Обновляемая таблица в заданном ценовом диапазоне

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Обновляемая таблица в заданном ценовом диапазоне
 
Прошу помочь разобраться. Нужно создать таблицу в заданном ценовом диапазоне(например, 30 строк), в которую будут в режиме реального времени транслироваться нужные данные(цена, объем  и т.д.). То есть, цена и все данные в таблице изменяются при прохождении цены по этим строкам вверх-вниз в каждую единицу времени. Когда цена выходит за пределы заданного диапазона, начинается формирование новой таблицы и т. д.   У меня  каждая строка таблицы полностью повторяет остальные, а нужно, чтобы в каждой строке было свое время и своя  цена для этого времени. Как  мне нужно изменить код?

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[/img]

CreateWindow(Table)  
SetWindowCaption(Table, "Таблица параметров")  
SetWindowPos(Table, 0, 10, 600, 70)            
   InsertRow(Table,1)
   InsertRow(Table,2)
   InsertRow(Table,3)

while IsRun do

   local TradeDate = getInfoParam("TRADEDATE")
local ServerTime = getInfoParam("SERVERTIME")
local SecCode = "BRF2"
local LastPrice = getParamEx("SPBFUT", SecCode, "LAST").param_value

SetCell(Table, 1, 1, tostring(TradeDate))        
SetCell(Table, 1, 2, tostring(ServerTime))
SetCell(Table, 1, 3, tostring(SecCode))
SetCell(Table, 1, 4, tostring(LastPrice-LastPrice%0.01))

SetCell(Table, 1, 1, tostring(TradeDate))          
SetCell(Table, 1, 2, tostring(ServerTime))
SetCell(Table, 1, 3, tostring(SecCode))
SetCell(Table, 1, 4, tostring(LastPrice-LastPrice%0.01))

SetCell(Table, 1, 1, tostring(TradeDate))          
SetCell(Table, 1, 2, tostring(ServerTime))
SetCell(Table, 1, 3, tostring(SecCode))
SetCell(Table, 1, 4, tostring(LastPrice-LastPrice%0.01))

     end
end
 
Александр, Этот код нужно не сменить - его нужно выбросить. Инициализацию строк, как и их заполнение, все нормальные люди делают в цикле, "цена и все данные" у Вас и так изменяются после вызовов getInfoParam и getParamEx. Что такое "цена выходит за пределы заданного (!) диапазона", покрыто мраком. Равно как и то, где Вы берёте свою "Table" и столбцы для неё.Затем Вы лепите все эти данные в первую строку таблицы, по три раза в каждую из её ячеек - видимо, для надёжности. Ну и картинка, конечно, весьма информативная... :smile:  
 
Цитата
Владимир написал:
Александр, Этот код нужно не сменить - его нужно выбросить. Инициализацию строк, как и их заполнение, все нормальные люди делают в цикле, "цена и все данные" у Вас и так изменяются после вызовов getInfoParam и getParamEx. Что такое "цена выходит за пределы заданного (!) диапазона", покрыто мраком. Равно как и то, где Вы берёте свою "Table" и столбцы для неё.Затем Вы лепите все эти данные в первую строку таблицы, по три раза в каждую из её ячеек - видимо, для надёжности. Ну и картинка, конечно, весьма информативная... ::  
Художника может обидеть каждый. Я пришел сюда за помощью, а не  нравоучениями-в этом я и сам большой мастер.
 
Сергей, Это и есть помощь. А вот написать код вместо него - это никакая не помощь.
 
Цитата
Владимир написал:
Это и есть помощь. А вот написать код вместо него - это никакая не помощь.
А такой мысли, что мой вопрос был не об этом, совсем не появилось?Ценю Ваш профессионализм.
 
Сергей, Нет, не появилось. Ваших вопросов я вообще не видел (разве что Вы и Александр одно и то же лицо). Вопрос же Александра был: "Как  мне нужно изменить код?". В переводе на русский - "напишите код за меня".
 
Александр,
Научитесь излагать мысли так, чтобы люди не прибегая к телепатии вас могли бы понять.
Совершенно же не ясно что вы хотите.
А в коде и правда менять нечего, ибо нету тут кода.

Вы напишите код, а что будет не получаться, спрашивайте.
А сейчас это выглядит именно как "напишите за меня" причем даже не понятно что именно.
 
Добрый день,
У нас на сайте есть документация по языку Lua Файловый архив — ARQA Technologies
А именно в этом архиве есть документ "Руководство пользователя Интерпретатора языка Lua" п.9 Приложение 1. Пример скрипта на языке Lua .Описанные функции в  п.3.15 должны помочь в решении Вашей задачи.
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