SDUS35 KBOU 260754 NVWDEN 0Mp( /gE0P MoAMp  AL< 6 244 55--5??5PP5bb5tt5555555555%%5665HH5ZZ5kk5}}5555 ZZZ@@gg  TIMEALT KFT  0754 0748 0742 Y0736 20730  0724 0718 0712 0706 s0700 L0654 6 7 8 9y10g11V12D13214!15161718192022242526p28^30L35;40)4550 S L B }B kA  ZB HE 6G %H I J K J H ? < = I  t( bg U  H A }G kA  ZD HG 6H %I H J I J E > : = I  t5 be V T F }E kC ZF HI 6J %I K H I H E ? = > H  t7 ba gZ gJ gD g}F gkD gZF gHJ g6K g%I gI gI gH gH gE g? g> g@ gG  gt6 gbe @[ @S @G @}J @kF @ZH @HK @6L @%K @J @I @F @E @C @; @; @@  @G  @t@ @bc ] L I }I kE ZI HJ 6N %J J I H E A : ? ? E  t@ b` _ I J }M kF ZI HK 6L %M L D C B > 9 ; D  H  tP b_ c  N K }I kH ZH HL 6M %M H B A ? < : < @ J  tX ba g  O M }J kH ZJ HK 6L %J J B @ > = 9 9 B M  tY b_  W M }L kJ ZK HM 6L %L H D ? = > : : G P  tY b` Z ZS ZN Z}L ZkI ZZK ZHM Z6L Z%J ZF ZB Z? Z> Z= Z; Z= ZM ZQ  ZtY Zb^NDLND;ND)NDNDNDLND;ND)NDNDNDLND;ND)NDND`ND`LND`;ND`)ND`ND9ND9LND9;ND9)ND9NDNDLND;ND)NDNDNDLND;ND)NDNDNDLND;ND)NDNDNDLND;ND)NDNDzNDzLNDz;NDz)NDzNDSNDSLNDS;NDS)NDSNDd| /gEdPMoAMp  AL<P VAD Algorithm Output 04/26/24 07:54 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 063 3.3 -2.1 -1.2 303 008 3.6 0.0593 16.20 0.3 P 070 2.5 -6.5 NA 339 014 2.6 NA 11.36 1.0 P 076 4.6 -6.3 -3.8 324 015 2.5 0.0715 16.20 1.0 P 080 4.7 -8.9 NA 332 020 2.8 NA 8.48 2.5 P 090 7.0 -9.0 NA 322 022 2.3 NA 12.05 2.5 P 100 9.0 -11.6 NA 322 028 2.0 NA 15.55 2.5 P 101 9.9 -12.5 -1.2 321 031 1.7 -0.0375 16.20 2.5 P 110 10.6 -12.9 NA 321 032 1.7 NA 19.00 2.5 P 120 9.0 -11.6 NA 322 029 1.8 NA 7.40 8.0 P 130 8.8 -12.6 NA 325 030 1.7 NA 6.38 10.8 P 140 8.3 -12.9 NA 327 030 1.9 NA 7.26 10.8 P 148 7.2 -13.2 6.8 332 029 2.1 -0.0584 16.20 5.2 P 063 3.1 -2.6 28.1 309 008 3.2 0.0894 16.20 0.3 P 150 7.8 -12.7 NA 328 029 1.8 NA 10.89 8.0 P VAD Algorithm Output 04/26/24 07:54 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 7.6 -12.7 NA 329 029 1.6 NA 12.05 8.0 P 170 7.0 -11.9 NA 330 027 1.5 NA 9.86 10.8 P 180 6.7 -11.8 NA 331 026 2.0 NA 14.37 8.0 P 190 5.8 -10.1 NA 330 023 1.9 NA 11.59 10.8 P 196 6.1 -10.1 31.6 329 023 2.6 0.0221 16.20 8.0 P 200 5.9 -9.4 NA 328 022 2.0 NA 12.46 10.8 P 220 6.6 -7.6 NA 319 019 2.1 NA 14.19 10.8 P 240 5.6 -5.9 NA 316 016 2.1 NA 15.91 10.8 P 243 5.8 -5.9 34.0 315 016 2.3 0.0193 16.20 10.8 P 250 5.6 -5.9 NA 317 016 2.5 NA 16.77 10.8 P 260 3.5 -5.7 NA 329 013 2.2 NA 17.63 10.8 P 280 -1.9 -2.3 NA 040 006 1.9 NA 15.16 13.9 P 295 -6.0 1.9 16.3 107 012 2.7 0.1545 16.20 13.9 P 063 3.0 -2.0 70.7 304 007 3.1 0.0931 16.20 0.3 P VAD Algorithm Output 04/26/24 07:54 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 300 -8.0 1.9 NA 103 016 3.4 NA 16.51 13.9 P 076 5.0 -5.9 70.6 319 015 2.8 0.0731 16.20 1.0 P 063 3.5 -3.7 71.7 317 010 4.8 0.0998 16.20 0.3 P 101 9.8 -11.6 82.0 320 029 1.7 -0.0164 16.20 2.5 P 148 7.3 -13.4 103.3 332 030 2.1 -0.0629 16.20 5.2 P 196 5.9 -10.4 116.6 330 023 2.5 0.0221 16.20 8.0 P 063 3.1 -3.5 121.2 318 009 3.5 0.1279 16.20 0.3 P 243 5.9 -5.7 196.9 314 016 2.4 -0.0086 16.20 10.8 P 295 -6.4 1.7 215.1 105 013 2.2 0.1190 16.20 13.9 P 063 3.2 -3.4 132.7 316 009 3.4 0.0984 16.20 0.3 2 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 2 2 2 2 2 ALTITUDES SELECTED 2 6000 7000 8000 9000 10000 11000 2 12000 13000 14000 15000 16000 17000 2 18000 19000 20000 22000 24000 25000 2 26000 28000 30000 35000 40000 45000 2 50000 -666 -666 -666 -666 -666 2 2 OPTIMUM SLANT RANGE 16.2 2 2 2 2 2