%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
200519_Lockerungen_fr
2020-05-20T09:41:01+02:00
2020-05-20T09:41:01+02:00
2020-05-20T09:41:01+02:00
Adobe Illustrator CC 23.1 (Windows)
184
256
JPEG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uuid:a6ce5cc4-7b8b-4876-9e9c-7a20a00ca7ad
xmp.did:2ade1235-d0fe-3b4c-968d-68ecdcb5204d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:c5a0a647-6796-584f-bfc9-9963fe3ab817
xmp.did:c5a0a647-6796-584f-bfc9-9963fe3ab817
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:46009ba8-8ef6-c24a-a297-7d79920004bd
2020-04-21T18:55+02:00
Adobe Illustrator CC 23.1 (Windows)
/
saved
xmp.iid:2ade1235-d0fe-3b4c-968d-68ecdcb5204d
2020-05-20T09:40:57+02:00
Adobe Illustrator CC 23.1 (Windows)
/
EmbedByReference
C:\Users\lucap\Downloads\Unterricht.png
0
0
EmbedByReference
C:\Users\lucap\Desktop\GS-HomeOffice\BAG April 2020\Infografik Lockerung Massnahmen\Bundesrat.png
0
0
C:\Users\lucap\Downloads\Unterricht.png
0
0
C:\Users\lucap\Desktop\GS-HomeOffice\BAG April 2020\Infografik Lockerung Massnahmen\Bundesrat.png
0
0
Print
Adobe PDF library 15.00
1
True
False
595.276000
841.890000
Points
TSTARW00-Bold
TSTARW00-Bold
Regular
TrueType
Version 3.00
False
TSTARPROW00-Medium
TSTARPROW00-Medium
Regular
TrueType
Version 3.00
False
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
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
R=255 G=255 B=255
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
R=35 G=165 B=56
PROCESS
100.000000
CMYK
80.730903
7.437247
100.000000
0.549325
R=255 G=21 B=21
PROCESS
100.000000
CMYK
0.000000
97.906458
98.455787
0.000000
Grays
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
Brights
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
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
11 0 obj
<>stream
HW]
}_vuEax./Κ_,K656|H8z-7ǧMs&zrɔy$ 9Czۚ|Grpq-mî6mm1vZ7iy+řፙ
y-)48dה! c
J
.9!5D+TkkkTL ԛ c*|Q*<`7}{cTwU]Rt 1̱skA0aj[EXsElsa>1X꒨P$~4r{K$as_
{A#.*b|
!EsiJ\3Fm{?]ܻk1ܫ.귔'c*I[J__6'w]i/?,/îj tWAH>}y
]cSi-!.vmI2yp~y>/9H2<"*2)GGN$wUF7r3vOoPۑ967ݔnɼv.ݝ.r]eh)yeuɬ^P:b]օu..5$C1PW8