SDUS33 KTOP 200533 NVWTWX 0M˜OV,*ÿÿ˜Uÿþˆ‡0Ô1w,M˜N"M˜OV€ €€€€€€€€€€Jî ¬< ¡ÿÿÊÿÿº 2ÿÿÿÿÿÿÿÿ44ÿßÿß ê5þ5(þ(58þ85GþG5VþV5fþf5uþu5„þ„5”þ”5£þ£5²þ²5ÂþÂ5ÑþÑ5àþà5ðþð5ÿþÿ5þ5þ5-þ-5<þ<5LþL5[þ[5jþj5zþz5‰þ‰5˜þ˜5¨þ¨5·þ·5ÆþÆ ZZÕZßÕߧÕ§ßÍÕÍßôÕôßÕß@Õ@ßgÕgßÕß³Õ³ßÚÕÚß  êTIMEALT KFT  Ìê0533 ¥ê0527 ê0522 Yê0517 2ê0512  ê0507 æê0501 ¿ê0456 ™ê0451 sê0446 Lê0441 2³ 3¤ 4” 5… 6v 7f 8W 9H10811)1213 14û15ì16Ü17Í18¾19®20Ÿ2224€25q26b28R30C35440$4550 ÚÆR  Ú¨ Ú˜ Ú‰% Úz& Új, Ú[, ÚL- Ú<- Ú-'; Ú&, Ú+, Úÿ(. Úð)2 Úà'/ ÚÑ(/ ÚÂ&* Ú²() Ú£- Ú”# Ú„ Úu Úfø ÚVð# ÚGîJ ³Æ7 ³¨ ³˜ ³‰$ ³z' ³j+ ³[* ³L. ³<"- ³-:. ³72 ³(2 ³ÿ+/ ³ð,0 ³à&. ³Ñ'- ³Â&) ³²(' ³£+! ³” ³„ ³u ³f ³Vô" ¨ ˜ ‰# z% j) [+ L#* <%1 -10 6/ 20 ÿ*1 ð(/ à'- Ñ&+ Â'( ²)& £ ” „ u  f V  GÒ g¨ g˜ g‰"  gz! gj' g[& gL"+ g<'/ g-2/ g2/ g.. gÿ+. gð'. gà', gÑ&+ gÂ&) g²(' g£%# g” g„ guü gf  gV @Æ  @·c  @¨3 @˜ @‰# @z$" @j"' @[3- @L0. @<3. @-0. @0- @/. @ÿ(/ @ð.* @à** @Ñ)) @Â'' @²'& @£! @” @„ @uý @f @Vý @Gè Æ  ·[  ¨6 ˜* ‰, z)% j&' [/- L.2 <,- -1- 1, 1, ÿ/+ ð-* à,* Ñ+) Â(& ²'% £ ”  „ u f Vþ GÅ ôÆ  ô·S  ô¨> ô˜0 ô‰, ôz-% ôj.' ô[++ ôL,. ô<(. ô-,0 ô/+ ô/* ôÿ*- ôð** ôà*) ôÑ'' ôÂ$ ô²" ô£ ô”  ô„ ôu ôfþ ôVú ôG÷ ÍÆI Í·L ͨ= ͘7 ͉3! Íz2" Íj0% Í[-) ÍL-* Í<', Í-+. Í)/ Í-( Íÿ', Íð%+ Íà&' ÍÑ#% ÍÂ" Ͳ ! Í£ Í” Í„ Íu  Íf ÍVó ÍGÝ Í8 §ÆC §·H §¨< §˜4 §‰2! §z8# §j1% §[-& §L.) §<)+ §-,' §&- §-$ §ÿ)& §ð&' §à"$ §Ñ# §Â" §² §£  §”  §„  §u  §fþ §Vô §GÜ ÆV ·Q ¨G ˜. ‰1  z4  j8# [9$ L9% <6# -2# *$ *% ÿ'& ð%$ à# Ñ#   ² £  ”  „ u fþ Vó GÚ ZÆP Z·P Z¨J Z˜8 Z‰6 Zz2 Zj8" Z[6$ ZL6% Z<2# Z-,  Z," Z'# Zÿ$# Zð!! Zà" ZÑ Z Z² Z£ Z”  Z„ Zu Zfý ZVñ ZGâÓ³NDÓ4NDÓ$NDÓND¬³ND¬CND¬4ND¬$ND¬ND†ÂND†³ND†4ND†$ND†ND`ÂND`³ND`CND`4ND`$ND`ND94ND9$ND9ND4ND$NDNDí4NDí$NDíNDÆ$NDÆND 4ND $ND NDz4NDz$NDzNDS4NDS$NDSNDÿÿÖdÎ*ÿÿ˜Uÿþˆ‡dÔ,M˜N"M˜OV€ €€€€€€€€€€Jî ¬<ÿÿP VAD Algorithm Output 05/20/24 05:33 P ALT U V W DIR SPD RMS DIV SRNG ELEV P 100ft m/s m/s cm/s deg kts kts E-3/s nm deg P 018 -6.8 -1.2 NA 080 013 6.0 NA 5.67 0.5 P 020 -6.3 -0.8 NA 083 012 6.6 NA 5.67 0.9 P 020 -6.2 -0.8 NA 082 012 5.9 NA 5.87 0.9 P 032 3.7 2.6 -10.5 236 009 8.6 0.1944 16.20 0.9 P 039 10.3 1.7 -12.2 260 020 8.8 0.0613 16.20 1.3 P 040 11.6 -0.6 NA 273 023 6.9 NA 9.88 2.4 P 048 13.6 -0.0 -13.0 270 026 8.8 0.0207 16.20 1.8 P 050 15.4 -0.8 NA 273 030 7.1 NA 10.66 3.1 P 058 16.9 -2.4 -13.1 278 033 8.7 -0.0098 16.20 2.4 P 060 19.2 -2.2 NA 276 037 5.1 NA 10.62 4.0 P 070 19.3 -1.9 -11.3 276 038 8.8 -0.0607 16.20 3.1 P 070 19.5 -2.6 NA 278 038 8.8 NA 16.40 3.1 P 080 22.4 -2.7 NA 277 044 5.6 NA 9.62 6.4 P 084 22.2 -2.0 -7.5 275 043 8.3 -0.0998 16.20 4.0 ÿÿP VAD Algorithm Output 05/20/24 05:33 P ALT U V W DIR SPD RMS DIV SRNG ELEV P 100ft m/s m/s cm/s deg kts kts E-3/s nm deg P 090 22.4 -4.5 NA 281 044 5.0 NA 5.75 12.5 P 100 22.8 -5.4 NA 283 045 5.1 NA 6.50 12.5 P 103 26.0 -9.8 18.2 291 054 8.2 -0.4570 16.20 5.1 P 110 22.5 -6.3 NA 286 045 5.6 NA 11.23 8.0 P 120 27.7 -12.8 NA 295 059 3.8 NA 15.37 6.4 P 130 20.5 -9.1 NA 294 044 4.3 NA 10.90 10.0 P 140 19.8 -11.2 NA 299 044 4.1 NA 11.83 10.0 P 150 21.3 -10.5 NA 296 046 4.8 NA 12.76 10.0 P 152 15.9 -6.7 -48.3 293 034 5.2 0.4667 16.20 8.0 P 160 22.8 -11.4 NA 297 050 4.3 NA 13.69 10.0 P 170 21.7 -10.2 NA 295 047 5.3 NA 14.62 10.0 P 180 21.8 -10.6 NA 296 047 4.7 NA 10.10 15.6 P 187 18.8 -8.3 -43.2 294 040 4.7 -0.1019 16.20 10.0 P 190 19.5 -8.8 NA 294 042 4.2 NA 16.48 10.0 ÿÿP VAD Algorithm Output 05/20/24 05:33 P ALT U V W DIR SPD RMS DIV SRNG ELEV P 100ft m/s m/s cm/s deg kts kts E-3/s nm deg P 200 18.8 -9.0 NA 296 041 3.7 NA 17.40 10.0 P 220 13.7 -8.4 NA 301 031 4.9 NA 15.52 12.5 P 228 12.2 -6.1 -78.2 297 026 3.7 0.2332 16.20 12.5 P 240 11.6 -4.4 NA 291 024 3.2 NA 17.01 12.5 P 250 11.2 -1.0 NA 275 022 3.4 NA 17.76 12.5 P 260 13.1 2.6 NA 259 026 4.6 NA 53.14 4.0 P 280 7.1 5.2 -107.1 234 017 5.4 0.0953 16.20 15.6 P 280 13.7 5.4 NA 248 029 5.3 NA 24.77 10.0 P 300 15.7 9.0 NA 240 035 4.4 NA 32.87 8.0 P 344 12.8 10.9 -67.9 230 033 7.2 -0.3446 16.20 19.5 P 350 32.4 20.0 NA 238 074 3.5 NA 25.19 12.5 ÿÿ2 ADAPTABLE PARAMETERS - WIND PROFILE 2 2 2 VAD ANALYSIS SLANT RANGE 16.2 NMI 2 2 BEGINNING AZIMUTH ANGLE 0.0 DEGREE 2 2 ENDING AZIMUTH ANGLE 0.0 DEGREE 2 2 NUMBER OF PASSES 2 2 2 RMS THRESHOLD 9.7 KNOTS 2 2 SYMMETRY THRESHOLD 13.6 KNOTS 2 2 DATA POINTS THRESHOLD 25 2 ÿÿ2 2 2 2 2 ALTITUDES SELECTED 2 2000 3000 4000 5000 6000 7000 2 8000 9000 10000 11000 12000 13000 2 14000 15000 16000 17000 18000 19000 2 20000 22000 24000 25000 26000 28000 2 30000 35000 40000 45000 50000 -666 2 2 OPTIMUM SLANT RANGE 16.2 2 2 2 2 2 ÿÿ