%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Z400S Soft Comparison
2016-06-29T09:56:46+02:00
2016-06-29T09:56:46+02:00
2016-06-29T09:56:46+02:00
Adobe Illustrator CC 2015 (Macintosh)
256
180
JPEG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uuid:f3437455-1732-cb4a-8884-5da9637108ba
xmp.did:a6414902-d84b-44fc-914d-05ceda3bfef6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:6446d973-b724-ae42-a59d-07750b49b159
xmp.did:dadcdacb-3470-47a0-bc66-d32f86bea5fc
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:1f89666b-beda-4914-9b9f-d01856e01729
2015-02-11T12:10:10+08:00
Adobe Illustrator CC 2014 (Macintosh)
/
saved
xmp.iid:a6414902-d84b-44fc-914d-05ceda3bfef6
2016-06-29T09:56:35+02:00
Adobe Illustrator CC 2015 (Macintosh)
/
EmbedByReference
/Users/Arthas/工作/平面设计/F&V/产品包材/Lighting摄像灯/UltraColor Z400S_Z800S Soft/Z400S Soft Comparison/LS.png
EmbedByReference
/Users/Arthas/工作/平面设计/F&V/产品包材/Lighting摄像灯/UltraColor Z400S_Z800S Soft/Z400S Soft Comparison/THELIGHT.png
EmbedByReference
/Users/Arthas/工作/平面设计/F&V/产品包材/Lighting摄像灯/UltraColor Z400S_Z800S Soft/Z400S Soft Comparison/SkyPanel-S30.png
EmbedByReference
/Users/Arthas/工作/平面设计/F&V/产品包材/Lighting摄像灯/UltraColor Z400S_Z800S Soft/Z400S Soft Comparison/ASTRA 1×1.png
EmbedByReference
/Users/Arthas/Desktop/Product Quick Website/Z400S front right.png
/Users/Arthas/工作/平面设计/F&V/产品包材/Lighting摄像灯/UltraColor Z400S_Z800S Soft/Z400S Soft Comparison/LS.png
/Users/Arthas/工作/平面设计/F&V/产品包材/Lighting摄像灯/UltraColor Z400S_Z800S Soft/Z400S Soft Comparison/THELIGHT.png
/Users/Arthas/工作/平面设计/F&V/产品包材/Lighting摄像灯/UltraColor Z400S_Z800S Soft/Z400S Soft Comparison/SkyPanel-S30.png
/Users/Arthas/工作/平面设计/F&V/产品包材/Lighting摄像灯/UltraColor Z400S_Z800S Soft/Z400S Soft Comparison/ASTRA 1×1.png
/Users/Arthas/Desktop/Product Quick Website/Z400S front right.png
Print
True
True
1
30.300000
21.600000
Centimeters
FSJoey-Light
FS Joey
Light
Open Type
Version 2.000
False
FSJoey-Light.otf
FSJoey-Bold
FS Joey
Bold
Open Type
Version 2.000
False
FSJoey-Bold.otf
UniversLTStd-Light
Univers LT Std
45 Light
Open Type
Version 2.020;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
UniversLTStd 45 Light.otf
UniversLTStd
Univers LT Std
55 Roman
Open Type
Version 2.020;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
UniversLTStd 55 Roman.otf
UniversLTStd-Bold
Univers LT Std
65 Bold
Open Type
Version 2.020;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
UniversLTStd-Bold.otf
FZZDXJW--GB1-0
方正中等线简体
Regular
TrueType
4.00
False
方正中等线简体.ttf
Cyan
Magenta
Yellow
Black
默认色板组
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 红
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK 黄
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK 绿
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK 青
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK 蓝
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK 洋红
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
AutoCAD Color
PROCESS
100.000000
CMYK
92.971694
87.972838
89.019603
79.998469
AutoCAD Color 2
PROCESS
100.000000
CMYK
92.971694
87.972838
89.019603
79.998469
灰色
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
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
10.000000
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/TrimBox[0.0 0.0 858.898 612.283]/Type/Page>>
endobj
6 0 obj
<>stream
HW$
S>Q1r>Wc
urۧ(uϷn5)Z̥Эnt1}<>f)QG1ԎF;g?~_z̲pRnfG3XVѧ۽P&OɎ1ܤC@B60mnP?xD%CEW .˫ݱ-3pڍÛw877,^qӡ14C=L4[Q⇚ۜz2 54dnNp#U08F(-e:͎z%{s[e Dz[Fff|`Y%Dz/óЅ5TwOQῂ\)Tѻ1ϑ(}8e\R7JZa%Zb:9٦PLe?Z6z" KGVHr4y|29?zrH62,UH2K./ 0ʫB9k4˵HKDWdIj P99pyŏB["wupLMq4ߔ
[(˅O7;BmJ
x e֘g&m|PPnOБ(m+G+49*C;)JR\*^NYKj0pF#1LJBGb
\T3ĂHW:l|_pkhZd5a剰CEbj`6ޥCj[krDe7!X%C
e6WZύ4\U8L٢
ZɡCj%ę-J˔6Ė7B]1N Bq2!IuUf!#]إ+e2|٩ 1ѝ2ޡb>}9a-h<̦A0㖼:GE, FIc(BH/#lÕmiJH}=je0[Y_k)4gTZWlJiH'B轎m2o#땁皮M`"$\Ю<jwOU)yP xAh}
wZUˢxd&9pS:1!p167
xAejchM͂ swHCFe`3QH_|b]=2u-p? Ww?(`B44/ !'ƬƂHĘ{6GIB(0〡q_iy?MC:NZ+H2K~A"֧מ(|ScvGZkޫz@s?G?"/?EĽ;=H}RkxLLWO2?Z:*;'y^2)US31@F¢^@Qa/O{ԋO_.ٶiw}4`
>DwkUۃ`fN|4袹y%yBA)8
~ϕbM!ywڶ
}Heɡ.#wʼKz*"/TpNuACKۋ!k8}L4ߺ(M}
.~S)K
4s'5sx[=Fy=]#Pqӱ=U!P_~5_Q
D1MN؝|jAŃqD%ll0% j'[ c:dµj{S6 GcL4z5jcd
CiaaW&뜴kw~={K4>|}5qU=L`2*GMwͤp~ K/Bq0ZPs9Oo[-MeKG\繻$G#%[EhQ:c _v}#c_N)_&$"+QY*eo%_Jn#mJsIȬY=gmD{PƂn7cR^B9}t^yXqV-V(gP46X[XLkpDO5uj]q!z kn >O͚&4G[i8)g^#n«:q/4.ibZY0X< ѺzSv"ɒp
(c2-S&WlG WR%i.c^5]V=I|b@C0Pf;5]eZڜU?Wca2؍W,'݊F.meNBh6q4qs۲7;]Q=1p_Vo:( v3%D+h[#Ak.8~p'Jԫ~˵OiL4&I"@)T8ù#"xR 70Sl"&QQ`Ӭ5mZ]#1t؇@_I&-u`Xب}, ` NG8`M4H R`TB2*[4G$kN&7`Qi~W1(
kFFF 1HC