%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
青少年工程師
2018-03-21T14:45:16+08:00
2018-03-21T14:45:16+08:00
2018-03-21T14:45:16+09:00
Adobe Illustrator CS6 (Windows)
184
256
JPEG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uuid:13397fd3-d986-4ff6-b7f8-be2fcf450889
xmp.did:2952DE67D32CE81184D1F0A0A3DAF4D5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:2b5d9883-81ac-e34a-a467-f8cb5f13f799
xmp.did:0980117407206811822A897E387FE54C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:2952DE67D32CE81184D1F0A0A3DAF4D5
2018-03-21T14:45:12+08:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\user\Desktop\COPPT0K8W1.png
Print
False
True
1
21.000165
29.699996
Centimeters
NewGothic-bold
文鼎新粗黑
Regular
TrueType
False
SheideEG-Medium
文鼎誰的字體
Regular
TrueType
False
Cyan
Magenta
Yellow
Black
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
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
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
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
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
明亮
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 51 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
10 0 obj
<>stream
HWɎ$IWy|2#8!qR=$րPIm7O~7svsۧrOl~[(!6Yg_hdy ?2.)/W2-y E`\:}ޜx/o3}2I#K:ysGI,;s7@9h_?߷G^B>JprgH7G!#wגdp? ÄRyrY%X)X^ZW"zVZVi MsFnr>4 _Xo?}[n)"v=Q(RB"`<<|ܮt$V6yO~i?W&Qߎp:~0D#C@Qr~_H^d$V͍1Lpe^#<%;ACT8\zD*y]Ht9&za[1Ft
J\eE{QD |F`)c
_{u%a% x
B:!WС/409>a/hpR.['EJj
Nrb!)k=AaO<"51ڜ/8
4Ѽ\Y|8B̮r4n!@SL+a1}UL峘?o!22ba-a}|cTG{=282m#яQ0nzۮ+sxj"G[A+3]MIDp.
_L2RuPٷ4m{ -B(6mߺ<` mcFYբ$$[$+TZ4q
9*3"Z4ʛC1(d}s̆p\ S#R#q'l`M3`?!VVk4q%pp\*R+E#9MjL;,5ގ18'R(>bFv2]>UmcTSMBm1>*4(m5įHl8y+-k%;JѼJYEotA}:Rf.E'+'֕ж~+7ޥ4%X
?:9(}(%FFee~bQeu%j"enJ?,{;BF@ 5v9X/Cʓeپ堰:ȗV08Act`^o).r
69`ES`;~KM-pb3[Fs NlQ鋾p(YM[cAJp8ͶŠLZ60%6ItjN%