Данный проект может получать данные с открытого API https://api.open-meteo.com/v1/forecast?latitude=55.7558&longitude=37.6173&current_weather=true и показывать данные о температоре воздуха, скорости и направлении ветра. Испотзуемые технологии - получения данных из открытых ситочников, работа с вложенными списками, json-ами, 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Данный проект может получать данные с открытого API https://api.open-meteo.com/v1/forecast?latitude=55.7558&longitude=37.6173&current_weather=true и показывать данные о температоре воздуха, скорости и направлении ветра. Испотзуемые технологии - получения данных из открытых ситочников, работа с вложенными списками, json-ами, ветвлением

pt:os dados JSON _ em formato de lista

pt:o valor com chave _ em _

pt:a resposta a _ de _ enviando _ e cabeçalhos _ GETGET POST PUT DELETEhttps://snap.berkeley.edu

pt:um par (chave: _ , valor: _ ) Reports a three-item list containing the latitude and longitude of the user, and the precision of the measurements. Works only if the user allows snap.berkeley.edu access to location data. Some browsers also require an HTTPS connection to Snap!.

pt:a localização actual do dispositivo

octetbyte octet short unsigned short long unsigned long unrestricted float unrestricted double bigint

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code"},"current_weather":{"time":"2024-12-23T22:45","interval":900,"temperature":-0.4,"windspeed":2.5,"winddirection":90,"is_day":0,"weathercode":45}}-0.4latitude,55.75longitude,37.625generationtime_ms,0.04792213439941406utc_offset_seconds,0timezone,GMTtimezone_abbreviation,GMTelevation,140current_weather_unitstime,iso8601interval,secondstemperature,°Cwindspeed,km/hwinddirection,°is_day,weathercode,wmo codecurrent_weathertime,2024-12-23T22:45interval,900temperature,-0.4windspeed,2.5winddirection,90is_day,0weathercode,452.5temperature,-0.4windspeed,2.590Восточный