%PDF-1.3
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
data_sheet_audionet_sam_g2__en
2018-04-11T16:03:34+02:00
2018-04-11T16:03:34+02:00
2018-04-11T16:03:34+02:00
Adobe Illustrator CC 22.1 (Macintosh)
256
236
JPEG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==
uuid:2fbee08a-2f43-1c4b-824f-f2144cff2bdf
xmp.did:b9dfe292-ad14-4bcc-83be-74bf59c89efa
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:5d770129-0a42-b84e-b87f-539f8bd5f54c
xmp.did:0a824fff-227f-4291-8f8f-cf24e4fc3e28
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:bfcb1af1-7bfa-4c76-afca-42ea1a78d732
2015-03-18T13:42:41+01:00
Adobe Illustrator CC 2014 (Macintosh)
/
saved
xmp.iid:b9dfe292-ad14-4bcc-83be-74bf59c89efa
2018-04-11T16:03:07+02:00
Adobe Illustrator CC 22.1 (Macintosh)
/
EmbedByReference
/Users/seb/Desktop/temp/Audionet-Raum 30.jpg
EmbedByReference
/Users/seb/FACE_THE_WEB/an/material/pdf_broschueren/vip_g3/Audionet-Raum 31.jpg
EmbedByReference
/Users/seb/FACE_THE_WEB/an/fotos/zubehoer/phonomodul/phonomodul/Audionet Phonomodul.jpg
adobe:docid:photoshop:cb25963c-ba7a-11d9-bd3f-cd1460c7c698
xmp.iid:9E84F2DE092068118A6D912903431279
EmbedByReference
/Users/seb/FACE_THE_WEB/an/fotos/DESIGN/Audionet-Design_46.jpg
EmbedByReference
/Users/seb/FACE_THE_WEB/an/material/pdf_broschueren/sam_g2/material/sam_back.jpg
EmbedByReference
/Users/seb/FACE_THE_WEB/an/fotos/sam_g2/02_spiegelung_mit_schatten/sam_g2_col/sam_g2_b_r.png
0
0
EmbedByReference
/Users/seb/FACE_THE_WEB/an/fotos/sam_g2/02_spiegelung_mit_schatten/sam_g2_col/sam_g2_b_b.png
0
0
EmbedByReference
/Users/seb/FACE_THE_WEB/an/fotos/sam_g2/02_spiegelung_mit_schatten/sam_g2_col/sam_g2_s_r.png
0
0
EmbedByReference
/Users/seb/FACE_THE_WEB/an/fotos/sam_g2/02_spiegelung_mit_schatten/sam_g2_col/sam_g2_s_b.png
0
0
EmbedByReference
/Users/seb/FACE_THE_WEB/an/material/grossansichten_bearb_pics/eps_g2.png
EmbedByReference
/Users/seb/FACE_THE_WEB/an/material/grossansichten_bearb_pics/dnp.png
EmbedByReference
/Users/seb/FACE_THE_WEB/an/fotos/01_fotosammlung/max/max.png
EmbedByReference
/Users/seb/FACE_THE_WEB/an/material/grossansichten_bearb_pics/pre_g2.png
EmbedByReference
/Users/seb/FACE_THE_WEB/an/material/grossansichten_bearb_pics/sam_g2.png
EmbedByReference
/Users/seb/FACE_THE_WEB/an/material/grossansichten_bearb_pics/vip_g3.png
EmbedByReference
/Users/seb/FACE_THE_WEB/an/fotos/grossansichten_bearb_pics/sam_g2.png
0
0
EmbedByReference
/Users/seb/FACE_THE_WEB/an/material/pdf_broschueren/vip_g3/background_5.jpg
EmbedByReference
/Users/seb/FACE_THE_WEB/an/material/pdf_broschueren/vip_g3/background_4.jpg
EmbedByReference
/Users/seb/FACE_THE_WEB/an/material/pdf_broschueren/vip_g3/background_2.jpg
EmbedByReference
/Users/seb/FACE_THE_WEB/an/material/pdf_broschueren/vip_g3/background_3.jpg
EmbedByReference
/Users/seb/FACE_THE_WEB/an/material/pdf_broschueren/vip_g3/background_l.jpg
/Users/seb/Desktop/temp/Audionet-Raum 30.jpg
/Users/seb/FACE_THE_WEB/an/material/pdf_broschueren/vip_g3/Audionet-Raum 31.jpg
/Users/seb/FACE_THE_WEB/an/fotos/zubehoer/phonomodul/phonomodul/Audionet Phonomodul.jpg
adobe:docid:photoshop:cb25963c-ba7a-11d9-bd3f-cd1460c7c698
xmp.iid:9E84F2DE092068118A6D912903431279
/Users/seb/FACE_THE_WEB/an/fotos/DESIGN/Audionet-Design_46.jpg
/Users/seb/FACE_THE_WEB/an/material/pdf_broschueren/sam_g2/material/sam_back.jpg
/Users/seb/FACE_THE_WEB/an/fotos/sam_g2/02_spiegelung_mit_schatten/sam_g2_col/sam_g2_b_r.png
0
0
/Users/seb/FACE_THE_WEB/an/fotos/sam_g2/02_spiegelung_mit_schatten/sam_g2_col/sam_g2_b_b.png
0
0
/Users/seb/FACE_THE_WEB/an/fotos/sam_g2/02_spiegelung_mit_schatten/sam_g2_col/sam_g2_s_r.png
0
0
/Users/seb/FACE_THE_WEB/an/fotos/sam_g2/02_spiegelung_mit_schatten/sam_g2_col/sam_g2_s_b.png
0
0
/Users/seb/FACE_THE_WEB/an/material/grossansichten_bearb_pics/eps_g2.png
/Users/seb/FACE_THE_WEB/an/material/grossansichten_bearb_pics/dnp.png
/Users/seb/FACE_THE_WEB/an/fotos/01_fotosammlung/max/max.png
/Users/seb/FACE_THE_WEB/an/material/grossansichten_bearb_pics/pre_g2.png
/Users/seb/FACE_THE_WEB/an/material/grossansichten_bearb_pics/sam_g2.png
/Users/seb/FACE_THE_WEB/an/material/grossansichten_bearb_pics/vip_g3.png
/Users/seb/FACE_THE_WEB/an/fotos/grossansichten_bearb_pics/sam_g2.png
0
0
/Users/seb/FACE_THE_WEB/an/material/pdf_broschueren/vip_g3/background_5.jpg
/Users/seb/FACE_THE_WEB/an/material/pdf_broschueren/vip_g3/background_4.jpg
/Users/seb/FACE_THE_WEB/an/material/pdf_broschueren/vip_g3/background_2.jpg
/Users/seb/FACE_THE_WEB/an/material/pdf_broschueren/vip_g3/background_3.jpg
/Users/seb/FACE_THE_WEB/an/material/pdf_broschueren/vip_g3/background_l.jpg
Print
False
True
1
214.000000
301.000000
Millimeters
GillSans
Gill Sans
Regular
TrueType
13.0d1e4
False
GillSans.ttc
Cyan
Magenta
Yellow
Black
Standard-Farbfeldgruppe
0
Weiß
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Schwarz
CMYK
PROCESS
74.218750
64.453125
62.500000
80.859375
CMYK Rot
CMYK
PROCESS
0.000000
99.218750
97.265625
0.390625
CMYK Gelb
CMYK
PROCESS
4.687500
0.000000
88.671875
0.000000
CMYK Grün
CMYK
PROCESS
83.593750
11.328125
95.703125
1.171875
CMYK Cyan
CMYK
PROCESS
74.609375
21.484375
0.000000
0.000000
CMYK Blau
CMYK
PROCESS
99.218750
96.093750
8.593750
1.171875
CMYK Magenta
CMYK
PROCESS
0.781250
96.875000
3.906250
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
17.578125
100.000000
90.234375
7.421875
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.390625
89.453125
84.765625
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.296875
93.750000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
96.875000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
34.765625
84.765625
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.468750
0.000000
88.281250
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.921875
0.390625
94.140625
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
49.609375
0.000000
99.218750
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
74.218750
0.000000
99.218750
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
84.765625
16.796875
100.000000
3.515625
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843750
32.812500
95.703125
26.171875
C=75 M=0 Y=75 K=0
CMYK
PROCESS
74.609375
0.000000
74.609375
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
78.125000
10.937500
44.921875
0.390625
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.531250
16.015625
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.375000
49.218750
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
92.968750
9.765625
1.171875
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
98.046875
30.078125
22.656250
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
98.828125
2.343750
0.390625
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.390625
99.218750
0.781250
0.390625
C=35 M=100 Y=35 K=10
CMYK
PROCESS
27.734375
98.046875
28.906250
17.578125
C=10 M=100 Y=50 K=0
CMYK
PROCESS
8.593750
99.218750
47.656250
1.562500
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.140625
19.140625
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
21.484375
23.046875
37.890625
4.296875
C=40 M=45 Y=50 K=5
CMYK
PROCESS
31.250000
39.453125
43.750000
18.750000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
42.187500
44.531250
55.078125
34.375000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
44.140625
53.125000
57.812500
50.390625
C=25 M=40 Y=65 K=0
CMYK
PROCESS
19.140625
37.109375
62.500000
7.421875
C=30 M=50 Y=75 K=10
CMYK
PROCESS
25.000000
47.265625
73.046875
16.015625
C=35 M=60 Y=80 K=25
CMYK
PROCESS
30.468750
57.421875
77.734375
29.296875
C=40 M=65 Y=90 K=35
CMYK
PROCESS
33.984375
62.109375
86.328125
40.625000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
37.500000
67.578125
96.093750
52.343750
C=50 M=70 Y=80 K=70
CMYK
PROCESS
46.484375
67.968750
77.734375
71.484375
Graustufen
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
74.218750
64.453125
62.500000
80.859375
C=0 M=0 Y=0 K=90
CMYK
PROCESS
66.015625
56.250000
55.078125
59.765625
C=0 M=0 Y=0 K=80
CMYK
PROCESS
58.984375
49.218750
48.828125
41.796875
C=0 M=0 Y=0 K=70
CMYK
PROCESS
53.125000
43.359375
42.578125
27.734375
C=0 M=0 Y=0 K=60
CMYK
PROCESS
46.875000
36.718750
36.718750
17.578125
C=0 M=0 Y=0 K=50
CMYK
PROCESS
39.453125
30.859375
32.031250
10.156250
C=0 M=0 Y=0 K=40
CMYK
PROCESS
32.812500
24.609375
25.781250
4.687500
C=0 M=0 Y=0 K=30
CMYK
PROCESS
25.390625
18.750000
19.531250
1.562500
C=0 M=0 Y=0 K=20
CMYK
PROCESS
17.187500
12.109375
13.281250
0.000000
C=0 M=0 Y=0 K=10
CMYK
PROCESS
8.203125
5.859375
6.640625
0.000000
C=0 M=0 Y=0 K=5
CMYK
PROCESS
4.296875
3.125000
3.515625
0.000000
Strahlende Farben
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
99.218750
97.265625
0.390625
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.781250
74.218750
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
2.343750
8.984375
91.406250
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
83.203125
10.156250
100.000000
0.781250
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
87.500000
7.421875
0.390625
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.156250
89.062500
0.000000
0.000000
Adobe PDF library 15.00
False
PDF/X-3:2002
PDF/X-3:2002
PDF/X-3:2002
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 606.614 853.228]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 606.614 853.228]/Type/Page>>
endobj
7 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 606.614 853.228]/Type/Page>>
endobj
8 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 606.614 853.228]/Type/Page>>
endobj
9 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 606.614 853.228]/Type/Page>>
endobj
11 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 606.614 853.228]/Type/Page>>
endobj
43 0 obj
<>stream
HlWA$
+KID
>.|^/?*{gꌔR`f9Yk/Y}qڊcy<8h]fvD%&`ӆVk^vΈp;ûfƭVz=cjwǶ1>x|q~Ö1s6Ď헿/}QL\_rۅhn{zoG:N2(pY8zy-R<=-usu?&Z8\qۣ_pG#?8V9ƹlL[gqb_>W쌎mA p&c NLj:bsF,-"q5\9"`$q{A&| ?odsi_ra5`bZ\Ȕ&fn_7#YH[ucVe~8uVnEn>@(Lo2@j ZAOF\vl4}8zN3qVSVnX9 8NRc8H@^F"4A%KNt
"0Xi&M:_