Где скачать TRANS2QUIK.dll x64 ? есть пример использования на delphi выставления заявки?

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Где скачать TRANS2QUIK.dll x64 ? есть пример использования на delphi выставления заявки?
 
Где скачать TRANS2QUIK.dll x64 ? есть пример использования на delphi выставления заявки?
 
bas, добрый день.

Скачать можно по данной ссылке. Все имеющееся примеры также содержатся в архиве, это все что есть. Работа с импортом транзакций через API также описана в разделе 6 руководства пользователя QUIK, руководство доступно по ссылке.
 
А для Delphi есть примеры?
 
bas, нет, есть только то, что представлено в архиве по ссылке.
 
выдает ошибку, что это может быть?

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[/img]
 
выдает ошибку, что это может быть?
 
Обработку внешних транзакций в  quik запустили? "Сервисы / Экспорт/импорт данных / Внешние транзакции"
 
да спасибо я уже сам до этого догадался, все работает
 
Цитата
bas написал:
Где скачать TRANS2QUIK.dll x64 ? есть пример использования на delphi выставления заявки?
procedure TExpert.SendOrder;
var
outStr, id, s: string;
res: long;
ErrCode: long;
ErrSize: Dword;
ErrStr: LPSTR;
begin
if(CheckFutPrice(f_price) = false) then
begin
  Mutex.Lock;
  try
    FTransBusy:= false;
  finally
    Mutex.Unlock;
  end;
    FmemoStr:= 'SendOrder: Не правильная цена в заявке ' + FloatTostr(f_price);
    Synchronize(UpdMemo);
  exit;
end;
FOrder:= 0;
FTransID:= GetTransID();
id:= UintToStr(TransID);
ErrCode:= 0;
ErrSize:= 0;
ErrStr:= nil;
Mutex.Lock;
try
  FTransBusy:= true;
finally
  Mutex.Unlock;
end;

case dir of
  BUY: s:= 'B';
  SELL: s:= 'S';
end;
outStr:= 'ACCOUNT=' + FutAccaunt + '; TYPE=L; TRANS_ID=' + id +
         '; CLASSCODE=' + ExpData.FutData.ClassCode + '; SECCODE=' +
         ExpData.FutData.SecCode + '; ACTION=NEW_ORDER; OPERATION=' + s +
         '; EXECUTION_CONDITION=KILL_BALANCE' + '; PRICE=' + FloatToStr(f_price) +
         '; QUANTITY=' + FloatToStr(Qnty) + ';';
res:= T2QSendASyncTrans(LPSTR(AnsiString(outStr)), ErrCode, ErrStr, ErrSize);
if(res <> TRANS2QUIK_SUCCESS) then
begin
  Mutex.Lock;
  try
    FTransID:= 0;
    FTransBusy:= false;
  finally
    Mutex.Unlock;
  end;
  FmemoStr:= 'SendOrder: Ордер ' + ExpData.FutData.SecCode + ' не отправлен.';
  Synchronize(UpdMemo);
end else
begin
  if((ExitOrder.Order > 0) and (dir = BUY)) then RemoveExitOrder();
  FmemoStr:= 'SendOrder: Ордер ' + ExpData.FutData.SecCode + ' отправлен.';
  Synchronize(UpdMemo);
end;
end;
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