Облигации в таблице "Состояние счёта"

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Облигации в таблице "Состояние счёта"
 
Облигации СУ-155 5об были куплены по 91%, сейчас они стоят 94% (пока всё понятно ). В колонке "Баланс. ст-ть" к цене покупки в % прилепился НКД. С числами в остальных колонках ясности никакой.
Состояние счёта

Бумага

Вид

Позиция

Баланс. цена

Цена

+/-

Баланс. ст-ть

Стоимость

НПриб.%

Нереал. PL

НКД

МосБиржа

А

80

54,9325

73,43

18,4975

4394,6

5874,4

33,67

1479,8

0

Новатэк ао

А

20

370

496,3

125,6

7400

9926

34,14

2512

0

СвязнойБ-1

О

10

600,2

61,1

-539,2

60020

6110

-89,82

-53920

0

СУ-155 5об

О

10

910

94

-816

91591,7

9991,7

-89,09

-81600

592

?

?

?

?

?
 
Добрый день.
Просьба скриншот проблемы предоставить. Так как параметры и числа идут сплошной строкой. И что к чему сопоставлять затруднительно
 
в следующий раз - используйте спойлер для длинных (по высоте, да и не только) сообщений. его для этого и придумали.
 
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[/img]
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[/img]

   Прошу обратить внимание на облигации. Колонки "Баланс. цена" , +/- , "Баланс. ст-ть", "Нереал. PL". Брокер валит на разработчиков.
 
Прошу удалить тему . Вместо таблици с параметрами получилась .......
 
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Прошу удалить тему . Вместо таблици с параметрами получилась .......
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