SDUS36 KSEW 260057 NVWLGX 0L«'+rfÿÿ¸ ÿþ5n0תML« rL«&€ €€€€€€€€€€4Ãx< Éÿÿÿÿ 2ÿÿÿÿÿÿÿÿ44ÿßÿß ò5þ5'þ'56þ65EþE5TþT5cþc5qþq5€þ€5þ5žþž5­þ­5¼þ¼5ÊþÊ5ÙþÙ5èþè5÷þ÷5þ5þ5#þ#52þ25AþA5PþP5_þ_5nþn5|þ|5‹þ‹5šþš5©þ©5¸þ¸5ÇþÇ ZZÕZßÕß§Õ§ßÍÕÍßôÕôßÕß@Õ@ßgÕgßÕß³Õ³ßÚÕÚß  êTIMEALT KFT  Ìê0057 ¥ê0049 ê0041 Yê0033 2ê0026  ê0017 æê0010 ¿ê0003 ™ê2356 sê2349 Lê2342à 1´ 2¥ 3– 4‡ 5x 6j 7[ 8L 9=10.11121314ó15ä16Õ17Æ18¸19©20š22‹24|25m26_28P30A35240#4550 ÚǪ Ú¸± Ú©¼  ÚšÇ$ Ú‹É# Ú|É$ ÚnÊ& Ú_É) ÚPÉ( ÚAÈ* Ú2Ç- Ú#Æ1 ÚÅ2 ÚÃ4 Ú÷À0 Úè¾- ÚÙ¾) ÚÊÄ/ Ú¼Â1 Ú­¾2 Úž½3 ³Ç« ³¸´ ³©½! ³šÇ# ³‹É# ³|Ç$ ³nÉ% ³_É( ³PË) ³AÊ+ ³2Ê- ³#É0 ³È3 ³Ä3 ³÷Ä2 ³èÂ1 ³ÙÁ/ ³ÊÄ* ³¼Ä0 ³­Â/ ³ž»3 ³»2 ³qV ³c= Ǭ ¸¶" ©À" šÆ# ‹Ë# |Ñ% nÏ$ _Î' PÍ) AÌ+ 2É, #Ë. È1 Å5 ÷¿2 èÁ. Ù¿+ ÊÂ/ ¼Ä0 ­Ã1 ž¼, Á) c% gDZ g¸¸# g©¿$ gšÄ% g‹É& g|Î% gnÍ& g_Ò& gPÎ( gAÎ- g2Í- g#È0 gÅ1 gÄ1 g÷Á0 gèÃ0 gÙÁ1 gÊÁ2 g¼É3 g­Ä2 gž¾1 g¹? gc  gT @DZ @¸¶# @©Â' @šÄ* @‹É( @|Ð' @nÍ& @_Ï$ @PÎ% @AÑ( @2Î, @#Ë. @É0 @È2 @÷Ã0 @èÂ0 @ÙÂ0 @ÊÆ0 @¼Â2 @­Â2 @ž¿3 @À4 @q$ @c< ǯ ¸¯" ©Ò% šÄ. ‹Ë( |Ô& n×' _Ò% PÕ% AÓ' 2Ö' #Ï* Î- È0 ÷Å/ èÁ/ ÙÂ3 ÊÂ2 ¼Ã3 ­À3 žÀ5 ôǬ ô¸¬" ô©É% ôšÄ, ô‹Ã( ô|É% ônÏ& ô_Ñ# ôPÖ$ ôAç' ô2Ó( ô#Ì. ôÏ. ôË, ô÷Å. ôèÂ1 ôÙÂ3 ôÊ¿5 ô¼¿: ô­¿3 ÍÇ« ͸´ Í©Ç# ÍšÃ$ Í‹¾- Í|Ë$ ÍnÎ# Í_Ì' ÍPÑ' ÍAÓ* Í2Ó+ Í#Ø, ÍÑ. ÍË/ Í÷Ç, Íè¿- ÍÙ·. Íʶ2 ͼ·5 Í­¹5 ÍžÁ7 Í•? §ǯ §¸² §©Ü §šÜ §‹Ê) §|Ä* §nÌ# §_Ï" §PÚ# §AÎ+ §2Î+ §#â' §Ò+ §Ê, §÷È, §èÃ- §Ù¿3 §Ê½2 §¼¹6 §­²6 §ž®= Ç® ¸² ©Ã šÙ. ‹·% |Ë' nÎ) _Æ' PË( AÏ* 2È- #Ñ, Ñ) È+ ÷È, èÆ- ÙÀ1 ÊÀ2 ¼¿6 ­½9 žµ: Zǯ Z¸³ Z©½) ZšÛ- Z‹Ï* Z|Í* ZnÎ* Z_Ñ- ZPÉ$ ZAÔ( Z2É+ Z#Í+ ZÈ. ZÇ, Z÷Æ. ZèÅ0 ZÙÂ1 ZÊÃ2 Z¼Ä6 Z­¹: Zž½< ZµAÓ‹NDÓ|NDÓmNDÓ_NDÓPNDÓANDÓ2NDÓ#NDÓND¬|ND¬PND¬AND¬2ND¬#ND¬ND†|ND†mND†PND†AND†2ND†#ND†ND`|ND`mND`AND`2ND`#ND`ND9|ND9PND9AND92ND9#ND9ND‹ND|NDmND_NDPNDAND2ND#NDNDíšNDí‹NDí|NDímNDí_NDíPNDíANDí2NDí#NDíNDÆ|NDÆmNDÆ_NDÆPNDÆANDÆ2NDÆ#NDÆND ‹ND |ND mND _ND PND AND 2ND #ND NDz‹NDz|NDzmNDz_NDzPNDzANDz2NDz#NDzNDS|NDSmNDS_NDSPNDSANDS2NDS#NDSNDÿÿàdØfÿÿ¸ ÿþ5nd×ML« rL«&€ €€€€€€€€€€4Ãx<ÿÿP VAD Algorithm Output 09/26/23 00:57 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 005 -0.4 8.1 NA 177 016 4.9 NA 5.67 0.2 P 007 -0.9 9.6 NA 175 019 3.4 NA 5.67 0.5 P 009 -1.7 8.9 0.6 169 018 6.1 -0.0423 16.20 0.2 P 010 -2.1 12.3 NA 170 024 3.6 NA 6.34 0.9 P 014 -1.9 11.5 1.1 171 023 6.2 -0.0258 16.20 0.5 P 020 -0.8 14.5 NA 177 028 5.8 NA 15.32 0.9 P 021 -0.2 14.8 2.3 179 029 4.3 -0.0589 16.20 0.9 P 028 3.3 16.1 2.5 192 032 4.1 -0.0062 16.20 1.3 P 030 2.4 16.0 NA 188 032 1.9 NA 6.15 4.0 P 037 5.1 17.0 -0.1 197 034 2.4 0.0952 16.20 1.8 P 040 6.0 17.7 NA 199 036 2.0 NA 17.83 1.8 P 048 6.2 17.1 -2.2 200 035 3.3 0.0649 16.20 2.4 P 050 6.6 16.9 NA 201 035 3.3 NA 17.35 2.4 P 060 7.2 17.6 -2.9 202 037 3.5 0.0172 16.20 3.1 ÿÿP VAD Algorithm Output 09/26/23 00:57 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 060 6.8 17.4 NA 201 036 3.1 NA 13.00 4.0 P 070 7.2 18.1 NA 202 038 3.3 NA 15.25 4.0 P 075 7.0 18.7 -5.1 200 039 3.1 0.0462 16.20 4.0 P 080 7.4 19.7 NA 201 041 3.2 NA 17.48 4.0 P 090 7.4 19.4 NA 201 040 2.8 NA 15.65 5.1 P 093 7.5 19.5 -6.2 201 041 2.4 0.0149 16.20 5.1 P 100 7.4 20.1 NA 200 042 3.1 NA 17.43 5.1 P 110 7.7 22.0 NA 199 045 3.0 NA 15.44 6.4 P 116 7.7 22.7 -10.0 199 047 3.5 0.0471 16.20 6.4 P 120 7.7 23.7 NA 198 049 3.3 NA 16.87 6.4 P 130 7.7 24.8 NA 197 050 3.8 NA 14.75 8.0 P 140 7.1 25.8 NA 195 052 4.0 NA 15.90 8.0 P 143 6.8 25.7 -13.6 195 052 4.6 0.0340 16.20 8.0 P 150 5.3 24.1 NA 192 048 5.6 NA 17.05 8.0 ÿÿP VAD Algorithm Output 09/26/23 00:57 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 160 3.9 22.7 NA 190 045 5.1 NA 14.67 10.0 P 170 3.8 20.7 NA 190 041 5.1 NA 15.60 10.0 P 178 4.6 19.4 -52.2 193 039 5.0 0.3582 16.20 10.0 P 180 6.4 23.1 NA 196 047 4.5 NA 31.32 5.1 P 190 6.2 24.2 NA 194 049 3.6 NA 21.63 8.0 P 200 4.7 25.3 NA 190 050 6.0 NA 15.40 12.0 P 211 5.4 25.1 -63.8 192 050 6.3 0.0578 16.20 12.0 P 220 4.1 25.7 NA 189 051 4.6 NA 16.96 12.0 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 1000 2000 3000 4000 5000 6000 2 7000 8000 9000 10000 11000 12000 2 13000 14000 15000 16000 17000 18000 2 19000 20000 22000 24000 25000 26000 2 28000 30000 35000 40000 45000 50000 2 2 OPTIMUM SLANT RANGE 16.2 2 2 2 2 2 ÿÿ