SDUS34 KCRP 260636 NVWCRP 0M€^ý&,WÿÿlˆÿþƒŽ0# #.M€\úM€^ý€ €€€€€€€€€€;½,< eÿÿRÿÿB 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  Ìê0636 ¥ê0628 ê0619 Yê0610 2ê0601  ê0553 æê0544 ¿ê0535 ™ê0527 sê0518 Lê0509à 1´ 2¥ 3– 4‡ 5x 6j 7[ 8L 9=10.11121314ó15ä16Õ17Æ18¸19©20š22‹24|25m26_28P30A35240#4550 Úǯ( Ú¸¹3 Ú©½; Úš¼; Ú‹½: Ú|À8 ÚnÁ9 Ú_Ã8 ÚPÇ7 ÚAÐ0 Ú2ÿ Ú# Ú  ³Ç­) ³¸º4 ³©¼; ³š»; ³‹½9 ³|À9 ³nÁ9 ³_Ã8 ³PÈ6 ³AÍ4 ³2 ³#  ³ Ç®* ¸¶6 ©¼; š»: ‹¾9 |¿8 nÁ8 _Ä8 PÉ6 AÐ0 2×3 #    gÇ­* g¸¶6 g©¼; gš¼: g‹½9 g|¿8 gnÁ8 g_Ã8 gPÇ6 gAÌ3 g2ï g#  g" @Ç®* @¸·6 @©¼: @š»: @‹½: @|À8 @nÁ9 @_Â8 @PÇ6 @AÏ1 @2ñ @#  @  ǯ) ¸·6 ©¼; š»: ‹½: |¿8 nÀ9 _Â8 PÆ7 AÍ3 2Û+ #  # ôÇ°( ô¸¸4 ô©»; ôš¼: ô‹½9 ô|¿8 ônÁ8 ô_Â9 ôPÇ6 ôAÍ2 ô2æ ô# ô$ ÍÇ°) ͸¶4 Í©¼; Íš¼9 Í‹½9 Í|¿8 ÍnÀ8 Í_Á9 ÍPÆ7 ÍAÎ2 Í2Þ( Í# Í( §Ç­( §¸¸1 §©¼9 §š»9 §‹¼9 §|¿8 §nÁ8 §_Á7 §PÆ6 §AÏ3 §2Û, §#  §$ Ç­( ¸¶1 ©¼9 š»9 ‹¼8 |À8 nÂ8 _Á8 PÆ7 AÎ2 2Ü, # & ZÇ­' Z¸¶4 Z©»: Zš¼9 Z‹¼8 Z|¿8 ZnÀ7 Z_Â7 ZPÇ6 ZAÎ2 Z2Ü, Z# Z (ÓNDÓóNDÓäNDÓÕNDÓÆNDÓ¸NDÓ©NDÓšNDÓ‹NDÓ|NDÓmNDÓ_NDÓPNDÓANDÓ2NDÓ#NDÓND¬ND¬óND¬äND¬ÕND¬ÆND¬¸ND¬©ND¬šND¬‹ND¬|ND¬mND¬_ND¬PND¬AND¬2ND¬#ND¬ND†ND†óND†äND†ÕND†ÆND†¸ND†©ND†šND†‹ND†|ND†mND†_ND†PND†AND†2ND†#ND†ND`ND`óND`äND`ÕND`ÆND`¸ND`©ND`šND`‹ND`|ND`mND`_ND`PND`AND`2ND`#ND`ND9ND9óND9äND9ÕND9ÆND9¸ND9©ND9šND9‹ND9|ND9mND9_ND9PND9AND92ND9#ND9NDNDóNDäNDÕNDÆND¸ND©NDšND‹ND|NDmND_NDPNDAND2ND#NDNDíNDíóNDíäNDíÕNDíÆNDí¸NDí©NDíšNDí‹NDí|NDímNDí_NDíPNDíANDí2NDí#NDíNDÆNDÆóNDÆäNDÆÕNDÆÆNDƸNDÆ©NDÆšNDÆ‹NDÆ|NDÆmNDÆ_NDÆPNDÆANDÆ2NDÆ#NDÆND ND óND äND ÕND ÆND ¸ND ©ND šND ‹ND |ND mND _ND PND AND 2ND #ND NDzNDzóNDzäNDzÕNDzÆNDz¸NDz©NDzšNDz‹NDz|NDzmNDz_NDzPNDzANDz2NDz#NDzNDSNDSóNDSäNDSÕNDSÆNDS¸NDS©NDSšNDS‹NDS|NDSmNDS_NDSPNDSANDS2NDS#NDSNDÿÿbdZWÿÿlˆÿþƒŽd#.M€\úM€^ý€ €€€€€€€€€€;½,<ÿÿP VAD Algorithm Output 04/26/24 06:36 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 003 -1.4 12.7 NA 174 025 9.0 NA 5.67 0.3 P 004 -1.7 13.9 NA 173 027 7.4 NA 5.67 0.5 P 008 0.1 18.0 1.6 180 035 6.3 -0.0796 16.20 0.3 P 010 -1.9 20.6 NA 175 040 5.6 NA 8.44 0.9 P 011 0.2 19.4 2.2 181 038 5.8 -0.0659 16.20 0.5 P 018 1.9 25.8 2.9 184 050 5.3 -0.0298 16.20 0.9 P 020 2.5 26.0 NA 185 051 4.6 NA 17.20 0.9 P 026 4.2 29.5 3.0 188 058 3.6 0.0011 16.20 1.3 P 030 4.6 30.2 NA 189 059 2.7 NA 14.20 1.8 P 034 4.5 30.1 3.0 188 059 2.4 0.0028 16.20 1.8 P 040 4.2 30.1 NA 188 059 2.0 NA 14.56 2.4 P 044 3.9 29.4 2.8 187 058 2.2 0.0089 16.20 2.4 P 050 4.4 29.3 NA 189 058 2.0 NA 23.37 1.8 P 057 5.7 28.5 3.8 191 057 1.9 -0.0218 16.20 3.1 ÿÿP VAD Algorithm Output 04/26/24 06:36 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 5.8 28.4 NA 192 056 2.0 NA 17.17 3.1 P 070 6.5 28.6 NA 193 057 2.3 NA 15.75 4.0 P 071 6.4 28.6 3.2 193 057 2.5 0.0182 16.20 4.0 P 080 7.5 27.9 NA 195 056 3.2 NA 17.98 4.0 P 090 9.3 26.4 NA 199 055 3.6 NA 20.20 4.0 P 090 10.6 25.1 -1.0 203 053 4.4 0.0765 16.20 5.1 P 100 11.8 21.9 NA 208 048 6.1 NA 17.82 5.1 P 110 10.6 2.9 NA 255 021 6.2 NA 15.76 6.4 P 113 10.7 1.1 -3.1 264 021 3.2 0.0290 16.20 6.4 P 120 13.0 -0.1 NA 271 025 3.4 NA 17.19 6.4 P 130 16.7 0.0 NA 270 032 4.5 NA 18.61 6.4 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