%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Aquila A-8050-170620
2018-05-11T18:22:29+08:00
2018-05-11T18:22:29+08:00
2018-05-11T18:22:29+08:00
Adobe Illustrator CC 22.0 (Macintosh)
256
168
JPEG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uuid:915a66dd-fec7-1049-8534-9f179c2fc112
xmp.did:3016315e-b15e-4a23-9ade-271bc40a1ed5
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
uuid:61bb886b-b0a4-2844-964b-aac608a069c0
xmp.did:2d11eecd-a689-4d5c-9e86-e290971dba14
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:D30FDD07AF08E4118682A802660B1559
2014-07-11T11:54:17+08:00
Adobe Illustrator CS5
/
saved
xmp.iid:3016315e-b15e-4a23-9ade-271bc40a1ed5
2018-05-11T18:22:20+08:00
Adobe Illustrator CC 22.0 (Macintosh)
/
EmbedByReference
/Users/bean/Desktop/mungbean/Champtek/進行中/2017/Aquila A-8050/Aquila (1 - 2).png
adobe:docid:photoshop:2652426b-9624-117a-98f5-adbb22c0a0ef
xmp.iid:07f15a29-b185-474f-9f60-12c2a47bee9d
EmbedByReference
/Users/bean/Desktop/mungbean/Champtek/進行中/2017/Aquila A-8050/Aquila (2 - 2).png
adobe:docid:photoshop:a0c71c46-9623-117a-98f5-adbb22c0a0ef
xmp.iid:0473eced-69bc-4f3b-b217-3fd2a83695c3
/Users/bean/Desktop/mungbean/Champtek/進行中/2017/Aquila A-8050/Aquila (1 - 2).png
adobe:docid:photoshop:2652426b-9624-117a-98f5-adbb22c0a0ef
xmp.iid:07f15a29-b185-474f-9f60-12c2a47bee9d
/Users/bean/Desktop/mungbean/Champtek/進行中/2017/Aquila A-8050/Aquila (2 - 2).png
adobe:docid:photoshop:a0c71c46-9623-117a-98f5-adbb22c0a0ef
xmp.iid:0473eced-69bc-4f3b-b217-3fd2a83695c3
Basic CMYK
False
True
1
21.000166
29.699994
Centimeters
Calibri
Calibri
Regular
Open Type
Version 1.02
False
Calibri.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Bold.otf
Corbel-Bold
Corbel Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 432 C
PANTONE 711 C
預設色票群組
0
白色
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
黑色
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK 紅色
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK 黃色
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK 綠色
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK 青色
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK 藍色
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK 洋紅色
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
PANTONE 711 C
SPOT
100.000000
CMYK
0.000000
100.000000
80.000001
2.000000
PANTONE 432 C
SPOT
100.000000
CMYK
23.000000
2.000000
0.000000
76.999998
C=17 M=14 Y=8 K=0
CMYK
PROCESS
17.254900
13.725500
7.843100
0.000000
灰階
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
混合顏色群組
1
C=10 M=70 Y=80 K=0
CMYK
PROCESS
10.000000
70.000000
80.000000
0.000000
C=10 M=50 Y=80 K=0
CMYK
PROCESS
10.000000
50.000000
80.000000
0.000000
C=65 M=10 Y=100 K=0
CMYK
PROCESS
65.000000
10.000000
100.000000
0.000000
C=50 M=90 Y=10 K=0
CMYK
PROCESS
50.000000
90.000000
10.000000
0.000000
C=25 M=85 Y=60 K=10
CMYK
PROCESS
25.000000
85.000000
60.000000
10.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
17 0 obj
<>stream
HWn|_яRM `
lE$-K }̽$ N^Vgitx7/ō{}xo{]u
2{pɷ59x~
_ۦiӋW}þҚRwa{|<8{l>xQOjk:(x{x%1uw?/ϟ8~>8Lyߺ/E!Usui.oeaIctÒ}^k0?-9xYoZܒ*w@X7% ,%?斖oh}}p?x^xwZHfЮ
9&:7=|zAV̇Ő^GpAɮ)_~fW5nwy]{vu}|ڽ~{zsYPH}w=/}~Hy;^\ڽ~F)|;I87x?^v$HV|MQXuAL!G32RC\[`BC6gȀL
Ħ
\@w_
fж߸MxCvX駉ҀdF )03̏%5Qk 'ӪnJ
kAw 0i(=ݠր:#
}XV_,tOb#p܄bmDޭB^*C+"Hdr3_#uTӬUE:pQ #YDH3ֱZa dQ%}0&d9* IKIȡ, Pp&FkD p\P[! ~
$`4'B!$VY uSg 3L#C`fvV {[U 0ɒ(NtI
C "J2!+M0Z'"1;3S$@ۏ]D0YɎo0#wR`}ŦXe֑A%e$,flC(ׂ-[Z`'L6RCof@BzzeƮ(լU
Ew<b%U̎Tx!
A,$wu=
#l b]q+HpG>v¬Td͈&zCA㌫]r
,&mo@+D3X9ahԜM*Y?uGFGOaCWpXw|Ǐie@;9T/T u@,kK~
52vNkU]Wqp+0jq-at!1L&`̩)XqDӜLXWӥ`GT@r]o_5`(Ҙ\SRYVp:Yl7(N9*BPQt9$%YZn,V-`tbF/sq:KhHN̡M
R&rzVn*K(B(Zkh;5x"o!m?w~؊&pia+uDsdju}TVaC6 ~ذl$j*ylI(f&yFkT4z5f?B$L72[bB>p%Juwy]B93
u+gCO9JBըEXbY0M1}>CmkBty;h~VMjD~N@t("ߛņB"bkmPr:
9朠+&d쉵MbqmdxX+0dqhT;5tBl~|7tgJ{Ymz16A9RrW
!XĄ