SDUS35 KSLC 200402 NVWSLC 0M˜:8*J âÿÿ ÿþJÆÇ0P|M˜8ÓM˜:8€ €€€€€€€€€€<ñ ¸< ‘ÿÿªÿÿš 2ÿÿÿÿÿÿÿÿ44ÿßÿß Ò5þ5,þ,5=þ=5NþN5_þ_5pþp5þ5’þ’5£þ£5´þ´5ÅþÅ5ÖþÖ5çþç5øþø5 þ 5þ5+þ+5<þ<5MþM5^þ^5oþo5€þ€5‘þ‘5¢þ¢5³þ³5ÄþÄ ZZÕZßÕߧÕ§ßÍÕÍßôÕôßÕß@Õ@ßgÕgßÕß³Õ³ßÚÕÚß  êTIMEALT KFT  Ìê0402 ¥ê0356 ê0350 Yê0344 2ê0338  ê0332 æê0326 ¿ê0320 ™ê0314 sê0308 Lê0302À 5¯ 6ž 7 8| 9k10Z11I12813'141516ô17ã18Ò19Á20°22Ÿ24Ž25}26l28[30J35940(4550 ÚÄP Ú³? Ú¢4 Ú‘0  Ú€ Úo/ Ú^" ÚMþ Ú<× Ú+é" ÚÜ% Ú Ý% ÚøÞ* Úçß3 ÚÖÞ5 ÚÅà4 Ú´á3 Ú£é0 Ú’ñ- Úñ. Úpõ5 Ú_ñ< ³ÄL ³³> ³¢# ³‘$ ³€  ³o6 ³^)  ³MÆ  ³<ö ³+î ³â ³ Ý$ ³øÛ+ ³çÚ1 ³ÖÝ6 ³ÅÝ6 ³´æ3 ³£ï/ ³’ñ/ ³ñ/ ³pð3 ³_ò: ÄK ³; ¢* ‘6  € o8  ^& <ú +ð ë  Þ# øÛ* çÛ/ ÖÝ7 Åâ7 ´ç3 £ì/ ’ð. ó/ pñ3 _õ: gÄQ g³E g¢,  g‘G  g€  goü g^2  gM g<ü g+ï gè g Ý% gøÛ+ gçÛ1 gÖÚ6 gÅÙ8 g´ç3 g£î/ g’ñ0 gõ2 gpô5 g_ù> @ÄP @³9 @¢)  @‘%  @€ @o  @^" @M  @< @+ö @ç @ á$ @øÛ* @çÜ0 @ÖÙ4 @Åß6 @´ä3 @£ð1 @’ó2 @ô4 @põ7 @_ù> ÄK ³W  ¢ ‘!  €  o-  ^& M <ÿ +ì ç  ã" øà' çÚ0 Öà4 ÅÛ5 ´ç0 £í0 ’ó2 ø6 põ8 _ûA ôÄG ô³^  ô¢' ô‘  ô€  ôo%  ô^" ôM ô< ô+ê ôç ô ä% ôøÜ+ ôçÙ0 ôÖÝ3 ôÅÝ4 ô´å0 ô£ñ2 ô’ò4 ôô6 ôp÷: ô_üD ÍÄE ͳZ Í¢(  Í‘"  Í€ Ío% Í^# ÍM Í< Í+ð Íå Í ß# Íøà) ÍçÛ/ ÍÖÝ2 ÍÅÜ3 Í´æ. Í£ô2 Í’ö4 Íó6 Ípö: Í_ò> §ÄK §³d  §¢8  §‘  §€ §o §M §< §+é §ê" § Ý& §øÙ+ §çÜ. §Öä/ §ÅÜ2 §´ê0 §£ñ3 §’ô5 §÷7 §p÷: §_úB ÄM ³ ¢0  €  o$ ^ <þ +ç æ#  Þ( øÛ* çÛ. Öâ/ ÅÞ1 ´ë0 £ñ3 ’ù8 ø8 pö< _üE ZÄM Z³S  Z¢/  Z^ ZM  Z<ð Z+å# Zç% Z à) ZøÞ- ZçÞ/ ZÖà0 ZÅâ/ Z´ï. Z£÷6 Z’ô7 Zõ: Zp÷< Z_ÿHÓJNDÓ9NDÓ(NDÓND¬JND¬9ND¬(ND¬ND†IND†JND†9ND†(ND†ND`JND`9ND`(ND`ND9JND99ND9(ND9NDJND9ND(NDNDíJNDí9NDí(NDíNDÆJNDÆ9NDÆ(NDÆND ZND JND 9ND (ND NDzNDzINDzJNDz9NDz(NDzNDSNDS|NDSkNDSJNDS9NDS(NDSNDÿÿ(d âÿÿ ÿþJÆÇdPM˜8ÓM˜:8€ €€€€€€€€€€<ñ ¸<ÿÿP VAD Algorithm Output 05/20/24 04:02 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 046 6.0 -12.5 NA 334 027 5.4 NA 5.67 0.5 P 050 3.7 -8.1 NA 336 017 3.7 NA 11.48 0.5 P 053 12.1 -7.0 -13.6 300 027 4.3 0.4374 16.20 0.5 P 060 7.0 -8.2 NA 319 021 7.6 NA 14.61 1.0 P 061 8.3 -5.3 -20.3 303 019 3.7 0.2509 16.20 1.0 P 070 6.5 -5.1 NA 308 016 3.5 NA 10.33 2.4 P 080 4.2 -2.8 NA 304 010 6.7 NA 14.00 2.4 P 086 6.8 -0.3 -30.8 272 013 7.3 0.1215 16.20 2.4 P 090 12.9 -0.1 NA 270 025 3.5 NA 35.63 1.0 P 100 7.8 -5.0 NA 303 018 3.6 NA 21.14 2.4 P 110 17.2 -4.1 NA 283 034 8.3 NA 24.61 2.4 P 120 10.7 3.2 NA 254 022 2.7 NA 28.03 2.4 P 130 7.4 10.5 NA 215 025 3.0 NA 16.08 5.0 P 130 7.4 10.8 21.8 215 025 3.2 -0.4235 16.20 5.0 ÿÿP VAD Algorithm Output 05/20/24 04:02 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 140 14.2 10.6 NA 233 034 4.5 NA 17.89 5.0 P 150 12.5 14.7 NA 220 037 2.9 NA 13.16 7.6 P 160 12.5 14.3 NA 221 037 3.3 NA 10.80 10.2 P 170 14.4 16.0 NA 222 042 4.2 NA 11.71 10.2 P 174 17.5 19.0 39.7 223 050 3.9 -0.1104 16.20 7.6 P 180 17.9 19.1 NA 223 051 2.5 NA 12.63 10.2 P 190 18.1 20.4 NA 222 053 1.8 NA 13.54 10.2 P 200 18.8 19.3 NA 224 052 2.7 NA 14.45 10.2 P 219 18.5 18.6 44.2 225 051 2.4 0.0115 16.20 10.2 P 220 18.5 18.6 NA 225 051 2.4 NA 16.28 10.2 P 240 19.8 14.7 NA 233 048 1.8 NA 24.00 7.6 P 250 20.3 11.3 NA 241 045 1.8 NA 15.25 12.8 P 260 20.7 11.5 NA 241 046 2.1 NA 15.99 12.8 P 263 21.2 11.0 35.4 243 046 2.3 0.1187 16.20 12.8 ÿÿP VAD Algorithm Output 05/20/24 04:02 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 053 12.3 -7.3 297.3 301 028 4.1 0.4436 16.20 0.5 P 280 24.7 11.5 NA 245 053 2.2 NA 17.44 12.8 P 300 27.1 15.2 NA 241 060 1.9 NA 23.51 10.2 P 061 9.1 -6.2 297.8 304 021 3.6 0.2767 16.20 1.0 P 053 11.7 -7.6 300.8 303 027 4.0 0.4106 16.20 0.5 P 086 4.1 -1.1 331.8 286 008 3.5 -0.0095 16.20 2.4 P 130 8.3 10.5 433.4 219 026 3.2 -0.4061 16.20 5.0 P 174 18.9 17.9 505.3 226 051 4.4 -0.0690 16.20 7.6 P 053 11.7 -7.6 471.0 303 027 4.5 0.4076 16.20 0.5 P 219 19.3 18.1 745.1 227 051 3.0 -0.0432 16.20 10.2 P 263 20.8 10.4 857.6 243 045 2.3 0.0057 16.20 12.8 P 053 11.8 -7.7 579.8 303 027 4.1 0.4155 16.20 0.5 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 5000 6000 7000 8000 9000 10000 2 11000 12000 13000 14000 15000 16000 2 17000 18000 19000 20000 22000 24000 2 25000 26000 28000 30000 35000 40000 2 45000 50000 -666 -666 -666 -666 2 2 OPTIMUM SLANT RANGE 16.2 2 2 2 2 2 ÿÿ