[[{"header":{"parameterUnit":"m.s-1","parameterCategory":1,"la1":30.2991,"la2":30.254,"lo1":-89.0895,"lo2":-89.0444,"dy":0.0017,"dx":0.0017,"nx":28,"ny":28,"refTime":"2024-10-01T21:00:00:Z","depth":0,"parameterNumber":2,"parameterNumberName":"U-component_of_WINDS"},"data":[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,-0.2425,-0.2426,0,-0.2452,-0.2452,-0.2453,-0.2437,-0.2436,-0.2436,-0.2435,-0.2463,-0.2464,-0.2465,0,0,0,0,0,0,0,0,0,0,0,0,0,-0.2361,-0.2362,-0.2425,-0.2426,-0.2426,-0.2452,-0.2452,-0.2453,-0.2437,-0.2436,-0.2435,-0.2435,-0.2462,-0.2464,-0.2466,0,0,0,0,0,0,0,0,0,0,0,0,0,-0.2388,-0.2363,-0.2425,-0.2421,-0.2421,-0.2452,-0.2452,-0.2453,-0.2437,-0.2436,-0.2435,-0.2434,-0.2462,-0.2464,-0.2466,-0.2502,0,0,-0.2472,-0.2473,0,0,0,0,0,0,0,0,-0.2387,-0.2391,-0.2422,-0.2422,-0.2422,-0.244,-0.244,-0.2469,-0.2438,-0.2431,-0.2435,-0.2434,-0.2456,-0.2459,-0.2466,-0.2503,-0.2504,-0.2473,-0.2474,-0.2475,-0.2475,0,0,0,0,0,0,0,-0.2385,-0.2389,-0.2436,-0.2422,-0.2422,-0.2418,-0.2421,-0.2445,-0.245,-0.2432,-0.2431,-0.2434,-0.2456,-0.2464,-0.2467,-0.2505,-0.2473,-0.2474,-0.2476,-0.2477,-0.2573,-0.2574,0,0,0,0,0,0,-0.2383,-0.2388,-0.2435,-0.2437,-0.2401,-0.242,-0.2423,-0.2435,-0.2449,-0.245,-0.2435,-0.2433,-0.2461,-0.2464,-0.2468,-0.2511,-0.2475,-0.2477,-0.2478,-0.2572,-0.2573,-0.2575,0,0,0,0,0,0,-0.2382,-0.2388,-0.2434,-0.2412,-0.2418,-0.2423,-0.2436,-0.2436,-0.2445,-0.2452,-0.2453,-0.2443,-0.246,-0.2464,-0.2493,-0.2512,-0.2478,-0.248,-0.257,-0.2572,-0.2574,-0.2599,0,0,0,0,0,0,-0.238,-0.2387,-0.2401,-0.2412,-0.2419,-0.246,-0.2437,-0.2438,-0.2448,-0.2446,-0.2459,-0.246,-0.246,-0.249,-0.2496,-0.2515,-0.2481,-0.2569,-0.2571,-0.2573,-0.2597,-0.2602,-0.2606,0,0,0,0,0,-0.2378,-0.2407,-0.2402,-0.2408,-0.2436,-0.2461,-0.2464,-0.2463,-0.245,-0.2464,-0.2468,-0.246,-0.2509,-0.2493,-0.2499,-0.2519,-0.2567,-0.257,-0.2573,-0.2595,-0.2601,-0.2606,0,0,0,0,0,0,-0.2398,-0.2409,-0.2403,-0.2437,-0.2448,-0.2458,-0.2476,-0.2469,-0.2485,-0.2482,-0.248,-0.2483,-0.2513,-0.2519,-0.2501,-0.2555,-0.2536,-0.254,-0.255,-0.2556,-0.2561,-0.256,-0.2483,0,0,0,0,0,-0.2406,-0.2425,-0.2433,-0.2462,-0.2468,-0.2471,-0.2482,-0.2479,-0.2491,-0.2496,-0.2502,-0.2514,-0.2532,-0.2544,-0.2561,-0.2597,-0.26,-0.2613,-0.2618,-0.2621,-0.2626,-0.2646,-0.2652,-0.2584,-0.2584,-0.2584,0,0,-0.2424,-0.2432,-0.2444,-0.2467,-0.2475,-0.2495,-0.2475,-0.2497,-0.2512,-0.2499,-0.2527,-0.2532,-0.2545,-0.2578,-0.2592,-0.2583,-0.2645,-0.2625,-0.2628,-0.263,-0.2649,-0.2656,-0.2661,-0.2586,-0.2585,-0.2585,0,0,-0.2467,-0.2474,-0.25,-0.2508,-0.2521,-0.2523,-0.2529,-0.254,-0.2543,-0.2571,-0.2562,-0.2579,-0.261,-0.262,-0.2628,-0.2674,-0.2667,-0.2679,-0.2704,-0.2723,-0.2729,-0.2733,-0.2751,-0.2757,-0.2683,-0.2683,-0.2683,0,-0.2487,-0.2517,-0.2513,-0.2536,-0.2546,-0.2535,-0.2561,-0.2569,-0.2587,-0.2595,-0.2584,-0.2623,-0.263,-0.2666,-0.2677,-0.2684,-0.2691,-0.2679,-0.2728,-0.2733,-0.2737,-0.2754,-0.276,-0.2684,-0.2684,-0.2684,-0.2684,0,-0.2542,-0.2562,-0.2581,-0.2599,-0.2611,-0.2635,-0.2635,-0.2648,-0.2644,-0.2647,-0.2676,-0.2684,-0.2703,-0.2711,-0.2707,-0.2745,-0.2739,-0.2728,-0.271,-0.2745,-0.2761,-0.2767,-0.2687,-0.2686,-0.2686,-0.2685,0,0,-0.26,-0.2614,-0.2622,-0.263,-0.2642,-0.2658,-0.2682,-0.27,-0.2711,-0.2723,-0.2743,-0.2769,-0.2759,-0.2769,-0.2766,-0.2783,-0.282,-0.277,-0.2771,-0.278,-0.2863,-0.2873,-0.288,-0.2814,-0.2815,-0.2816,-0.2863,0,-0.2644,-0.2686,-0.2683,-0.2722,-0.2741,-0.273,-0.275,-0.276,-0.2763,-0.278,-0.2782,-0.2801,-0.2786,-0.2792,-0.2808,-0.2812,-0.2837,-0.2808,-0.2834,-0.2835,-0.2833,-0.2888,-0.2899,-0.2942,-0.2869,-0.287,-0.2871,0,-0.2702,-0.2717,-0.2758,-0.2768,-0.2776,-0.2794,-0.2811,-0.2826,-0.2837,-0.2838,-0.2849,-0.2843,-0.2867,-0.2846,-0.2879,-0.286,-0.287,-0.2873,-0.2875,-0.2879,-0.2856,-0.2895,-0.2956,-0.2963,-0.288,-0.2879,-0.2878,0,-0.2742,-0.2772,-0.28,-0.2807,-0.2819,-0.2832,-0.2838,-0.2848,-0.2859,-0.2873,-0.288,-0.2896,-0.2906,-0.2919,-0.2918,-0.2903,-0.2952,-0.2931,-0.2954,-0.2954,-0.2966,-0.2966,-0.3031,-0.2969,-0.2969,-0.2969,-0.2969,0,-0.2794,-0.282,-0.2818,-0.2836,-0.2864,-0.286,-0.2889,-0.2893,-0.2901,-0.292,-0.291,-0.2928,-0.2924,-0.2942,-0.2941,-0.2969,-0.2973,-0.2974,-0.2974,-0.2976,-0.2976,-0.2984,-0.2982,-0.2971,-0.2971,-0.297,-0.297,0,-0.2844,-0.2844,-0.2875,-0.2883,-0.2886,-0.2907,-0.2914,-0.2931,-0.2932,-0.2955,-0.2961,-0.2963,-0.2983,-0.2982,-0.3005,-0.3004,-0.3039,-0.3034,-0.3035,-0.3035,-0.3059,-0.3057,-0.3133,-0.3143,-0.3073,-0.3074,-0.3075,0,-0.2878,-0.2898,-0.2908,-0.292,-0.2926,-0.2945,-0.2956,-0.2952,-0.2964,-0.2978,-0.2993,-0.3012,-0.3027,-0.3059,-0.3063,-0.308,-0.3077,-0.3102,-0.308,-0.3082,-0.308,-0.3079,-0.3082,-0.3108,-0.3108,-0.3109,-0.3109,0,-0.2938,-0.2937,-0.2954,-0.297,-0.2984,-0.2996,-0.3008,-0.3018,-0.3016,-0.3029,-0.305,-0.3061,-0.3084,-0.3103,-0.312,-0.3125,-0.3118,-0.3116,-0.3123,-0.3126,-0.3127,-0.3128,-0.305,-0.3115,-0.3114,-0.3114,-0.3114,-0.3114,-0.2983,-0.3,-0.301,-0.3029,-0.3037,-0.3048,-0.3064,-0.3067,-0.3084,-0.3103,-0.3099,-0.3122,-0.3132,-0.3153,-0.316,-0.3178,-0.3169,-0.3178,-0.3181,-0.3184,-0.3187,-0.3122,-0.318,-0.318,-0.318,-0.318,-0.318,0,-0.3044,-0.305,-0.3067,-0.3083,-0.3098,-0.3088,-0.31,-0.3113,-0.3134,-0.3144,-0.3159,-0.3182,-0.32,-0.3205,-0.3222,-0.3236,-0.3233,-0.3241,-0.3241,-0.3242,-0.3193,-0.3186,-0.3243,-0.3243,-0.3243,-0.3243,-0.3243,-0.3243,-0.3078,-0.3107,-0.3106,-0.3139,-0.3144,-0.3167,-0.3175,-0.3185,-0.3193,-0.3219,-0.3235,-0.3237,-0.3245,-0.3263,-0.3279,-0.328,-0.3288,-0.3298,-0.3298,-0.3252,-0.3246,-0.324,-0.3234,-0.3299,-0.3299,-0.3346,-0.3346,-0.3346]},{"header":{"parameterUnit":"m.s-1","parameterCategory":1,"la1":30.2991,"la2":30.254,"lo1":-89.0895,"lo2":-89.0444,"dy":0.0017,"dx":0.0017,"nx":28,"ny":28,"refTime":"2024-10-01T21:00:00:Z","depth":0,"parameterNumber":3,"parameterNumberName":"V-component_of_WINDS"},"data":[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,-2.8817,-2.8818,0,-2.8911,-2.8912,-2.8913,-2.8912,-2.891,-2.8909,-2.8908,-2.9001,-2.9005,-2.9008,0,0,0,0,0,0,0,0,0,0,0,0,0,-2.8631,-2.8635,-2.8817,-2.8818,-2.8819,-2.8911,-2.8912,-2.8914,-2.8912,-2.891,-2.8909,-2.8907,-2.9,-2.9004,-2.9009,0,0,0,0,0,0,0,0,0,0,0,0,0,-2.8717,-2.8636,-2.8817,-2.8829,-2.8831,-2.8911,-2.8913,-2.8914,-2.8912,-2.891,-2.8908,-2.8907,-2.8998,-2.9004,-2.9009,-2.9081,0,0,-2.9026,-2.9028,0,0,0,0,0,0,0,0,-2.8713,-2.8724,-2.8826,-2.8829,-2.8831,-2.8898,-2.8881,-2.897,-2.8913,-2.8881,-2.8908,-2.8906,-2.8968,-2.8976,-2.8998,-2.9085,-2.9089,-2.9026,-2.903,-2.9032,-2.9034,0,0,0,0,0,0,0,-2.8707,-2.872,-2.8854,-2.8828,-2.8831,-2.8829,-2.8839,-2.8898,-2.8934,-2.8884,-2.8884,-2.8895,-2.8969,-2.8992,-2.9,-2.9091,-2.9026,-2.9031,-2.9035,-2.9037,-2.9244,-2.9246,0,0,0,0,0,0,-2.8698,-2.8715,-2.8851,-2.8857,-2.8766,-2.8834,-2.8846,-2.8878,-2.8933,-2.894,-2.8897,-2.8895,-2.8984,-2.8993,-2.9003,-2.9093,-2.9032,-2.9037,-2.904,-2.9242,-2.9244,-2.9247,0,0,0,0,0,0,-2.8694,-2.8711,-2.8847,-2.8786,-2.8804,-2.8839,-2.8876,-2.8881,-2.8905,-2.8943,-2.8949,-2.8915,-2.8983,-2.8995,-2.9062,-2.9096,-2.904,-2.9045,-2.9239,-2.9242,-2.9245,-2.9271,0,0,0,0,0,0,-2.8689,-2.8709,-2.8738,-2.8787,-2.8807,-2.8906,-2.8878,-2.8884,-2.8915,-2.8913,-2.8962,-2.8968,-2.8982,-2.9054,-2.9068,-2.9102,-2.9049,-2.9236,-2.9241,-2.9244,-2.9268,-2.9275,-2.9281,0,0,0,0,0,-2.8683,-2.874,-2.8739,-2.8755,-2.8843,-2.8908,-2.8919,-2.8936,-2.8917,-2.8946,-2.8971,-2.8966,-2.9089,-2.9061,-2.9076,-2.9113,-2.9234,-2.9239,-2.9244,-2.9265,-2.9274,-2.9281,0,0,0,0,0,0,-2.8692,-2.8747,-2.8746,-2.8821,-2.886,-2.8907,-2.8944,-2.8945,-2.8989,-2.8985,-2.9002,-2.9013,-2.9081,-2.9103,-2.9071,-2.9186,-2.9159,-2.9168,-2.917,-2.9179,-2.9185,-2.9179,-2.9054,0,0,0,0,0,-2.8703,-2.8752,-2.8797,-2.8859,-2.8878,-2.8908,-2.8936,-2.8946,-2.8987,-2.9003,-2.9032,-2.9071,-2.9118,-2.9149,-2.9195,-2.927,-2.9281,-2.9303,-2.931,-2.9315,-2.9323,-2.9366,-2.9376,-2.9263,-2.9263,-2.9263,0,0,-2.8726,-2.8762,-2.8792,-2.8861,-2.8893,-2.8943,-2.8922,-2.8975,-2.9012,-2.901,-2.9077,-2.9099,-2.9143,-2.9215,-2.9248,-2.9236,-2.9356,-2.9322,-2.9326,-2.933,-2.9372,-2.9383,-2.9392,-2.9266,-2.9266,-2.9265,0,0,-2.8794,-2.8826,-2.8882,-2.8914,-2.8962,-2.8982,-2.8995,-2.9043,-2.9058,-2.9125,-2.9125,-2.9169,-2.925,-2.9282,-2.9309,-2.939,-2.9388,-2.9404,-2.944,-2.9482,-2.9491,-2.9499,-2.953,-2.954,-2.941,-2.9411,-2.9411,0,-2.8817,-2.8893,-2.891,-2.8965,-2.8996,-2.8998,-2.9055,-2.9084,-2.9144,-2.9165,-2.9151,-2.9254,-2.9283,-2.9364,-2.9384,-2.9404,-2.9421,-2.9399,-2.9488,-2.9497,-2.9504,-2.9534,-2.9545,-2.9412,-2.9412,-2.9412,-2.9412,0,-2.8919,-2.8972,-2.9011,-2.9072,-2.9107,-2.9162,-2.9187,-2.922,-2.9226,-2.9247,-2.9315,-2.9351,-2.9405,-2.9424,-2.943,-2.9505,-2.9497,-2.9485,-2.9459,-2.9517,-2.9545,-2.9556,-2.9415,-2.9414,-2.9414,-2.9413,0,0,-2.8997,-2.9066,-2.9081,-2.9109,-2.9162,-2.9203,-2.9258,-2.9312,-2.9341,-2.9382,-2.9429,-2.9498,-2.9488,-2.9519,-2.9528,-2.9564,-2.9628,-2.9548,-2.955,-2.9564,-2.9716,-2.9726,-2.9738,-2.9626,-2.9628,-2.963,-2.9713,0,-2.9072,-2.9172,-2.919,-2.9277,-2.9327,-2.9329,-2.9377,-2.9415,-2.9435,-2.948,-2.9501,-2.9551,-2.9533,-2.9552,-2.9588,-2.9613,-2.9659,-2.9607,-2.9671,-2.9673,-2.9662,-2.9753,-2.9763,-2.984,-2.9723,-2.9725,-2.9726,0,-2.9174,-2.922,-2.9313,-2.9361,-2.9382,-2.9425,-2.9477,-2.9519,-2.9562,-2.9574,-2.9609,-2.9614,-2.9671,-2.9641,-2.972,-2.9684,-2.9711,-2.9727,-2.973,-2.9738,-2.9705,-2.9765,-2.9864,-2.9876,-2.9743,-2.9742,-2.9741,0,-2.9224,-2.9308,-2.9376,-2.9399,-2.9456,-2.9487,-2.9512,-2.9552,-2.9584,-2.9629,-2.965,-2.9699,-2.9727,-2.9765,-2.9783,-2.9759,-2.9862,-2.9832,-2.9874,-2.9874,-2.9897,-2.9896,-3.0004,-2.9911,-2.991,-2.991,-2.991,0,-2.9307,-2.9365,-2.9399,-2.9441,-2.9505,-2.9523,-2.9586,-2.961,-2.9646,-2.9692,-2.9695,-2.9738,-2.9759,-2.9804,-2.9819,-2.9883,-2.9894,-2.9906,-2.991,-2.9908,-2.9906,-2.9927,-2.9923,-2.9913,-2.9913,-2.9912,-2.9911,0,-2.9375,-2.94,-2.9474,-2.9523,-2.9536,-2.9582,-2.9623,-2.9663,-2.9683,-2.9741,-2.9755,-2.9787,-2.9841,-2.9863,-2.9928,-2.9938,-3.0012,-3.001,-2.9999,-3.0,-3.0042,-3.0038,-3.0168,-3.0187,-3.0079,-3.008,-3.0081,0,-2.9428,-2.9473,-2.9526,-2.9558,-2.9585,-2.9635,-2.9669,-2.9688,-2.9722,-2.9774,-2.9808,-2.9862,-2.9907,-2.9993,-3.0021,-3.0071,-3.0072,-3.0114,-3.008,-3.0077,-3.0076,-3.0074,-3.0079,-3.0121,-3.0122,-3.0123,-3.0124,0,-2.952,-2.9531,-2.9579,-2.9632,-2.9672,-2.9714,-2.9756,-2.9781,-2.9806,-2.9844,-2.9901,-2.9936,-3.0003,-3.0057,-3.0109,-3.0134,-3.0134,-3.0134,-3.0147,-3.0146,-3.0139,-3.0146,-3.0019,-3.0132,-3.0131,-3.013,-3.013,-3.013,-2.9583,-2.9624,-2.9669,-2.9723,-2.9756,-2.9795,-2.9836,-2.9862,-2.9909,-2.9968,-2.9975,-3.0036,-3.0077,-3.0147,-3.0174,-3.0221,-3.021,-3.0228,-3.0233,-3.0238,-3.0242,-3.0129,-3.023,-3.023,-3.023,-3.023,-3.0229,0,-2.9678,-2.9707,-2.9756,-2.9815,-2.9858,-2.9854,-2.99,-2.9936,-2.9989,-3.0029,-3.0073,-3.0138,-3.0191,-3.0223,-3.0276,-3.0308,-3.0309,-3.0321,-3.032,-3.0326,-3.0247,-3.0232,-3.0319,-3.0319,-3.0319,-3.0319,-3.0319,-3.0319,-2.9732,-2.9801,-2.9817,-2.9902,-2.993,-2.9991,-3.0018,-3.0054,-3.0085,-3.0159,-3.0203,-3.0224,-3.0261,-3.0317,-3.0365,-3.0373,-3.0393,-3.0406,-3.0414,-3.034,-3.0331,-3.0322,-3.0308,-3.041,-3.041,-3.0489,-3.049,-3.049]}]]