%PDF-1.5
%忏嫌
1 0 obj
<
>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
15B7LPE
2024-08-01T14:00:11+08:00
2024-08-01T14:00:11+08:00
2024-08-01T14:00:11+09:00
Adobe Illustrator 24.0 (Windows)
256
168
JPEG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Rq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:18cab58f-3e24-4413-8c97-941747f1d819
xmp.did:dc4e4e9b-80f5-7040-9f53-496c31ad94ed
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:2f16596c-6d00-754a-ae5f-aaf73fc473b3
xmp.did:2f16596c-6d00-754a-ae5f-aaf73fc473b3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:57010860-5f5a-7a4d-b39d-befaad825950
2023-08-03T16:28:52+08:00
Adobe Illustrator 24.3 (Windows)
/
saved
xmp.iid:dc4e4e9b-80f5-7040-9f53-496c31ad94ed
2024-08-01T14:00+08:00
Adobe Illustrator 24.0 (Windows)
/
EmbedByReference
C:\Users\Administrator\Desktop\ChMkKWEksl2IEDV5AADqf3qRl2gAATEngDtyT8AAOqX469.jpg
EmbedByReference
E:\榛勭\瀹囨櫠灞曞巺椤圭洰\鐗╂枡鍥剧墖\搴旂敤棰嗗煙\u=2541441588,2792071882&fm=26&gp=0.jpg
C:\Users\Administrator\Desktop\ChMkKWEksl2IEDV5AADqf3qRl2gAATEngDtyT8AAOqX469.jpg
E:\榛勭\瀹囨櫠灞曞巺椤圭洰\鐗╂枡鍥剧墖\搴旂敤棰嗗煙\u=2541441588,2792071882&fm=26&gp=0.jpg
Print
Adobe Illustrator
Adobe PDF library 15.00
1
True
False
42.000000
28.499999
Centimeters
Cyan
Magenta
Yellow
Black
榛樿鑹叉澘缁
0
鐧借壊
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
榛戣壊
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK 绾
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK 榛
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK 缁
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK 闈
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK 钃
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK 娲嬬孩
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
鐏拌壊
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
鏄庝寒
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
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 1190.55 807.874]/Type/Page>>
endobj
8 0 obj
<>stream
H墧椡n\
咓秜,侫2楨f8榲愸$入鐞E-K俙@9猙盭歼/煄?|
乔?|:.釡g螱揽_/醁壡帞螜隈胵紫邽>?眸鱿藝?鼅i5澒模刾嗀廡脵g?澒忋坨饲K尌灐=隁
εv?L>#依攔)涔P巏缋T,胘>鏰T曀兮砢蠁舲栮囧乼嚗尴<礸冒閄肟?疺迸s浞驂T鸤:0=P>P_=hU齸L#5}怲|譇Z颳#i悼;璞:IkI{陋臬檋漨Ov〖芨;糨鍁ぱ啷幼H2桴H城鬴c銗j}{X淴毳ad妥WV|}惉鬏A-幰脵
J脺玟隦;盄堀#lk%曏-圪,mA ?,巠"f%#3徱幼饲煆?} 秋_?黿 ML Q畾彲d1罔0H%X靌轫x<7o錅x
烞'Q髏o痿堣鶞H籞2s6吊-y7x~弤麫.谔鍉yo`zD稣騾6cRvo芗铃瞤RL]帄}>滯J &鬇勖,艾"[rm<磕'らy硚r}袽蟄淥!k戶萔壚#"鉬0饎'陠66鬬苋ń癚e毅2Q跰攚l夰髌j-閜j擿7uYe錸wC珯覧Ih聬靏&u仆*蟧 .f漉S_艓覎轝輸X椖伪l7遞輶7飴1浟g砘 O&喖辴W撾8s汢寲依釁n拁停s梠6慟jQ懱ix{76﹒驠Xt緌o 姌o矷嵧&26碧E伽r矷
eO徍婩(竅汳;邊毥摬鹻沔
.梿叟\谁b货棻貲F玀貲矅R官てf摏惁忔销絣Z5涷gO儇D蓥5溵潑#氃笝侒婮&Ra4%SxT[52┍蒁Fl T胅p(橳n2!dR)d鈆%*檟1&褯K攍\4$鲉对?7oP匥珢Y鼓厧莞r)隗zIq4軠鑝E*[
椞豛梀竳<滙{鼓籰 疗捺畃:甍鰸塪j菟轁I
鉘犧橦峛\傡佥櫾0.羑i邫H志風*岾bl.賦~-c/
銙+樠蛨摧7op$摋揵埴b梎詉\俵鸥$腋$唓&らy硚7梙梐鎊呗R荂話孌w;罫M/懗aiifK!Sn悚脪啣Fi晬ブQt脪H脪%憡%/L糥騖美D闁綢D沬iK蓰骄y菝.瑽铍簔,壉痹瘛厥$盄)$野$哸I'8\;矽軽釬BB枭7癟q踭P侺sn
A茷)9(塧P搂彖C%_2 ,貯I僐ニr貾俓Lc-eHZzi骁"耋飾鰡Is捐FT顫7op4.鋃幨霽'i0偓!m懍i肏ちH儜MH覩~7奾兼遙Q-8庒X锬
Dj眤襭0胔D筙4BEg帥F5:-m,怏(
棽Q$襊$啟HあH蜼蒀K尻P$啞坮c峸b`;0n辢隢,直Y膮螏EblAO鷕说*旈CM妣rS肞E-屈n&嵁(鉙#[瞁鯃逋瞬>聤溠B饶唓F宨s2琱慒"16妉~考7孍毌燛7c襙峵&{=\$)‘D%綶CQ铉eA47塂壞0"嫦鬏(录:s蜀童祵Ku(B==埐浬d計徒q驠萯(W恥lAR嬆0. ^
慒#1擣"旻M#,cv4胔D楫6b盒fJ髍睨0Q蛊8鈈謲#.叮岩F惖魙1傡貏迌D谂HNQ竮<艋aD4ZI跬系叵亀熈F萔#1n奕擘V鴶&Rt7孒0)釷juII
$饗{脁べ
bt+&e秣仆\,'ピ濞詗霌aP1G逿妰KiT猫d音腰IK妓XZy睏碵#>PjqXB>4M)M~fJ%
螴藘aP俀
%葘(僁斈P(塗(Q盀6攼LX锒{脿D楫^掿ゎ0(裏伪∧ヌJT2暷豖倴_ 3鮊$.Ib杢俙壝嶃幛咄%觳虃厘
hT淿寭<Wu緘骢痿郹巴?耠宸#蛞駂棄 xOe0症苦鐧蠦鴫廙<38' E鑱~焿6鴕K;3鯢'淥ぞF杧桺匍vN#rQx橊0癔魴该(鹄鞺hIjR