%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 8 0 R 32 0 R 33 0 R 56 0 R 57 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
fig3_fy_pop_en_radialVelocityMethod_191001
2019-10-03T22:11:58+02:00
2019-10-03T22:11:58+02:00
2019-10-03T22:06:55+02:00
Adobe Illustrator CC 23.0 (Macintosh)
256
176
JPEG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uuid:6a5ecec8-9cd3-c54f-8baa-1227a9378378
xmp.did:b433b8b8-60e8-4409-954c-58762aaa67df
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:c3ba5d33-bda6-48b4-9602-4436818a5126
xmp.did:c3ba5d33-bda6-48b4-9602-4436818a5126
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:dc17d240-ffab-4e1a-adb9-55b5329fde08
2019-09-13T00:06:43+02:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:b433b8b8-60e8-4409-954c-58762aaa67df
2019-10-03T22:06:55+02:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
False
False
1
585.367764
403.901166
Points
DINPro-Regular
DINPro
Regular
Open Type
Version 7.460;PS 7.046;hotconv 1.0.38
False
DINPro-Regular.otf
DINPro-Medium
DINPro
Medium
Open Type
Version 7.460;PS 7.046;hotconv 1.0.38
False
DINPro-Medium.otf
Cyan
Magenta
Yellow
Black
Standardfärgrutegrupp
0
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 62 0 R/TrimBox[0.0 0.0 585.368 403.901]/Type/Page>>
endobj
59 0 obj
<>stream
H͎$%W
0-X+z}kְH&3"#~}ܾ7Kۗw&nֻ2,o)bk
mNplf
cya!lƾI/Q{3j# 3RjSx]b3rx㷗?oPbſS~b?n=f[|fEiӣrѶJku䭅l{\Sʚ3g6(J5ߦ0YG-fհmr:`9hFr(49$?F>!_z1Y PbdJ,t+[懊z
{xZ366"_ڮRĹRɚݲ+W)9\!rH6KHUt
ls[j"R@WB-,lݟq8^+5!ДV V8^N?R3Ty `ةGҡGd{JkF(XX`PNq(EoX7R2aa _zAs8-t@tuLʥx4CU1A@!S_S3&.ex?=Y!SURp\kcY{2gDL#/<[5(A-XM_sLX|rmVSa5_W@b*娶9J7*qb]Tsw/]M!ID))"֊=N|2ﭽoHtwE^uwR7Xl5562QRtjr\Vi9˄I5!w!ٯȦo7%e9LqdtpzMj/klxًTlOxjCE:AAKSSQrN>zV
4}4&u_O.¦Sbܭr]$X~Ȓ