SDUS33 KDLH 071532 NVWDLH 0M‹Ûà*ø`ÿÿ¶õÿþ—Î0Ô¤M‹Ú¡M‹Û߀ €€€€€€€€€€=“ `< Œÿÿ ÿÿ 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  Ìê1532 ¥ê1527 ê1521 Yê1516 2ê1511  ê1505 æê1500 ¿ê1455 ™ê1450 sê1444 Lê1439 2³ 3¤ 4” 5… 6v 7f 8W 9H10811)1213 14û15ì16Ü17Í18¾19®20Ÿ2224€25q26b28R30C35440$4550 ÚÆc Ú·Ž Ú¨§ Ú˜µ# Ú‰¶' Úz°) Újª* Ú[£* ÚLœ. Ú<“/ Ú-Ž3 Ú6 Ú‰8 Úÿˆ9 Úð‰9 Úà‰: ÚÑŠ: ÚÂŒ: Ú²‹; Ú£Š< Ú”“= ³Æb ³·Ž ³¨¦" ³˜³% ³‰µ( ³z²' ³j©' ³[¢+ ³Lš/ ³<’/ ³-3 ³7 ³Š9 ³ÿ‰8 ³ð‰9 ³àŠ: ³ÑŒ: ³Â‹; ³²‹< ³£‹< ³””= Æd ·Œ ¨£# ˜°$ ‰´( z¯( j§( [ž, L—0 <0 -‹3 ‰7 ‰9 ÿˆ8 ðŠ9 à‹9 Ñ: ÂŒ; ²< £< ”•; „‘- gÆa g·‹ g¨œ# g˜«% g‰´( gz¯( gj¥* g[š, gL‘. g<‘1 g-Ž5 g8 g‰9 gÿ‰8 gð‹8 gàŠ9 gÑ9 gÂ: g²Š: g£@ g”•= g„£6 @Æl @·‹! @¨›% @˜¦& @‰±) @z­' @j¢+ @[˜0 @L’0 @<‹2 @-Ž5 @‹7 @‰9 @ÿ‹9 @ð‹9 @àŒ9 @ÑŽ: @ÂŽ; @²‹< @£Ž? @”–; @„™< @u—: Æ_ ·†! ¨š% ˜¤' ‰­) z«) jž- [•0 L2 <Š2 -‹6 ‹7 ‰7 ÿŠ7 ðŒ9 àŒ9 ÑŽ; Â; ²Œ: £? ”–= „™? už9 f™% ôÆ[ ô·‰" ô¨™' ô˜¢) ô‰ª) ôz©' ôj, ô[“1 ôLŽ4 ô<Š2 ô-Š5 ô‹7 ôŠ7 ôÿ‹7 ôðŒ9 ôàŽ: ôÑ; ôÂ; ô²Ž; ô£Ž; ô”•6 ô„œ0 ôu 5 ôf1 ôVˆ& ÍÆ] Í·ˆ# ͨ—' ͘¡* ͉©* Íz§' Íjš+ Í[’1 ÍL5 Í<‹3 Í-‰6 ͉7 ÍŠ9 Íÿ‹9 ÍðŒ9 Íà9 ÍÑŒ: ÍÂŽ< Ͳ; Í£ˆ= Í”˜8 Í„¦5 Íu­5 Íf ) ÍVŠ' §ÆW §·„" §¨™) §˜ , §‰¨* §z¤' §j—+ §[’2 §L3 §<Š4 §-Œ5 §Š7 §Š8 §ÿ‹7 §ð‹8 §àŽ: §Ñ: §Â; §²‰; §£; §”Ÿ5 §„¢1 §u˜+ §f¡- §V, ÆW ·‚" ¨–( ˜Ÿ, ‰¦* z¢& j˜, [’1 L4 <Œ4 -‹7 Š7 ‹6 ÿ‹6 ð8 à8 Ñ8 Â9 ²‹@ £…< ”š7 „ 2 u¤. f£/ Vœ- ZÆc Z·‚! Z¨—* Z˜ž, Z‰¥+ Zzž' Zj˜, Z[’1 ZL2 Z<Œ4 Z-Š5 Z‹7 Z‹6 ZÿŒ5 Zð8 ZàŽ9 ZÑŽ8 Z‘< Z²> Z£“= Z”›7 Z„Ÿ0 Zu 0 Zf“% ZV†Ó€NDÓqNDÓbNDÓRNDÓCNDÓ4NDÓ$NDÓND¬€ND¬qND¬bND¬RND¬CND¬4ND¬$ND¬ND†qND†bND†RND†CND†4ND†$ND†ND`qND`bND`RND`CND`4ND`$ND`ND9bND9RND9CND94ND9$ND9NDRNDCND4ND$NDNDíCNDí4NDí$NDíNDÆCNDÆ4NDÆ$NDÆND CND 4ND $ND NDzCNDz4NDz$NDzNDSCNDS4NDS$NDSNDÿÿàdØ`ÿÿ¶õÿþ—ÎdÔM‹Ú¡M‹Û߀ €€€€€€€€€€=“ `<ÿÿP VAD Algorithm Output 05/07/24 15:32 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 017 -9.5 -1.1 NA 083 019 3.3 NA 5.67 0.2 P 019 -10.5 -0.7 NA 086 020 3.2 NA 5.67 0.5 P 020 -12.0 1.8 NA 099 024 2.4 NA 7.80 0.5 P 021 -12.9 4.5 -0.1 109 027 3.8 0.0063 16.20 0.2 P 026 -10.8 7.9 -0.9 126 026 4.5 0.0536 16.20 0.5 P 030 -8.6 11.0 NA 142 027 3.8 NA 13.82 0.9 P 033 -7.6 12.3 -3.6 148 028 4.2 0.1194 16.20 0.9 P 040 -3.4 16.1 -5.8 168 032 4.1 0.1015 16.20 1.3 P 040 -3.8 15.6 NA 167 031 2.9 NA 5.74 4.0 P 048 -0.5 17.9 -6.9 178 035 3.7 0.0389 16.20 1.8 P 050 0.3 18.0 NA 181 035 3.1 NA 13.10 2.4 P 059 0.6 20.0 -5.2 182 039 2.8 -0.0613 16.20 2.4 P 060 0.7 19.9 NA 182 039 3.0 NA 16.72 2.4 P 070 -1.3 20.9 NA 176 041 2.9 NA 16.04 3.1 ÿÿP VAD Algorithm Output 05/07/24 15:32 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 072 -1.4 20.8 1.2 176 040 2.8 -0.1700 16.20 3.1 P 080 -3.9 21.1 NA 170 042 4.0 NA 14.86 4.0 P 087 -6.0 22.4 8.4 165 045 4.1 -0.1546 16.20 4.0 P 090 -6.3 20.6 NA 163 042 3.2 NA 10.88 6.4 P 100 -9.7 21.8 NA 156 046 4.2 NA 15.34 5.1 P 105 -11.5 21.6 13.1 152 048 4.4 -0.0770 16.20 5.1 P 110 -13.4 20.2 NA 147 047 3.0 NA 13.76 6.4 P 120 -16.4 20.6 NA 142 051 3.4 NA 15.19 6.4 P 128 -17.7 20.8 15.9 140 053 3.6 -0.0267 16.20 6.4 P 130 -17.5 21.8 NA 141 054 2.0 NA 5.64 19.5 P 140 -19.5 21.3 NA 137 056 3.1 NA 14.55 8.0 P 150 -20.1 21.1 NA 136 057 1.8 NA 15.70 8.0 P 154 -20.1 21.4 10.7 137 057 1.7 0.0835 16.20 8.0 P 160 -20.0 21.6 NA 137 057 1.7 NA 16.85 8.0 ÿÿP VAD Algorithm Output 05/07/24 15:32 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 170 -20.2 21.9 NA 137 058 1.5 NA 14.51 10.0 P 180 -19.8 22.4 NA 138 058 2.0 NA 15.43 10.0 P 188 -19.4 22.8 -9.4 140 058 2.5 0.2103 16.20 10.0 P 190 -19.4 22.8 NA 140 058 2.4 NA 16.36 10.0 P 200 -19.9 23.2 NA 139 059 2.6 NA 17.29 10.0 P 220 -20.7 22.7 NA 138 060 1.3 NA 15.42 12.5 P 229 -18.7 23.8 -23.2 142 059 1.3 0.1003 16.20 12.5 P 240 -17.2 26.1 NA 147 061 0.9 NA 11.03 19.5 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