SDUS36 KEKA 260505 NVWBHX 0M€HÌ&Ìgÿÿž3ÿþ| Ô0×ßHM€GŠM€HÌ€ €€€€€€€€€€&+x< µÿÿòÿÿâ 2ÿÿÿÿÿÿÿÿ44ÿßÿß ò5þ5'þ'56þ65EþE5TþT5cþc5qþq5€þ€5þ5žþž5­þ­5¼þ¼5ÊþÊ5ÙþÙ5èþè5÷þ÷5þ5þ5#þ#52þ25AþA5PþP5_þ_5nþn5|þ|5‹þ‹5šþš5©þ©5¸þ¸5ÇþÇ ZZÕZßÕߧÕ§ßÍÕÍßôÕôßÕß@Õ@ßgÕgßÕß³Õ³ßÚÕÚß  êTIMEALT KFT  Ìê0505 ¥ê0459 ê0454 Yê0448 2ê0442  ê0436 æê0429 ¿ê0423 ™ê0416 sê0409 Lê0402à 3´ 4¥ 5– 6‡ 7x 8j 9[10L11=12.13141516ó17ä18Õ19Æ20¸22©24š25‹26|28m30_32P35A37240#4550 ÚÇ÷  Ú¸ Ú©  Úš  Ú‹ Ú| Ún Ú_+ ÚP. ÚA0# Ú2.# Ú#+& Ú0$ Ú÷3 ³Çö  ³¸ ³©  ³š  ³‹ ³| ³n ³_& ³P+ ³A/# ³20$ ³#4( ³.) ³,! Çõ  ¸ ©  š  ‹  | n _& P, A/# 23# #+% +( + ÷'" è:" Ù) Ê gÇö  g¸ g©  gš  g‹ g| gn g_$ gP) gA." g2.$ g#+( g*( g+% g÷' gè" gÙ1% @Çü  @¸ @©  @š  @‹ @| @n @_# @P( @A-" @2/$ @#-( @*' @+% @÷*$ @è( @Ù1$ Çý ¸ ©  š ‹ | n  _% P) A-" 2-$ #-$ +& &# ÷+ è," Ù%( Ê-" ¼L ­ žA q2 cä  'ì ôÇü ô¸ ô©  ôš ô‹ ô| ôn  ô_% ôP' ôA*! ô2+$ ô#-% ô*& ô*% ô÷' ôè-& ôÙ.# ôÊ" ô¼< ô­> ôž ôq! ôE" ÍÇø ͸ Í©  Íš Í‹ Í| Ín Í_! ÍP' ÍA)  Í2*# Í#*$ Í*& Í)# Í÷)  Íè*% ÍÙ%" ÍÊ ͼ Í­ Íž< Íq? Íc& §Ç÷ §¸ §©  §š §‹ §| §n §_  §P& §A(! §2+! §#*$ §*# §(" §÷(! §è$  §Ù%" §Ê  §¼ §­  §ž& §q@ §c' §E §ç  Çö ¸ ©  š ‹ | n _! P$ A'! 2)" #*$ ($ '$ ÷$  è! Ù## Ê ¼õ ­ô cB E. 61 ' ZÇö Z¸ Z©  Zš Z‹ Z| Zn Z_  ZP# ZA'# Z2($ Z#'# Z(% Z'& Z÷#! Zè# ZÙ ZÊ  Z¼ Z­5 Zž/ ZEH Z6M Z'#ÓNDÓäNDÓÕNDÓÆNDÓ¸NDÓ©NDÓšNDÓ‹NDÓ|NDÓmNDÓ_NDÓPNDÓANDÓ2NDÓ#NDÓND¬óND¬äND¬ÕND¬ÆND¬¸ND¬©ND¬šND¬‹ND¬|ND¬mND¬_ND¬PND¬AND¬2ND¬#ND¬ND†¸ND†©ND†šND†‹ND†|ND†mND†_ND†PND†AND†2ND†#ND†ND`ÆND`¸ND`©ND`šND`‹ND`|ND`mND`_ND`PND`AND`2ND`#ND`ND9ÆND9¸ND9©ND9šND9‹ND9|ND9mND9_ND9PND9AND92ND9#ND9ND‹ND|NDPNDAND2NDNDí‹NDí|NDí_NDíPNDí2NDí#NDíNDÆ‹NDÆ|NDÆPNDÆANDÆ2NDÆ#NDÆND ‹ND |ND PND 2ND #NDzšNDz‹NDz|NDzmNDzPNDzNDS‹NDS|NDSmNDS_NDSPNDSNDÿÿbdZgÿÿž3ÿþ| Ôd×HM€GŠM€HÌ€ €€€€€€€€€€&+x<ÿÿP VAD Algorithm Output 04/26/24 05:05 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 029 5.4 3.5 NA 237 012 3.1 NA 5.67 0.5 P 030 6.1 2.6 NA 247 013 2.4 NA 8.20 0.5 P 031 5.7 3.1 NA 242 013 3.0 NA 5.67 0.9 P 036 6.5 1.1 -0.2 260 013 1.7 0.0060 16.20 0.5 P 040 7.1 1.1 NA 261 014 1.5 NA 10.21 1.3 P 043 7.3 1.0 -1.0 262 014 1.1 0.0376 16.20 0.9 P 050 7.8 0.6 NA 266 015 0.9 NA 16.57 1.3 P 050 7.8 0.6 -2.0 266 015 0.9 0.0444 16.20 1.3 P 058 8.4 0.2 -3.1 268 016 0.9 0.0459 16.20 1.8 P 060 8.6 0.2 NA 268 017 1.1 NA 17.13 1.8 P 069 9.0 -0.1 -5.0 271 017 1.7 0.0518 16.20 2.4 P 070 9.2 -0.3 NA 272 018 1.2 NA 16.81 2.4 P 080 9.9 -1.2 NA 277 019 3.1 NA 16.11 3.1 P 081 9.8 -1.0 -7.5 276 019 3.1 0.0674 16.20 3.1 ÿÿP VAD Algorithm Output 04/26/24 05:05 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 10.8 -3.0 NA 286 022 1.6 NA 11.82 5.1 P 096 11.1 -4.6 -12.0 292 023 2.4 0.0852 16.20 4.0 P 100 11.4 -6.4 NA 299 025 2.5 NA 10.92 6.4 P 110 12.4 -7.7 NA 302 028 1.9 NA 24.49 3.1 P 115 14.5 -9.8 -13.0 304 034 1.5 0.0052 16.20 5.1 P 120 14.8 -10.0 NA 304 035 1.7 NA 17.16 5.1 P 130 15.5 -9.6 NA 302 035 2.1 NA 15.23 6.4 P 137 16.2 -8.9 -17.6 299 036 2.1 0.0543 16.20 6.4 P 140 17.0 -9.4 NA 299 038 1.9 NA 16.66 6.4 P 150 15.3 -10.1 NA 304 036 2.2 NA 28.09 4.0 P 170 11.4 -8.5 NA 307 028 1.5 NA 32.37 4.0 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 3000 4000 5000 6000 7000 8000 2 9000 10000 11000 12000 13000 14000 2 15000 16000 17000 18000 19000 20000 2 22000 24000 25000 26000 28000 30000 2 32000 35000 37000 40000 45000 50000 2 2 OPTIMUM SLANT RANGE 16.2 2 2 2 2 2 ÿÿ