐阜西中学校/調整後jpg/・写真1-2.psd
adobe:docid:photoshop:97aaf70d-a728-2e4e-9379-837c3bbb5aca
xmp.iid:92bb6cfd-03cf-4111-aeae-c267350b97fa
/Volumes/data/千々波/富士通_A4ペラPDF/岐阜市教育委員会/岐阜西中学校/写真2.1.jpg
adobe:docid:photoshop:f7fe2b02-4c6a-117b-b1b1-e86f88f0ea09
xmp.iid:fcf4c2a5-79bf-484f-9581-7026eea1b3ac
/Volumes/data/千々波/富士通_A4ペラPDF/岐阜市教育委員会/岐阜西中学校/動画から切り出し画像/Akachi02071429.jpg
0
0
/Volumes/data/千々波/富士通_A4ペラPDF/岐阜市教育委員会/岐阜西中学校/動画から切り出し画像/Kocho_0207228.jpg
0
0
/Volumes/data/千々波/富士通_A4ペラPDF/岐阜市教育委員会/岐阜西中学校/動画から切り出し画像/Gotoh_0207000.jpg
1eca8abf-324f-d29b-6563-7fc80000007d
xmp.iid:f1f583bf-382f-4f0c-8cdd-1aa152ff83fd
/Volumes/data/千々波/富士通_A4ペラPDF/岐阜市教育委員会/岐阜西中学校/調整後jpg/・写真1-2.psd
adobe:docid:photoshop:97aaf70d-a728-2e4e-9379-837c3bbb5aca
xmp.iid:92bb6cfd-03cf-4111-aeae-c267350b97fa
Print
True
True
1
210.001556
297.000083
Millimeters
FujitsuSans-Light
Fujitsu Sans
Light
TrueType
Version 2.00
False
FujitsuSansLight.ttf
FujitsuSans-Regular
Fujitsu Sans
Regular
TrueType
Version 2.00
False
FujitsuSansRegular.ttf
FujitsuSans-Medium
Fujitsu Sans
Medium
TrueType
Version 2.00
False
FujitsuSansMedium.ttf
ATC-66756a697473757368696e676f4d
fujitsushingoM
ATC
True
fujitsushingoM
A-OTF-ShinGoPro-Medium.otf
A-OTF-ShinGoPro-Medium.otf
A-OTF-ShinGoPro-Medium.otf
A-OTF-ShinGoPro-Medium.otf
FujitsuSansMedium.ttf
FujitsuSansMedium.ttf
ShinGoPro-Light
A-OTF 新ゴ Pro
L
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-ShinGoPro-Light.otf
ShinGoPro-Regular
A-OTF 新ゴ Pro
R
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-ShinGoPro-Regular.otf
ShinGoPro-Medium
A-OTF 新ゴ Pro
M
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-ShinGoPro-Medium.otf
ATC-5bcc58eb901a5f4d
富士通_M
ATC
True
temp2
A-OTF-ShinGoPro-Medium.otf
A-OTF-ShinGoPro-Medium.otf
A-OTF-ShinGoPro-Medium.otf
A-OTF-ShinGoPro-Medium.otf
FujitsuSansMedium.ttf
FujitsuSansMedium.ttf
ATC-5bcc58eb901a42
富士通B
ATC
True
temp3
A-OTF-ShinGoPro-DeBold.otf
A-OTF-ShinGoPro-DeBold.otf
A-OTF-ShinGoPro-DeBold.otf
A-OTF-ShinGoPro-DeBold.otf
FujitsuSansBold.ttf
FujitsuSansBold.ttf
ATC-5bcc58eb901a52
富士通R
ATC
True
temp1
A-OTF-ShinGoPro-Regular.otf
A-OTF-ShinGoPro-Regular.otf
A-OTF-ShinGoPro-Regular.otf
A-OTF-ShinGoPro-Regular.otf
FujitsuSansRegular.ttf
FujitsuSansRegular.ttf
ATC-5bcc58eb901a5f4c
富士通_L
ATC
True
temp4
A-OTF-ShinGoPro-Light.otf
A-OTF-ShinGoPro-Light.otf
A-OTF-ShinGoPro-Light.otf
A-OTF-ShinGoPro-Light.otf
FujitsuSansLight.ttf
FujitsuSansLight.ttf
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
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-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
20 0 obj
<>stream
HWɪ-Y8R8v@#Lā8rPon@op˳XbZ߾|_}s/o&1㩣_Gta)GnG:?~tu=Ryaf9P9З%oשc%-mN&e~Ѱ1+e|UO??nui2cMs,λ ?7w9Sg9yNiΉm-%uItm=W}{{A=F~Rӣ2wo)`\4[P =]ڨf݈}n
0Ag3agpqY]@ sabT0?`w`ۑgS ϖd
qOU9gĮg_xx7sJSewi]p`|KqS