%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Kompatibiliätsliste_Tahoma_AppleHomeKit
2020-11-16T12:04:06+01:00
2020-11-16T12:04:06+01:00
2020-11-16T12:04:06+01:00
Adobe Illustrator 25.0 (Macintosh)
224
256
JPEG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=
uuid:0e8e5e39-1de1-824e-999e-d177828764d6
xmp.did:d79260b6-8796-4608-93f6-3f6207455569
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:76bcaf38-5912-ca41-9a19-a55be979608c
xmp.did:74ae6a7e-93c2-4124-8d6d-f57cb21ed9cf
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:74ae6a7e-93c2-4124-8d6d-f57cb21ed9cf
2020-11-16T01:20:33+01:00
Adobe Illustrator 25.0 (Macintosh)
/
saved
xmp.iid:d79260b6-8796-4608-93f6-3f6207455569
2020-11-16T12:04:04+01:00
Adobe Illustrator 25.0 (Macintosh)
/
EmbedByReference
/Users/silke/Dropbox/SOMFY/Tabelle und Ambientefotos für Apple HomeKit/Keepeek-Export-1yn3dg19-16-11-2020-00-14-36/Pergola/Pergola_VECT.ai
xmp.did:cc920739-1091-4ee5-9af6-c4f929d11ca8
uuid:a091bfa9-3893-0641-b4a5-3469547f3f78
EmbedByReference
/Users/silke/Dropbox/SOMFY/Tabelle und Ambientefotos für Apple HomeKit/Keepeek-Export-1yn3dg19-16-11-2020-00-14-36/Rolling Shutter/Rolling Shutter_VECT.ai
xmp.did:8b1061c9-84fe-4822-9626-48383f6d22c0
uuid:af3cdc9e-59c9-9346-8eeb-c4084b46d0fa
EmbedByReference
/Users/silke/Dropbox/SOMFY/Tabelle und Ambientefotos für Apple HomeKit/Keepeek-Export-1yn3dg19-16-11-2020-00-14-36/Rolling Shutter/Rolling Shutter_VECT.ai
xmp.did:8b1061c9-84fe-4822-9626-48383f6d22c0
uuid:af3cdc9e-59c9-9346-8eeb-c4084b46d0fa
EmbedByReference
/Users/silke/Dropbox/SOMFY/Tabelle und Ambientefotos für Apple HomeKit/Keepeek-Export-1yn3dg19-16-11-2020-00-14-36/Rolling Shutter/Rolling Shutter_VECT.ai
xmp.did:8b1061c9-84fe-4822-9626-48383f6d22c0
uuid:af3cdc9e-59c9-9346-8eeb-c4084b46d0fa
EmbedByReference
/Users/silke/Dropbox/SOMFY/Tabelle und Ambientefotos für Apple HomeKit/Keepeek-Export-6e61vf9b-13-11-2020-15-56-26/Awning/Awning_VECT.ai
xmp.did:73980a05-1da6-4e18-b2db-6615ac527e56
uuid:2a67ee98-6cf9-1b43-8eee-a09bf7d28919
EmbedByReference
/Users/silke/Dropbox/SOMFY/Tabelle und Ambientefotos für Apple HomeKit/Keepeek-Export-6e61vf9b-13-11-2020-15-56-26/Blind/Blind_VECT.ai
xmp.did:09e3caa4-8aa8-4d67-bb23-a698ded679b8
uuid:5b4f69d2-6d76-8149-84f3-430efc07fca5
EmbedByReference
/Users/silke/Dropbox/SOMFY/Tabelle und Ambientefotos für Apple HomeKit/Keepeek-Export-6e61vf9b-13-11-2020-15-56-26/Blind/Blind_VECT.ai
xmp.did:09e3caa4-8aa8-4d67-bb23-a698ded679b8
uuid:5b4f69d2-6d76-8149-84f3-430efc07fca5
EmbedByReference
/Users/silke/Dropbox/SOMFY/Tabelle und Ambientefotos für Apple HomeKit/Keepeek-Export-6e61vf9b-13-11-2020-15-56-26/External Screen/External Screen_VECT.ai
xmp.did:fa5b19d3-f199-4275-9fea-36c8d63ab122
uuid:5d1e010d-42a5-b244-b476-9579b2fe2778
EmbedByReference
/Users/silke/Dropbox/SOMFY/Tabelle und Ambientefotos für Apple HomeKit/Keepeek-Export-6e61vf9b-13-11-2020-15-56-26/External Screen/External Screen_VECT.ai
xmp.did:fa5b19d3-f199-4275-9fea-36c8d63ab122
uuid:5d1e010d-42a5-b244-b476-9579b2fe2778
/Users/silke/Dropbox/SOMFY/Tabelle und Ambientefotos für Apple HomeKit/Keepeek-Export-1yn3dg19-16-11-2020-00-14-36/Pergola/Pergola_VECT.ai
xmp.did:cc920739-1091-4ee5-9af6-c4f929d11ca8
uuid:a091bfa9-3893-0641-b4a5-3469547f3f78
/Users/silke/Dropbox/SOMFY/Tabelle und Ambientefotos für Apple HomeKit/Keepeek-Export-1yn3dg19-16-11-2020-00-14-36/Rolling Shutter/Rolling Shutter_VECT.ai
xmp.did:8b1061c9-84fe-4822-9626-48383f6d22c0
uuid:af3cdc9e-59c9-9346-8eeb-c4084b46d0fa
/Users/silke/Dropbox/SOMFY/Tabelle und Ambientefotos für Apple HomeKit/Keepeek-Export-1yn3dg19-16-11-2020-00-14-36/Rolling Shutter/Rolling Shutter_VECT.ai
xmp.did:8b1061c9-84fe-4822-9626-48383f6d22c0
uuid:af3cdc9e-59c9-9346-8eeb-c4084b46d0fa
/Users/silke/Dropbox/SOMFY/Tabelle und Ambientefotos für Apple HomeKit/Keepeek-Export-1yn3dg19-16-11-2020-00-14-36/Rolling Shutter/Rolling Shutter_VECT.ai
xmp.did:8b1061c9-84fe-4822-9626-48383f6d22c0
uuid:af3cdc9e-59c9-9346-8eeb-c4084b46d0fa
/Users/silke/Dropbox/SOMFY/Tabelle und Ambientefotos für Apple HomeKit/Keepeek-Export-6e61vf9b-13-11-2020-15-56-26/Awning/Awning_VECT.ai
xmp.did:73980a05-1da6-4e18-b2db-6615ac527e56
uuid:2a67ee98-6cf9-1b43-8eee-a09bf7d28919
/Users/silke/Dropbox/SOMFY/Tabelle und Ambientefotos für Apple HomeKit/Keepeek-Export-6e61vf9b-13-11-2020-15-56-26/Blind/Blind_VECT.ai
xmp.did:09e3caa4-8aa8-4d67-bb23-a698ded679b8
uuid:5b4f69d2-6d76-8149-84f3-430efc07fca5
/Users/silke/Dropbox/SOMFY/Tabelle und Ambientefotos für Apple HomeKit/Keepeek-Export-6e61vf9b-13-11-2020-15-56-26/Blind/Blind_VECT.ai
xmp.did:09e3caa4-8aa8-4d67-bb23-a698ded679b8
uuid:5b4f69d2-6d76-8149-84f3-430efc07fca5
/Users/silke/Dropbox/SOMFY/Tabelle und Ambientefotos für Apple HomeKit/Keepeek-Export-6e61vf9b-13-11-2020-15-56-26/External Screen/External Screen_VECT.ai
xmp.did:fa5b19d3-f199-4275-9fea-36c8d63ab122
uuid:5d1e010d-42a5-b244-b476-9579b2fe2778
/Users/silke/Dropbox/SOMFY/Tabelle und Ambientefotos für Apple HomeKit/Keepeek-Export-6e61vf9b-13-11-2020-15-56-26/External Screen/External Screen_VECT.ai
xmp.did:fa5b19d3-f199-4275-9fea-36c8d63ab122
uuid:5d1e010d-42a5-b244-b476-9579b2fe2778
Print
Adobe Illustrator
False
True
1
186.695395
216.715160
Millimeters
SomfySans-Light
Somfy Sans
Light
Open Type
Version 1.000
False
SomfySans-Light.otf
SomfySans-Medium
Somfy Sans
Medium
Open Type
Version 1.000
False
SomfySans-Medium.otf
SomfySans-Bold
Somfy Sans
Bold
Open Type
Version 1.000
False
SomfySans-Bold.otf
Cyan
Magenta
Yellow
Black
Standard-Farbfeldgruppe
0
Weiß
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Schwarz
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Rot
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Gelb
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Grün
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blau
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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
C=0 M=32 Y=95 K=0
PROCESS
100.000000
CMYK
0.000000
31.999999
94.999999
0.000000
Graustufen
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
Strahlende Farben
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
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 529.215 614.311]/Type/Page>>
endobj
11 0 obj
<>stream
HtWn\I}ﯨGO~ &<tYk:; KZn~^wy3_yiGYj..sKռ4_aw*]5sq