[[{"header":{"parameterUnit":"m.s-1","parameterCategory":1,"la1":30.2991,"la2":30.254,"lo1":-89.0895,"lo2":-89.0444,"dx":0.0017,"dy":0.0017,"nx":28,"ny":28,"refTime":"2022-12-12T03:00:00: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,-0.418,-0.418,0,-0.4165,-0.4165,-0.4165,-0.4149,-0.4149,-0.4148,-0.4148,-0.4132,-0.4132,-0.4132,0,0,0,0,0,0,0,0,0,0,0,0,0,-0.4193,-0.4193,-0.418,-0.418,-0.418,-0.4165,-0.4165,-0.4165,-0.4149,-0.4149,-0.4148,-0.4148,-0.4132,-0.4132,-0.4132,0,0,0,0,0,0,0,0,0,0,0,0,0,-0.4184,-0.4193,-0.418,-0.417,-0.4169,-0.4165,-0.4165,-0.4165,-0.4149,-0.4149,-0.4148,-0.4148,-0.4132,-0.4132,-0.4132,-0.4137,0,0,-0.4131,-0.4131,0,0,0,0,0,0,0,0,-0.4185,-0.4184,-0.4172,-0.4171,-0.4169,-0.4158,-0.4164,-0.4155,-0.4149,-0.4156,-0.4148,-0.4148,-0.4141,-0.414,-0.4138,-0.4136,-0.4135,-0.4131,-0.4131,-0.4131,-0.413,0,0,0,0,0,0,0,-0.4185,-0.4184,-0.4174,-0.4171,-0.417,-0.4166,-0.4164,-0.4162,-0.4151,-0.4156,-0.4155,-0.4153,-0.4141,-0.4139,-0.4138,-0.4135,-0.4131,-0.4131,-0.413,-0.413,-0.4135,-0.4135,0,0,0,0,0,0,-0.4188,-0.4185,-0.4175,-0.4174,-0.4176,-0.4166,-0.4164,-0.4162,-0.4151,-0.4149,-0.4153,-0.4152,-0.4139,-0.4138,-0.4137,-0.4141,-0.4131,-0.413,-0.413,-0.4135,-0.4135,-0.4135,0,0,0,0,0,0,-0.4188,-0.4187,-0.4175,-0.4179,-0.4177,-0.4166,-0.4164,-0.4162,-0.416,-0.4149,-0.4147,-0.4153,-0.4139,-0.4137,-0.4137,-0.4141,-0.413,-0.413,-0.4134,-0.4135,-0.4135,-0.4151,0,0,0,0,0,0,-0.4188,-0.4187,-0.4189,-0.4179,-0.4177,-0.4176,-0.4165,-0.4162,-0.416,-0.4158,-0.4149,-0.4147,-0.4139,-0.4137,-0.4136,-0.414,-0.413,-0.4134,-0.4135,-0.4135,-0.415,-0.4151,-0.4153,0,0,0,0,0,-0.4189,-0.4194,-0.4189,-0.4188,-0.4179,-0.4176,-0.4175,-0.4165,-0.416,-0.4162,-0.4155,-0.4147,-0.414,-0.4137,-0.4136,-0.414,-0.4134,-0.4134,-0.4135,-0.4149,-0.4151,-0.4153,0,0,0,0,0,0,-0.4205,-0.4193,-0.4187,-0.4189,-0.4184,-0.4173,-0.4175,-0.4168,-0.4164,-0.4163,-0.4151,-0.4149,-0.415,-0.4145,-0.4141,-0.4143,-0.4136,-0.4136,-0.4147,-0.4149,-0.415,-0.4151,-0.4129,0,0,0,0,0,-0.4209,-0.4207,-0.4196,-0.4199,-0.4197,-0.4187,-0.4185,-0.4178,-0.4172,-0.4169,-0.4162,-0.4156,-0.4152,-0.415,-0.4146,-0.4149,-0.4146,-0.415,-0.4152,-0.4154,-0.4154,-0.4154,-0.4156,-0.4138,-0.4138,-0.4138,0,0,-0.4217,-0.421,-0.421,-0.4202,-0.4197,-0.4196,-0.4185,-0.4184,-0.4182,-0.4169,-0.4168,-0.4162,-0.4154,-0.4155,-0.4155,-0.4151,-0.4158,-0.4155,-0.4156,-0.4155,-0.4155,-0.4157,-0.4158,-0.4138,-0.4138,-0.4138,0,0,-0.423,-0.4225,-0.4227,-0.4221,-0.4214,-0.4207,-0.4207,-0.4197,-0.4193,-0.4192,-0.4182,-0.4179,-0.4174,-0.4168,-0.4165,-0.4175,-0.4168,-0.4174,-0.4183,-0.4183,-0.4184,-0.4186,-0.4189,-0.419,-0.4175,-0.4175,-0.4175,0,-0.4241,-0.4238,-0.4228,-0.4227,-0.4224,-0.4212,-0.4213,-0.4209,-0.42,-0.4198,-0.4194,-0.4186,-0.418,-0.4178,-0.4181,-0.4179,-0.4178,-0.4175,-0.4185,-0.4186,-0.4187,-0.419,-0.4191,-0.4176,-0.4175,-0.4175,-0.4175,0,-0.4251,-0.425,-0.4252,-0.4244,-0.4241,-0.4241,-0.423,-0.4228,-0.4222,-0.4215,-0.4213,-0.4205,-0.4199,-0.4198,-0.4192,-0.4196,-0.4194,-0.4187,-0.418,-0.419,-0.4192,-0.4193,-0.4177,-0.4176,-0.4176,-0.4176,0,0,-0.4275,-0.4261,-0.4262,-0.4258,-0.4248,-0.4246,-0.4245,-0.4239,-0.4238,-0.4232,-0.423,-0.4225,-0.4219,-0.4215,-0.4208,-0.4208,-0.4216,-0.4202,-0.4201,-0.4204,-0.4219,-0.4223,-0.4225,-0.4211,-0.4211,-0.4211,-0.4219,0,-0.4286,-0.4285,-0.4275,-0.4276,-0.4274,-0.4262,-0.4261,-0.4255,-0.4248,-0.4245,-0.4237,-0.4234,-0.4226,-0.4223,-0.4223,-0.4215,-0.4218,-0.4214,-0.4209,-0.4209,-0.4211,-0.4226,-0.4231,-0.4239,-0.422,-0.422,-0.422,0,-0.43,-0.4295,-0.4295,-0.4285,-0.4283,-0.4283,-0.4276,-0.4273,-0.4265,-0.426,-0.4256,-0.4247,-0.4245,-0.4238,-0.4234,-0.4231,-0.4228,-0.4224,-0.4224,-0.4223,-0.4215,-0.4225,-0.4242,-0.4243,-0.4222,-0.4222,-0.4222,0,-0.4316,-0.431,-0.4309,-0.4306,-0.4293,-0.4293,-0.4288,-0.428,-0.4277,-0.4271,-0.4268,-0.4262,-0.4258,-0.4254,-0.4243,-0.4239,-0.424,-0.4232,-0.4236,-0.4236,-0.4237,-0.4237,-0.4253,-0.4235,-0.4235,-0.4235,-0.4235,0,-0.433,-0.4331,-0.4316,-0.4316,-0.4316,-0.4304,-0.4305,-0.4298,-0.4291,-0.4288,-0.4278,-0.4275,-0.4262,-0.4258,-0.425,-0.4248,-0.4246,-0.4242,-0.424,-0.4243,-0.4243,-0.4241,-0.424,-0.4235,-0.4235,-0.4235,-0.4235,0,-0.4349,-0.4339,-0.4337,-0.4326,-0.4323,-0.4323,-0.4313,-0.4312,-0.4304,-0.4301,-0.43,-0.4288,-0.4282,-0.4272,-0.4263,-0.4258,-0.4257,-0.4253,-0.426,-0.4259,-0.4262,-0.4262,-0.4277,-0.4278,-0.426,-0.426,-0.426,0,-0.4358,-0.4358,-0.4346,-0.4344,-0.4339,-0.4336,-0.4332,-0.4321,-0.4318,-0.4308,-0.4308,-0.4301,-0.4296,-0.4288,-0.4278,-0.4271,-0.4267,-0.4273,-0.4266,-0.4269,-0.4267,-0.4267,-0.4266,-0.4274,-0.4275,-0.4275,-0.4275,0,-0.4375,-0.437,-0.4366,-0.4359,-0.4356,-0.435,-0.4344,-0.4342,-0.4329,-0.4326,-0.4321,-0.4316,-0.4308,-0.4301,-0.4293,-0.4287,-0.4279,-0.4277,-0.4278,-0.4281,-0.4284,-0.4282,-0.4264,-0.4277,-0.4277,-0.4277,-0.4277,-0.4277,-0.4389,-0.4388,-0.438,-0.4375,-0.4369,-0.4363,-0.4361,-0.4353,-0.4349,-0.4341,-0.4334,-0.4329,-0.432,-0.4308,-0.4302,-0.4298,-0.4294,-0.4294,-0.4294,-0.4295,-0.4296,-0.4285,-0.4296,-0.4296,-0.4296,-0.4296,-0.4296,0,-0.4405,-0.4399,-0.4395,-0.4386,-0.4382,-0.4375,-0.4367,-0.4364,-0.436,-0.4352,-0.4347,-0.434,-0.4334,-0.4323,-0.4316,-0.4314,-0.431,-0.4312,-0.4312,-0.4311,-0.43,-0.43,-0.4316,-0.4316,-0.4316,-0.4316,-0.4316,-0.4316,-0.4413,-0.4411,-0.4405,-0.44,-0.4394,-0.4389,-0.4385,-0.4379,-0.4373,-0.4366,-0.4361,-0.4354,-0.4345,-0.4336,-0.433,-0.4327,-0.4324,-0.4328,-0.4324,-0.4314,-0.4312,-0.431,-0.431,-0.4328,-0.4328,-0.4335,-0.4335,-0.4335]},{"header":{"parameterUnit":"m.s-1","parameterCategory":1,"la1":30.2991,"la2":30.254,"lo1":-89.0895,"lo2":-89.0444,"dx":0.0017,"dy":0.0017,"nx":28,"ny":28,"refTime":"2022-12-12T03:00:00: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,-1.9726,-1.9726,0,-1.9808,-1.9809,-1.981,-1.9817,-1.9816,-1.9816,-1.9815,-1.9897,-1.99,-1.9903,0,0,0,0,0,0,0,0,0,0,0,0,0,-1.9575,-1.9578,-1.9725,-1.9726,-1.9727,-1.9808,-1.9809,-1.981,-1.9817,-1.9816,-1.9815,-1.9814,-1.9896,-1.99,-1.9904,0,0,0,0,0,0,0,0,0,0,0,0,0,-1.9647,-1.9579,-1.9725,-1.9741,-1.9743,-1.9807,-1.9809,-1.981,-1.9818,-1.9816,-1.9815,-1.9814,-1.9895,-1.99,-1.9904,-1.9958,0,0,-1.9918,-1.992,0,0,0,0,0,0,0,0,-1.9643,-1.9653,-1.9738,-1.974,-1.9743,-1.9801,-1.9786,-1.986,-1.9818,-1.9789,-1.9815,-1.9813,-1.9866,-1.9873,-1.9891,-1.9962,-1.9965,-1.9918,-1.9921,-1.9923,-1.9924,0,0,0,0,0,0,0,-1.9638,-1.9649,-1.9758,-1.9739,-1.9742,-1.9744,-1.9753,-1.98,-1.9834,-1.9792,-1.9792,-1.9802,-1.9867,-1.9887,-1.9893,-1.9966,-1.9918,-1.9922,-1.9925,-1.9927,-2.0087,-2.0088,0,0,0,0,0,0,-1.963,-1.9645,-1.9755,-1.976,-1.9689,-1.9748,-1.9758,-1.9783,-1.9834,-1.984,-1.9803,-1.9802,-1.988,-1.9888,-1.9896,-1.9964,-1.9923,-1.9927,-1.993,-2.0085,-2.0087,-2.0089,0,0,0,0,0,0,-1.9627,-1.964,-1.9752,-1.9703,-1.9717,-1.9752,-1.9781,-1.9786,-1.9805,-1.9842,-1.9848,-1.9817,-1.9879,-1.989,-1.9943,-1.9967,-1.9929,-1.9933,-2.0084,-2.0086,-2.0088,-2.0098,0,0,0,0,0,0,-1.9622,-1.9639,-1.9659,-1.9703,-1.972,-1.9797,-1.9782,-1.9788,-1.9813,-1.9813,-1.9857,-1.9863,-1.9879,-1.9936,-1.9947,-1.9972,-1.9937,-2.0082,-2.0085,-2.0087,-2.0096,-2.0101,-2.0105,0,0,0,0,0,-1.9617,-1.9658,-1.966,-1.9673,-1.9746,-1.9799,-1.9808,-1.9826,-1.9815,-1.9836,-1.986,-1.9861,-1.9962,-1.9942,-1.9954,-1.9981,-2.008,-2.0084,-2.0087,-2.0094,-2.01,-2.0104,0,0,0,0,0,0,-1.9615,-1.9664,-1.9667,-1.9723,-1.9757,-1.98,-1.9827,-1.9832,-1.9869,-1.9867,-1.9887,-1.9897,-1.995,-1.9971,-1.9947,-2.0036,-2.002,-2.0026,-2.0021,-2.0027,-2.0031,-2.0025,-1.9941,0,0,0,0,0,-1.9621,-1.9659,-1.97,-1.9746,-1.9763,-1.9792,-1.9816,-1.9827,-1.9862,-1.9876,-1.9904,-1.9938,-1.9978,-2.0003,-2.0041,-2.0099,-2.0109,-2.0124,-2.0128,-2.0131,-2.0136,-2.017,-2.0177,-2.0101,-2.0101,-2.01,0,0,-1.9633,-1.9665,-1.9688,-1.9746,-1.9774,-1.9814,-1.9804,-1.9846,-1.9876,-1.9883,-1.9935,-1.9957,-1.9996,-2.0052,-2.0078,-2.0071,-2.016,-2.0136,-2.0138,-2.0142,-2.0174,-2.0181,-2.0188,-2.0103,-2.0102,-2.0102,0,0,-1.9677,-1.9705,-1.9747,-1.9775,-1.9817,-1.9837,-1.9847,-1.989,-1.9905,-1.9958,-1.9965,-2.0,-2.0067,-2.0096,-2.0119,-2.0176,-2.0179,-2.0188,-2.0211,-2.0243,-2.0249,-2.0255,-2.0276,-2.0283,-2.0193,-2.0193,-2.0193,0,-1.9688,-1.9748,-1.9768,-1.981,-1.9836,-1.9846,-1.9889,-1.9915,-1.9967,-1.9985,-1.9976,-2.0063,-2.009,-2.0153,-2.0167,-2.0185,-2.0198,-2.0183,-2.0247,-2.0252,-2.0258,-2.0278,-2.0286,-2.0194,-2.0194,-2.0194,-2.0194,0,-1.9759,-1.9801,-1.983,-1.9882,-1.9911,-1.9953,-1.998,-2.0007,-2.0017,-2.0037,-2.0092,-2.0125,-2.0171,-2.0187,-2.0196,-2.0253,-2.0247,-2.0242,-2.0227,-2.0266,-2.0285,-2.0293,-2.0195,-2.0195,-2.0195,-2.0194,0,0,-1.9802,-1.9866,-1.9876,-1.9901,-1.9949,-1.9982,-2.0025,-2.0071,-2.0095,-2.0131,-2.0168,-2.0226,-2.0223,-2.0249,-2.0262,-2.029,-2.0335,-2.0282,-2.0283,-2.0291,-2.04,-2.0404,-2.0413,-2.0337,-2.0339,-2.034,-2.0397,0,-1.9852,-1.9931,-1.9951,-2.0017,-2.0057,-2.0068,-2.0106,-2.014,-2.016,-2.0197,-2.022,-2.0261,-2.0253,-2.0269,-2.0298,-2.0323,-2.0357,-2.0319,-2.0372,-2.0374,-2.0363,-2.0423,-2.0426,-2.0479,-2.0405,-2.0406,-2.0407,0,-1.992,-1.996,-2.0031,-2.0075,-2.0093,-2.0127,-2.0172,-2.0206,-2.0245,-2.0259,-2.0289,-2.03,-2.0346,-2.0328,-2.0393,-2.0367,-2.039,-2.0406,-2.0408,-2.0414,-2.0393,-2.0431,-2.0496,-2.0504,-2.042,-2.0419,-2.0418,0,-1.9946,-2.0016,-2.0068,-2.0089,-2.0142,-2.0166,-2.0189,-2.0227,-2.0254,-2.0293,-2.0311,-2.0355,-2.0379,-2.0412,-2.0434,-2.0419,-2.0498,-2.0481,-2.051,-2.051,-2.0526,-2.0525,-2.0597,-2.054,-2.054,-2.054,-2.054,0,-2.0,-2.0043,-2.0081,-2.0113,-2.0162,-2.0185,-2.0233,-2.0257,-2.0291,-2.0328,-2.0339,-2.0374,-2.0401,-2.0439,-2.0457,-2.0508,-2.0519,-2.0531,-2.0535,-2.053,-2.0529,-2.0546,-2.0543,-2.0542,-2.0542,-2.0541,-2.0541,0,-2.0036,-2.0063,-2.0121,-2.0167,-2.018,-2.0215,-2.0254,-2.0286,-2.0308,-2.0355,-2.0367,-2.0402,-2.0448,-2.0474,-2.0531,-2.0543,-2.0601,-2.0602,-2.0588,-2.059,-2.0618,-2.0615,-2.0703,-2.0716,-2.0651,-2.0651,-2.0652,0,-2.0068,-2.0102,-2.0153,-2.0179,-2.0204,-2.0245,-2.0273,-2.0298,-2.0327,-2.0375,-2.0401,-2.0448,-2.0487,-2.056,-2.059,-2.0635,-2.0638,-2.0666,-2.0645,-2.0639,-2.064,-2.0638,-2.0642,-2.067,-2.067,-2.0671,-2.0671,0,-2.0124,-2.0136,-2.0176,-2.0223,-2.0256,-2.0293,-2.033,-2.0351,-2.0381,-2.0413,-2.0461,-2.0492,-2.0551,-2.0598,-2.0645,-2.0669,-2.0676,-2.0678,-2.0687,-2.0683,-2.0673,-2.068,-2.0598,-2.0676,-2.0675,-2.0675,-2.0675,-2.0674,-2.016,-2.0191,-2.0232,-2.0278,-2.0308,-2.0343,-2.0376,-2.0403,-2.0443,-2.0494,-2.0506,-2.0557,-2.0597,-2.0661,-2.0687,-2.0727,-2.0722,-2.0735,-2.0738,-2.0741,-2.0743,-2.0667,-2.0735,-2.0735,-2.0735,-2.0735,-2.0735,0,-2.0216,-2.0244,-2.0286,-2.0337,-2.0373,-2.0378,-2.0419,-2.0449,-2.0493,-2.053,-2.0569,-2.0625,-2.0671,-2.0705,-2.0753,-2.0778,-2.0783,-2.079,-2.0788,-2.0794,-2.0744,-2.0732,-2.0786,-2.0786,-2.0786,-2.0786,-2.0786,-2.0786,-2.025,-2.0304,-2.0321,-2.0391,-2.0418,-2.0469,-2.0492,-2.0524,-2.0554,-2.0617,-2.0655,-2.0678,-2.0714,-2.0765,-2.0807,-2.0816,-2.0833,-2.0841,-2.085,-2.0803,-2.0797,-2.0792,-2.0781,-2.0844,-2.0844,-2.0897,-2.0897,-2.0897]}]]