%PDF-1.5
%
17258 0 obj
<>
endobj
17296 0 obj
<>stream
8.267722222222222
5.826777777777778
28
2020-10-07T13:45:19.439+08:00
Adobe PDF library 15.00
a45cb496dc78545831b1f0304751b5eb07d75a06
6266167
Print
Adobe Illustrator
True
1
False
Cyan
Magenta
Yellow
Black
21.000000
14.800000
Centimeters
HelveNeuCon; Helvetica Neue Condensed 2
57 Condensed
HelveticaNeue-Condensed
Type 1
001.000
false
Helvetica Neue
HelveNeuConObl; Helvetica Neue Condensed 2
57 Condensed Oblique
HelveticaNeue-CondensedObl
Type 1
001.000
false
Helvetica Neue
HelveNeuBolCon; Helvetica Neue Condensed 2
77 Bold Condensed
HelveticaNeue-BoldCond
Type 1
001.000
false
Helvetica Neue
HelveNeuBolConObl; Helvetica Neue Condensed 2
77 Bold Condensed Oblique
HelveticaNeue-BoldCondObl
Type 1
001.000
false
Helvetica Neue
HelveNeuHeaCon; Helvetica Neue Condensed 3
87 Heavy Condensed
HelveticaNeue-HeavyCond
Type 1
001.000
false
Helvetica Neue
HelveticaNeue.ttc
Condensed Bold
HelveticaNeue-CondensedBold
TrueType
13.0d3e1
false
Helvetica Neue
HelveticaNeue.ttc
Condensed Black
HelveticaNeue-CondensedBlack
TrueType
13.0d3e1
false
Helvetica Neue
HelveticaNeueLTStd-Cn.otf
57 Condensed
HelveticaNeueLTStd-Cn
Open Type
OTF 1.029;PS 001.000;Core 1.0.33;makeotf.lib1.4.1585
false
Helvetica Neue LT Std
HelveticaNeueLTStd-BlkCn.otf
97 Black Condensed
HelveticaNeueLTStd-BlkCn
Open Type
OTF 1.029;PS 001.000;Core 1.0.33;makeotf.lib1.4.1585
false
Helvetica Neue LT Std
MyriadPro-Regular 2.otf
Regular
MyriadPro-Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
false
Myriad Pro
KozGoPr6N-Regular.otf
R
KozGoPr6N-Regular
Open Type
Version 6.008;PS 6.003;hotconv 1.0.57;makeotf.lib2.0.21895
false
小塚ゴシック Pr6N
Default Swatch Group
0
0.000000
0.000000
White
0.000000
0.000000
CMYK
PROCESS
0.000000
100.000000
Black
0.000000
0.000000
CMYK
PROCESS
100.000000
0.000000
CMYK Red
100.000000
0.000000
CMYK
PROCESS
0.000000
0.000000
CMYK Yellow
100.000000
0.000000
CMYK
PROCESS
0.000000
0.000000
CMYK Green
100.000000
100.000000
CMYK
PROCESS
0.000000
0.000000
CMYK Cyan
0.000000
100.000000
CMYK
PROCESS
100.000000
0.000000
CMYK Blue
0.000000
100.000000
CMYK
PROCESS
100.000000
0.000000
CMYK Magenta
0.000000
0.000000
CMYK
PROCESS
100.000000
10.000000
C=15 M=100 Y=90 K=10
90.000000
15.000000
CMYK
PROCESS
90.000000
0.000000
C=0 M=90 Y=85 K=0
85.000000
0.000000
CMYK
PROCESS
80.000000
0.000000
C=0 M=80 Y=95 K=0
95.000000
0.000000
CMYK
PROCESS
50.000000
0.000000
C=0 M=50 Y=100 K=0
100.000000
0.000000
CMYK
PROCESS
35.000000
0.000000
C=0 M=35 Y=85 K=0
85.000000
0.000000
CMYK
PROCESS
0.000000
0.000000
C=5 M=0 Y=90 K=0
90.000000
5.000000
CMYK
PROCESS
0.000000
0.000000
C=20 M=0 Y=100 K=0
100.000000
20.000000
CMYK
PROCESS
0.000000
0.000000
C=50 M=0 Y=100 K=0
100.000000
50.000000
CMYK
PROCESS
0.000000
0.000000
C=75 M=0 Y=100 K=0
100.000000
75.000000
CMYK
PROCESS
10.000000
10.000000
C=85 M=10 Y=100 K=10
100.000000
85.000000
CMYK
PROCESS
30.000000
30.000000
C=90 M=30 Y=95 K=30
95.000000
90.000000
CMYK
PROCESS
0.000000
0.000000
C=75 M=0 Y=75 K=0
75.000000
75.000000
CMYK
PROCESS
10.000000
0.000000
C=80 M=10 Y=45 K=0
45.000000
80.000000
CMYK
PROCESS
15.000000
0.000000
C=70 M=15 Y=0 K=0
0.000000
70.000000
CMYK
PROCESS
50.000000
0.000000
C=85 M=50 Y=0 K=0
0.000000
85.000000
CMYK
PROCESS
95.000000
0.000000
C=100 M=95 Y=5 K=0
5.000000
100.000000
CMYK
PROCESS
100.000000
25.000000
C=100 M=100 Y=25 K=25
25.000000
100.000000
CMYK
PROCESS
100.000000
0.000000
C=75 M=100 Y=0 K=0
0.000000
75.000000
CMYK
PROCESS
100.000000
0.000000
C=50 M=100 Y=0 K=0
0.000000
50.000000
CMYK
PROCESS
100.000000
10.000000
C=35 M=100 Y=35 K=10
35.000000
35.000000
CMYK
PROCESS
100.000000
0.000000
C=10 M=100 Y=50 K=0
50.000000
10.000000
CMYK
PROCESS
95.000000
0.000000
C=0 M=95 Y=20 K=0
20.000000
0.000000
CMYK
PROCESS
25.000000
0.000000
C=25 M=25 Y=40 K=0
40.000000
25.000000
CMYK
PROCESS
45.000000
5.000000
C=40 M=45 Y=50 K=5
50.000000
40.000000
CMYK
PROCESS
50.000000
25.000000
C=50 M=50 Y=60 K=25
60.000000
50.000000
CMYK
PROCESS
60.000000
40.000000
C=55 M=60 Y=65 K=40
65.000000
55.000000
CMYK
PROCESS
40.000000
0.000000
C=25 M=40 Y=65 K=0
65.000000
25.000000
CMYK
PROCESS
50.000000
10.000000
C=30 M=50 Y=75 K=10
75.000000
30.000000
CMYK
PROCESS
60.000000
25.000000
C=35 M=60 Y=80 K=25
80.000000
35.000000
CMYK
PROCESS
65.000000
35.000000
C=40 M=65 Y=90 K=35
90.000000
40.000000
CMYK
PROCESS
70.000000
50.000000
C=40 M=70 Y=100 K=50
100.000000
40.000000
CMYK
PROCESS
70.000000
70.000000
C=50 M=70 Y=80 K=70
80.000000
50.000000
CMYK
PROCESS
66.094452
30.478370
R=54 G=72 B=92
44.122985
81.902796
CMYK
100.000000
PROCESS
37.161821
0.314336
R=212 G=162 B=106
65.731287
16.595711
CMYK
100.000000
PROCESS
Grays
0
0.000000
100.000000
C=0 M=0 Y=0 K=100
0.000000
0.000000
CMYK
PROCESS
0.000000
89.999400
C=0 M=0 Y=0 K=90
0.000000
0.000000
CMYK
PROCESS
0.000000
79.998800
C=0 M=0 Y=0 K=80
0.000000
0.000000
CMYK
PROCESS
0.000000
69.999700
C=0 M=0 Y=0 K=70
0.000000
0.000000
CMYK
PROCESS
0.000000
59.999100
C=0 M=0 Y=0 K=60
0.000000
0.000000
CMYK
PROCESS
0.000000
50.000000
C=0 M=0 Y=0 K=50
0.000000
0.000000
CMYK
PROCESS
0.000000
39.999400
C=0 M=0 Y=0 K=40
0.000000
0.000000
CMYK
PROCESS
0.000000
29.998800
C=0 M=0 Y=0 K=30
0.000000
0.000000
CMYK
PROCESS
0.000000
19.999700
C=0 M=0 Y=0 K=20
0.000000
0.000000
CMYK
PROCESS
0.000000
9.999100
C=0 M=0 Y=0 K=10
0.000000
0.000000
CMYK
PROCESS
0.000000
4.998800
C=0 M=0 Y=0 K=5
0.000000
0.000000
CMYK
PROCESS
Brights
0
100.000000
0.000000
C=0 M=100 Y=100 K=0
100.000000
0.000000
CMYK
PROCESS
75.000000
0.000000
C=0 M=75 Y=100 K=0
100.000000
0.000000
CMYK
PROCESS
10.000000
0.000000
C=0 M=10 Y=95 K=0
95.000000
0.000000
CMYK
PROCESS
10.000000
0.000000
C=85 M=10 Y=100 K=0
100.000000
85.000000
CMYK
PROCESS
90.000000
0.000000
C=100 M=90 Y=0 K=0
0.000000
100.000000
CMYK
PROCESS
90.000000
0.003100
C=60 M=90 Y=0 K=0
0.003100
60.000000
CMYK
PROCESS
Adobe Illustrator 24.0 (Macintosh)
2020-10-07T10:59:42.000+08:00
2020-10-07T10:59:42.000+08:00
2020-10-07T10:59:42.000+08:00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256
JPEG
192
application/pdf
2020-10-07T13:45:47.560+08:00
xmp.did:6198f436-183b-4ea7-a889-e5f36cdf46f3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:9591db77-78df-5c49-af15-7a1f6f5d5eb0
uuid:e19cb1a2-eb04-ac4b-b5b2-31244012b3a6
uuid:5D20892493BFDB11914A8590D31508C8
default
xmp.did:9e42b01e-4e7f-4200-82ef-d3eb42ca0a17
saved
Adobe Illustrator CC 22.1 (Macintosh)
2020-01-06T15:06:49.000+08:00
/
xmp.iid:280e8d9f-7165-43e8-876f-90937ddd9931
saved
Adobe Illustrator 24.0 (Macintosh)
2020-10-07T10:59:05.000+08:00
/
xmp.iid:6198f436-183b-4ea7-a889-e5f36cdf46f3
EmbedByReference
/Users/aihwa/Desktop/00GE/i-Great Neo/Freepik/businessman-talking-his-smartphone-looking-window/11544_orange.psd
xmp.iid:92cb3aa8-4b02-42bd-8b60-04eacbca3faf
adobe:docid:photoshop:2b927d91-85f0-ee4c-a4a3-870635601baf
EmbedByReference
/Users/aihwa/Desktop/00GE/i-Great Neo/Pics/66419049_high_res_comp.psd
xmp.iid:925eb366-45ab-441f-ab07-8d9287a72d61
adobe:docid:photoshop:1ecb37a2-2004-144b-8500-eeaeee86d429
EmbedByReference
/Users/aihwa/Desktop/00GE/i-Great Neo/photos/2017-bmw-m2-coupe-30B.psd
xmp.iid:bec55950-0a4b-44ed-9e30-2fba8681408d
adobe:docid:photoshop:dd2875b9-18c2-194c-9c78-2bb4c887efd0
EmbedByReference
/Users/aihwa/Desktop/00GE/i-Great Neo/photos/297860311546821.psd
xmp.iid:21be2039-8054-4622-95cc-dd8ddd254a7d
adobe:docid:photoshop:6d1b4fe6-7a37-4948-8ac9-0600762d7a66
EmbedByReference
/Users/aihwa/Desktop/00GE/i-Great Neo/photos/121286504_B.psd
xmp.iid:2e4add3c-711b-4f6f-b406-1546230be0b9
adobe:docid:photoshop:238e467c-2fef-0442-ab39-6e596d22b741
EmbedByReference
/Users/aihwa/Desktop/00GE/i-Great Neo/Pics/30158915_high_res_comp.psd
xmp.iid:5547dddd-a202-4ccb-8fef-41c746ff9e57
adobe:docid:photoshop:df043b2c-a0bb-8d49-8dbd-d5080599f285
/Users/aihwa/Desktop/00GE/i-Great Neo/Freepik/businessman-talking-his-smartphone-looking-window/11544_orange.psd
xmp.iid:92cb3aa8-4b02-42bd-8b60-04eacbca3faf
adobe:docid:photoshop:2b927d91-85f0-ee4c-a4a3-870635601baf
/Users/aihwa/Desktop/00GE/i-Great Neo/Pics/66419049_high_res_comp.psd
xmp.iid:925eb366-45ab-441f-ab07-8d9287a72d61
adobe:docid:photoshop:1ecb37a2-2004-144b-8500-eeaeee86d429
/Users/aihwa/Desktop/00GE/i-Great Neo/photos/2017-bmw-m2-coupe-30B.psd
xmp.iid:bec55950-0a4b-44ed-9e30-2fba8681408d
adobe:docid:photoshop:dd2875b9-18c2-194c-9c78-2bb4c887efd0
/Users/aihwa/Desktop/00GE/i-Great Neo/photos/297860311546821.psd
xmp.iid:21be2039-8054-4622-95cc-dd8ddd254a7d
adobe:docid:photoshop:6d1b4fe6-7a37-4948-8ac9-0600762d7a66
/Users/aihwa/Desktop/00GE/i-Great Neo/photos/121286504_B.psd
xmp.iid:2e4add3c-711b-4f6f-b406-1546230be0b9
adobe:docid:photoshop:238e467c-2fef-0442-ab39-6e596d22b741
/Users/aihwa/Desktop/00GE/i-Great Neo/Pics/30158915_high_res_comp.psd
xmp.iid:5547dddd-a202-4ccb-8fef-41c746ff9e57
adobe:docid:photoshop:df043b2c-a0bb-8d49-8dbd-d5080599f285
Adobe PDF library 15.00
endstream
endobj
17249 0 obj
<>
endobj
17250 0 obj
<>
endobj
17251 0 obj
<>
endobj
17252 0 obj
<>
endobj
17253 0 obj
<>
endobj
17254 0 obj
<>
endobj
16085 0 obj
<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text]/Shading<>/XObject<>>>/Rotate 0/TrimBox[0.0 0.0 419.528 595.276]/Type/Page>>
endobj
16180 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Shading<>/XObject<>>>/Rotate 0/TrimBox[0.0 0.0 419.528 595.276]/Type/Page>>
endobj
16200 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Shading<>/XObject<>>>/Rotate 0/TrimBox[0.0 0.0 419.528 595.276]/Type/Page>>
endobj
16252 0 obj
<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text]/Shading<>/XObject<>>>/Rotate 0/TrimBox[0.0 0.0 419.528 595.276]/Type/Page>>
endobj
16319 0 obj
<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text]/Shading<>/XObject<>>>/Rotate 0/TrimBox[0.0 0.0 419.528 595.276]/Type/Page>>
endobj
16336 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/Rotate 0/TrimBox[0.0 0.0 419.528 595.276]/Type/Page>>
endobj
16357 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/Rotate 0/TrimBox[0.0 0.0 419.528 595.276]/Type/Page>>
endobj
16361 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Shading<>/XObject<>>>/Rotate 0/TrimBox[0.0 0.0 419.528 595.276]/Type/Page>>
endobj
16362 0 obj
<>stream
HWn}GȎ~ɛ!`\tKiy19{B2HNtT^5cy?뇇5\+WXgK0Wwӫq>۽]&2zo.8;zz[s}
w{suzDpм4QvhޮWW|ٺ%~3o`-Ls*},DX69x.[g|SYxO}L§k]v>
l
k>lذ2
z$
kqpflLV=O'03?>}|>S%]7?E]fO{\l~o~}1kquuѝۇy,
>M(6'_Mjia;l0VVuj'g|[l1Dn ie5DhN,
QC)6aQDbyڒ|eg\9M s{H{IGzTɷj*$MNCtH4nZm]Q-B%Xf" ej56(6L^.$\;}[fxezS)dUUr{F'NQ\F|e~/[D34;wJU74|+\*oŅ
Sݘ`YIce''\!_XE: OmizsS/b,^l6
oX9Y@Q` ~-