%PDF-1.6
%
1 0 obj
<>/OCGs[11 0 R 12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
PD-VD1-Preuss_Luisa-Infografik-PDF
2023-02-28T09:23:06+01:00
2023-02-28T09:23:06+01:00
2023-02-28T09:23:06+01:00
Adobe Illustrator 27.2 (Macintosh)
184
256
JPEG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uuid:111014aa-b9ec-824a-9be3-0fea011c3a3e
xmp.did:b1341c03-f8a4-4b9a-8d6c-c286615efc1a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b6f4dba1-9311-b047-919b-bf18350e9e10
xmp.did:123c0425-9fa5-45b1-841f-562ad1258c66
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:9c399192-3555-4e1d-946f-139f7922ad52
2023-02-01T23:53:57+01:00
Adobe Illustrator 27.2 (Macintosh)
/
saved
xmp.iid:b1341c03-f8a4-4b9a-8d6c-c286615efc1a
2023-02-28T09:23:04+01:00
Adobe Illustrator 27.2 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
297.000000
420.000000
Millimeters
AcuminVariableConcept
Acumin Variable Concept
Default
Open Type
Version 1.020;hotconv 1.0.108;makeotfexe 2.5.65593
False
AcuminVariableConcept.otf
MyriadVariableConcept-Roman
Myriad Variable Concept
Light Condensed
Open Type
Version 1.025;hotconv 1.0.108;makeotfexe 2.5.65593
False
MyriadVariableConcept-Roman.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=59 M=0 Y=27 K=0
PROCESS
100.000000
CMYK
59.069198
0.000000
26.663616
0.000000
C=68 M=0 Y=35 K=0
PROCESS
100.000000
CMYK
68.480963
0.000000
35.031661
0.000000
C=0 M=51 Y=98 K=0
PROCESS
100.000000
CMYK
0.000000
50.554663
97.518885
0.000000
C=0 M=73 Y=94 K=0
PROCESS
100.000000
CMYK
0.000000
73.119706
94.265658
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 17.00
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page/PieceInfo<>>>
endobj
15 0 obj
<>stream
HW[&}çU L c;pB6连T%ͮ2;=vѻ_}.mbEOöO7O ~[0[ɠ5Ot@́vAn\rs3}0^A݆1}lG;fnm&8?h[jnRLòEgEv|ڌT6\[ʔ'm0흂۪T2c"b7n%wqקhM`49C^F0,}?l]H?~<8~VLX~cZ8_fЬRmZ?-7~x:h7,!dAm- mf6^9l9!|%[}J %dW@/O5[0?P k@0cQl% IOiZ",q6'jHQ !Rs6!S_N Ń^ʒԤ0PP}!Lzo6G&kj$UAZLDxCCK) %|:ޠjGK7!-GKyLL%D )
[N9XCe*Ԟ)SE/:s5쫯nzn玌]5[䖢"c4N@T+;G\5[5/Ps6}2 31HRsF̑iN!FchV(Bf7["WJH
q2wՓ-QWHހ+m]Xin$!dcAJR|.B~&˻,RWc-u
D[F8캎SFF?<jG?rEsnɹJb EDf45rkgKfW}ƍfAp$"!so]t_$WXsX9PmN(?GiZsYAh )RWK[ۯ'"_φazYNj^]ܧNC5uZ{aR7:9guil?7aVn8O Z5M29yqըg
S'yY
^܊3