%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
RF300_DS02_EN
2022-07-05T09:33:08+09:00
2022-07-05T09:33:08+09:00
2022-07-05T09:33:08+09:00
Adobe Illustrator 26.0 (Macintosh)
196
256
JPEG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uuid:349e8d8d-8d6d-f84a-9fc2-95038c932ed2
xmp.did:db8ef9df-d2c8-4b4b-bf46-17ae95a9ce16
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:3ae59302-7ca2-4fb1-85cd-30799f35cd75
xmp.did:4e73a829-146c-4ef0-b2c4-2f41c4eec037
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:05bdb3cc-4303-594f-a011-c4dd1000db83
2015-02-25T22:41:41+09:00
Adobe Illustrator CC (Windows)
/
saved
xmp.iid:db8ef9df-d2c8-4b4b-bf46-17ae95a9ce16
2022-07-05T09:33:03+09:00
Adobe Illustrator 26.0 (Macintosh)
/
EmbedByReference
/Volumes/Design/Russ/제품사진/악세서리/RF851/RF851_4SBC.png
0
0
EmbedByReference
/Volumes/Design/Russ/제품사진/악세서리/PM30/PM30_singleslotcradle_new.png
0
0
EmbedByReference
/Volumes/Design/Russ/제품사진/악세서리/RF851/battery.png
0
0
EmbedByReference
USB-C type.png
EmbedByReference
country plug.png
EmbedByReference
AC_DC Power Adaptor.png
EmbedByReference
RF800 hand strap.jpg
USB-C type.png
country plug.png
AC_DC Power Adaptor.png
RF800 hand strap.jpg
Print
Adobe Illustrator
False
True
1
210.001556
297.000083
Millimeters
Roboto-Regular
Roboto
Regular
TrueType
Version 2.137; 2017
False
Roboto-Regular.ttf
Roboto-Bold
Roboto
Bold
TrueType
Version 2.137; 2017
False
Roboto-Bold.ttf
Roboto-Light
Roboto Light
Regular
TrueType
Version 2.137; 2017
False
Roboto-Light.ttf
Roboto-Medium
Roboto Medium
Regular
TrueType
Version 2.137; 2017
False
Roboto-Medium.ttf
Montserrat-SemiBold
Montserrat
SemiBold
TrueType
Version 7.200
False
Montserrat-SemiBold.ttf
Montserrat-Bold
Montserrat
Bold
TrueType
Version 7.200
False
Montserrat-Bold.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
흰색
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
검정
CMYK
PROCESS
63.281250
67.968750
62.500000
83.984375
CMYK 빨강
CMYK
PROCESS
0.000000
100.000000
96.484375
0.000000
CMYK 노랑
CMYK
PROCESS
3.906250
0.000000
99.218750
0.000000
CMYK 녹색
CMYK
PROCESS
100.000000
0.000000
96.484375
0.000000
CMYK 청록
CMYK
PROCESS
100.000000
0.781250
0.000000
0.000000
C=100 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
100.000000
0.796521
0.000000
0.000000
CMYK 파랑
CMYK
PROCESS
100.000000
92.968750
16.406250
1.953125
CMYK 자홍
CMYK
PROCESS
3.906250
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.625000
100.000000
89.453125
5.468750
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
87.500000
86.328125
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
76.562500
96.093750
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.781250
46.875000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.781250
32.031250
86.718750
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
7.421875
0.000000
88.671875
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
22.656250
0.000000
98.437500
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
51.562500
0.000000
98.046875
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
76.562500
0.000000
97.265625
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
89.843750
10.937500
100.000000
1.171875
C=90 M=30 Y=95 K=30
CMYK
PROCESS
96.484375
30.078125
97.265625
22.265625
C=75 M=0 Y=75 K=0
CMYK
PROCESS
76.562500
0.000000
74.218750
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
81.640625
7.031250
45.703125
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.703125
16.406250
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
87.109375
50.390625
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
89.843750
16.796875
2.734375
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
94.140625
34.375000
21.875000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
79.687500
100.000000
1.953125
0.390625
C=50 M=100 Y=0 K=0
CMYK
PROCESS
53.125000
100.000000
0.000000
0.390625
C=35 M=100 Y=35 K=10
CMYK
PROCESS
28.906250
100.000000
25.000000
15.625000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
7.812500
100.000000
48.437500
1.562500
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.703125
17.968750
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
23.046875
21.875000
40.625000
4.296875
C=40 M=45 Y=50 K=5
CMYK
PROCESS
31.250000
38.281250
46.875000
18.750000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
43.359375
44.140625
57.031250
34.375000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
45.312500
53.125000
59.375000
51.171875
C=25 M=40 Y=65 K=0
CMYK
PROCESS
19.921875
35.546875
65.625000
7.812500
C=30 M=50 Y=75 K=10
CMYK
PROCESS
24.609375
45.703125
75.781250
15.625000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
30.078125
57.421875
79.687500
28.125000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
33.203125
62.500000
89.843750
39.453125
C=40 M=70 Y=100 K=50
CMYK
PROCESS
36.718750
70.312500
100.000000
51.562500
C=50 M=70 Y=80 K=70
CMYK
PROCESS
47.265625
73.437500
79.296875
73.437500
C=54 M=43 Y=39 K=0
PROCESS
100.000000
CMYK
47.632560
36.060119
34.653237
15.024032
C=74 M=53 Y=1 K=0
PROCESS
100.000000
CMYK
75.851071
54.091704
0.000000
0.000000
Grey 2
PROCESS
100.000000
CMYK
55.812919
45.490193
47.168687
34.991989
C=78 M=81 Y=83 K=66
PROCESS
100.000000
CMYK
62.273592
68.374151
62.829018
84.286255
C=8 M=6 Y=6 K=0
PROCESS
100.000000
CMYK
7.858396
5.050736
6.457618
0.000000
C=89 M=77 Y=9 K=0
PROCESS
100.000000
CMYK
93.963528
76.479739
5.374227
0.000000
C=0 M=57 Y=91 K=0
PROCESS
100.000000
CMYK
0.344854
54.616612
93.359268
0.006104
회색
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
63.281250
67.968750
62.500000
83.984375
C=0 M=0 Y=0 K=90
CMYK
PROCESS
63.671875
57.812500
54.687500
60.937500
C=0 M=0 Y=0 K=80
CMYK
PROCESS
58.203125
49.609375
47.656250
41.015625
C=0 M=0 Y=0 K=70
CMYK
PROCESS
52.734375
42.968750
41.796875
26.953125
C=0 M=0 Y=0 K=60
CMYK
PROCESS
46.484375
36.328125
35.937500
16.406250
C=0 M=0 Y=0 K=50
CMYK
PROCESS
39.062500
30.468750
30.468750
8.984375
C=0 M=0 Y=0 K=40
CMYK
PROCESS
32.031250
23.437500
24.218750
3.906250
C=0 M=0 Y=0 K=30
CMYK
PROCESS
24.218750
17.578125
18.359375
1.171875
C=0 M=0 Y=0 K=20
CMYK
PROCESS
16.406250
10.937500
12.500000
0.000000
C=0 M=0 Y=0 K=10
CMYK
PROCESS
7.421875
5.078125
5.859375
0.000000
C=0 M=0 Y=0 K=5
CMYK
PROCESS
3.125000
1.953125
2.343750
0.000000
밝기
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
96.484375
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.390625
71.875000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
1.953125
6.640625
98.046875
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
88.281250
4.296875
98.437500
0.390625
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
86.328125
14.062500
1.171875
C=60 M=90 Y=0 K=0
CMYK
PROCESS
62.500000
91.015625
0.000000
0.000000
Adobe PDF library 16.03
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 27 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
15 0 obj
<>stream
HWn|߯rD D! (z離zPs鮮~߽߷/[tj%aW۽ѫo}ք^ZVf}mr\9nÞG7?$tx/~M<1jrvvx?m8~Ŏ1:cY準~:r|e%:cbO)
7oJ?x;ˏ ?niha}lV~GOa]9m8q3>-+-{>2zrB[=F'tQќ/"te#NO{2LLF!XC^;!ˌc[XiYYlp}i^h@6g>\P5֯z!GMoH%l:oH.%w7a7xJ01zdEoM+J/C3r\L3
K3x?8Y.&WbSm۹=o%:9(ЇU@B_2FlK
3L nt&YEz7$:3a8. `[ᑇ:Qc5D
/>73'vn;_ )#r
J!x:J1ᑵuq@q}[b:2e|Luwdž