Утратил силу Законом Курганской областной Думы от 29.12.2021 № 175
КУРГАНСКАЯ ОБЛАСТНАЯ ДУМА
ЗАКОН
от 29 декабря 2018 года № 179
ОБ УСТАНОВЛЕНИИ ГРАНИЦ МУНИЦИПАЛЬНОГО ОБРАЗОВАНИЯ ПОЛОВИНСКОГО РАЙОНА
КУРГАНСКОЙ ОБЛАСТИ
Статья 1
Установить границы муниципального образования Половинского района Курганской области согласно приложениям
Статья 2
1. Настоящий закон вступает в силу через десять дней после его официального опубликования.
2. Со дня вступления в силу настоящего закона признать утратившими силу:
1) Закон Курганской области от 4 ноября 2004 года № 652
2) статью 173 Закона Курганской области от 30 декабря О внесении изменений в некоторые законы Курганской области
.
Временно исполняющий обязанности
Губернатора Курганской области
В. М. Шумков
Приложение 1
к Закону Курганской области
от 29 декабря 2018 года № 179
Об установлении границ муниципального образования
Половинского района Курганской области
Текстовое описание местоположения границ муниципального образования Половинского района Курганской области
Общая протяженность границ муниципального образования Половинского района Курганской области — 310,98 км. Границы муниципального образования Половинского района Курганской области на разных участках совпадают с участками границ муниципальных образований Притобольного, Кетовского, Варгашинского, Лебяжьевского, Макушинского районов Курганской области и Республики Казахстан.
Граница между муниципальными образованиями
Половинским и Варгашинским районами Курганской области
(протяженность границы — 56,27 км)
От узловой точки 1, обозначающей место пересечения границ муниципальных образований Половинского, Кетовского
От поворотной точки 15 граница идет на востоко-юго-восток на протяжении 4,21 км до поворотной точки 37, расположенной в От поворотной точки 37 граница идет на юго-юго-восток на протяжении 2,44 км до поворотной точки 50, расположенной в От поворотной точки 50 граница идет на востоко-юго-восток на протяжении 1,92 км до поворотной точки 55, расположенной в 3,32 км к югу от пересечения двух ЛЭП 110 кВ и в 0,92 км к западу от водохранилища.
От поворотной точки 55 граница идет на востоко-северо-восток на протяжении 1,23 км до поворотной точки 58, расположенной в 2,81 км к юго-юго-востоку от пересечения двух ЛЭП 110 кВ
От поворотной точки 58 граница идет на северо-северо-восток на протяжении 0,84 км до поворотной точки 59, расположенной в 2,16 км к юго-востоку от пересечения двух ЛЭП 110 кВ и в 1,68 км
От поворотной точки 59 граница идет на востоко-северо-восток на протяжении 0,78 км до поворотной точки 65, расположенной в 2,48 км к северо-западу от трубы под грунтовой дорогой и в 2,40 км
От поворотной точки 65 граница идет на северо-северо-восток на протяжении 1,42 км до поворотной точки 74, расположенной в 2,44 км к северо-западу от северной окраины деревни Золотое и в 2,37 км к востоку от пересечения двух ЛЭП 110 кВ.
От поворотной точки 74 граница идет на северо-восток на протяжении 0,74 км до поворотной точки 75, расположенной в От поворотной точки 75 граница идет на восток на протяжении 5,58 км до поворотной точки 86, расположенной в 4,49 км к востоко-северо-востоку от северной окраины деревни Золотое и в 3,10 км к северо-западу от пересечения грунтовой и полевой дорог.
От поворотной точки 86 граница идет на восток на протяжении 2,08 км до поворотной точки 96, расположенной в 4,50 км к западо-северо-западу от северного въезда в село Дундино и в 2,64 км
От поворотной точки 96 граница идет на юг на протяжении 5,05 км до поворотной точки 102, расположенной в 3,03 км к северо-северо-востоку от развилки грунтовой и полевой дорог и в 5,17 км к юго-западу от северного въезда в село Байдары.
От поворотной точки 102 граница идет на юг на протяжении 1,92 км до поворотной точки 103, расположенной в 4,51 км к юго-западу от северного въезда в село Байдары и в 2,45 км
От поворотной точки 103 граница идет на восток на протяжении 1,02 км до поворотной точки 108, расположенной в От поворотной точки 108 граница идет на юг на протяжении 0,50 км до поворотной точки 109, расположенной в 3,69 км к востоко-северо-востоку от развилки грунтовой и полевой дорог и в 4,34 км к северо-востоку от северного берега озера Большое Буланое.
От поворотной точки 109 граница идет на восток на протяжении 1,83 км до поворотной точки 114, расположенной в От поворотной точки 114 граница идет на юг на протяжении 0,23 км до поворотной точки 115, расположенной в 1,84 км к западу от развилки полевых дорог и в 1,57 км к северо-востоку от развилки полевых дорог.
От поворотной точки 115 граница идет на восток на протяжении 6,39 км до поворотной точки 127, расположенной в 3,23 км к юго-западу от юго-западной окраины села Булдак и в 2,32 км к юго-западу от развилки полевых дорог.
От поворотной точки 127 граница идет на север на протяжении 8,35 км до поворотной точки 151, расположенной в 1,98 км
От поворотной точки 151 граница идет на северо-восток на протяжении 0,93 км до поворотной точки 152, расположенной в От поворотной точки 152 граница идет на востоко-северо-восток на протяжении 1,04 км до поворотной точки 157, расположенной в 2,35 км к западо-северо-западу от развилки грунтовой и полевой дорог и в 0,39 км к юго-юго-востоку от развилки грунтовой и полевой дорог.
От поворотной точки 157 граница идет на юго-восток на протяжении 0,58 км до поворотной точки 161, расположенной в От поворотной точки 161 граница идет на восток на протяжении 0,13 км до поворотной точки 162, расположенной в От поворотной точки 162 граница идет на юго-восток на протяжении 0,28 км до поворотной точки 163, расположенной в От поворотной точки 163 граница идет на восток на протяжении 1,28 км до поворотной точки 172, расположенной
От поворотной точки 172 граница идет на юго-восток на протяжении 0,27 км до поворотной точки 173, расположенной в От поворотной точки 173 граница идет на востоко-юго-восток на протяжении 0,88 км до поворотной точки 178, расположенной в 3,60 км к северо-северо-западу от развилки грунтовых дорог
От поворотной точки 178 граница идет на восток на протяжении 0,69 км до поворотной точки 179, расположенной
От поворотной точки 179 граница идет на восток на протяжении 0,40 км до узловой точки 180, обозначающей место пересечения границ муниципальных образований Половинского, Варгашинского и Лебяжьевского районов Курганской области, расположенной на озере Калмацкое в 4,73 км к западу от западной окраины села Хутора и в 3,64 км к северу от развилки грунтовых дорог.
Граница между муниципальными образованиями
Половинским и Лебяжьевским районами Курганской области
(протяженность границы — 54,63 км)
От узловой точки 180, обозначающей место пересечения границ муниципальных образований Половинского, Варгашинского и Лебяжьевского районов Курганской области, расположенной
От поворотной точки 187 граница идет на юго-юго-запад на протяжении 2,69 км до поворотной точки 193, расположенной
От поворотной точки 193 граница идет на востоко-юго-восток на протяжении 4,97 км до поворотной точки 205, расположенной в 5,55 км к юго-востоку от пересечения двух ЛЭП 35 кВ и в 2,29 км к юго-юго-западу от развилки грунтовых дорог.
От поворотной точки 205 граница идет на северо-северо-восток на протяжении 1,08 км до поворотной точки 207, расположенной в 5,05 км к юго-востоку от пересечения двух ЛЭП 35 кВ и в 1,18 км к юго-юго-западу от развилки грунтовых дорог.
От поворотной точки 207 граница идет на востоко-северо-восток на протяжении 0,99 км до поворотной точки 209, расположенной в 2,83 км к юго-западу от развилки грунтовой
От поворотной точки 209 граница идет на восток на протяжении 5,84 км до поворотной точки 218, расположенной в От поворотной точки 218 граница идет на востоко-юго-восток на протяжении 2,51 км до поворотной точки 223, расположенной на озере Большой Невидим в 6,13 км к северо-северо-западу
От поворотной точки 223 граница идет на юг на протяжении 1,59 км до поворотной точки 224, расположенной на озере Большой Невидим в 4,90 км к востоко-северо-востоку от северной окраины деревни Гусинное и в 4,39 км к северо-северо-западу от развилки грунтовой и полевой дорог.
От поворотной точки 224 граница идет на восток на протяжении 3,55 км до поворотной точки 230, расположенной в От поворотной точки 230 граница идет на юг на протяжении 2,65 км до поворотной точки 231, расположенной в 2,35 км к западу от развилки грунтовых дорог и в 1,51 км к северо-востокуот развилки грунтовой и полевой дорог.
От поворотной точки 231 граница идет на юго-юго-восток на протяжении 0,79 км до поворотной точки 232, расположенной в От поворотной точки 232 граница идет на востоко-северо-восток на протяжении 3,31 км до поворотной точки 236, расположенной в 2,75 км к западо-юго-западу от озера Чистое и в 1,05 км к востоку от развилки грунтовых дорог.
От поворотной точки 236 граница идет на востоко-северо-восток на протяжении 1,56 км до поворотной точки 240, расположенной в 3,59 км к северо-северо-востоку от озера Чистое и в 2,56 км к востоко-северо-востоку от развилки грунтовых дорог.
От поворотной точки 240 граница идет на юго-восток на протяжении 6,38 км до поворотной точки 254, расположенной в От поворотной точки 254 граница идет на восток на протяжении 7,70 км до поворотной точки 267, расположенной в От поворотной точки 267 граница идет на восток на протяжении 1,00 км до узловой точки 268, обозначающей место пересечения границ муниципальных образований Половинского, Макушинского и Лебяжьевского районов Курганской области, расположенной в 5,61 км к востоко-северо-востоку от пересечения грунтовых дорог и в 3,34 км к западу от поворотной опоры
Граница между муниципальными образованиями
Половинским и Макушинским районами Курганской области
(протяженность границы — 21,37 км)
От узловой точки 268, обозначающей место пересечения границ муниципальных образований Половинского, Макушинского и Лебяжьевского районов Курганской области, расположенной в От поворотной точки 289 граница идет на восток на протяжении 4,97 км до поворотной точки 303, расположенной в От поворотной точки 303 граница идет на юг на протяжении 7,41 км до узловой точки 317, обозначающей место пересечения границ муниципальных образований Половинского, Макушинского районов Курганской области и Республики Казахстан, расположенной в 6,39 км к юго-юго-западу от развилки грунтовых дорог и в 4,12 км к юго-юго-востоку от юго-восточной окраины села Привольное.
Граница между муниципальным образованием Половинским районом
Курганской области и Республикой Казахстан
(протяженность границы — 104,39 км)
От узловой точки 317, обозначающей место пересечения границ муниципальных образований Половинского, Макушинского районов Курганской области и Республики Казахстан, расположенной в 6,39 км к юго-юго-западу от развилки грунтовых дорог и в 4,12 км к юго-юго-востоку от юго-восточной окраины села Привольное, граница идет на западо-юго-запад на протяжении 104,39 км по границе Республики Казахстан до узловой точки 538, обозначающей место пересечения границ муниципальных образований Половинского, Притобольного районов Курганской области и Республики Казахстан, расположенной в 5,83 км к западо-северо-западу от западной окраины деревни Романово и в 2,52 км к востоко-северо-востоку от развилки грунтовых дорог.
Граница между муниципальными образованиями
Половинским и Притобольным районами Курганской области
(протяженность границы — 63,53 км)
От узловой точки 538, обозначающей место пересечения границ муниципальных образований Половинского, Притобольного районов Курганской области и Республики Казахстан, расположенной в 5,83 км к западо-северо-западу от западной окраины деревни Романово и в 2,52 км к востоко-северо-востоку от развилки грунтовых дорог, граница идет на северо-восток на протяжении 8,18 км до поворотной точки 561, расположенной в От поворотной точки 561 граница идет на северо-северо-восток на протяжении 3,23 км до поворотной точки 578, расположенной в 5,68 км к востоко-северо-востоку от плотины через реку Нижняя Алабуга и в 1,60 км к западу от развилки полевых дорог.
От поворотной точки 578 граница идет на северо-северо-запад на протяжении 3,54 км до поворотной точки 588, расположенной в 6,56 км к западу от поворотной опоры ЛЭП 10 кВ и в 1,28 км к северо-востоку от развилки грунтовой и полевой дорог.
От поворотной точки 588 граница идет на северо-восток на протяжении 1,24 км до поворотной точки 591, расположенной в От поворотной точки 591 граница идет на северо-северо-запад на протяжении 3,93 км до поворотной точки 606, расположенной в 3,14 км к западо-юго-западу от стыка ЛЭП 220 кВ и ЛЭП 110 кВ и в 2,29 км к юго-юго-востоку от водохранилища.
От поворотной точки 606 граница идет на северо-северо-восток на протяжении 2,14 км до поворотной точки 614, расположенной
От поворотной точки 614 граница идет на западо-северо-запад на протяжении 4,59 км до поворотной точки 629, расположенной в 0,83 км к западо-северо-западу от развилки грунтовых дорог и в 0,80 км к западо-юго-западу от юго-западной окраины деревни Александровка.
От поворотной точки 629 граница идет на северо-северо-восток на протяжении 3,48 км до поворотной точки 636, расположенной в 2,87 км к юго-востоку от развилки грунтовых дорог и в 1,54 км
От поворотной точки 636 граница идет на востоко-северо-восток на протяжении 7,11 км до поворотной точки 654, расположенной в 3,11 км к западу от развилки грунтовых дорог и в 1,33 км к северо-западу от развилки грунтовой и полевой дорог.
От поворотной точки 654 граница идет на юго-восток на протяжении 1,33 км до поворотной точки 661, расположенной на развилке грунтовой и полевой дорог в 3,75 км к юго-востоку от водохранилища и в 2,27 км к западо-юго-западу от развилки грунтовых дорог.
От поворотной точки 661 граница идет на востоко-северо-восток на протяжении 1,94 км до поворотной точки 666, расположенной на грунтовой дороге в 1,87 км к востоко-северо-востоку от развилки грунтовой и полевой дорог и в 0,37 км к западо-юго-западу от развилки грунтовых дорог.
От поворотной точки 666 граница идет на север на протяжении 1,89 км до поворотной точки 674, расположенной в 4,19 км к востоку от водохранилища и в 0,64 км к западо-северо-западу от развилки грунтовых дорог.
От поворотной точки 674 граница идет на северо-запад на протяжении 1,79 км до поворотной точки 679, расположенной в От поворотной точки 679 граница идет на северо-запад на протяжении 1,31 км до поворотной точки 681, расположенной в От поворотной точки 681 граница идет на западо-северо-запад на протяжении 0,77 км до поворотной точки 683, расположенной в 2,86 км к северо-северо-востоку от водохранилища и в 2,50 км к западу от развилки полевых дорог.
От поворотной точки 683 граница идет на север на протяжении 0,76 км до поворотной точки 688, расположенной в 3,49 км к северо-северо-востоку от водохранилища и в 2,78 км к западо-северо-западу от развилки полевых дорог.
От поворотной точки 688 граница идет на северо-запад на протяжении 0,52 км до поворотной точки 694, расположенной в От поворотной точки 694 граница идет на северо-северо-запад на протяжении 2,75 км до поворотной точки 717, расположенной в 1,16 км к востоку от северной окраины деревни Комановкаи в 1,42 км к западо-северо-западу от развилки грунтовых дорог.
От поворотной точки 717 граница идет на северо-северо-запад на протяжении 1,86 км до поворотной точки 728, расположенной в 1,41 км к северо-северо-востоку от северной окраины деревни Комановка и в 1,01 км к западо-юго-западу от развилки грунтовой и полевой дорог.
От поворотной точки 728 граница идет на северо-северо-восток на протяжении 0,54 км до поворотной точки 735, расположенной в 2,39 км к востоко-юго-востоку от водохранилища и в 2,05 км к юго-западу от развилки полевых дорог.
От поворотной точки 735 граница идет на северо-северо-запад на протяжении 0,90 км до поворотной точки 747, расположенной
От поворотной точки 747 граница идет на северо-северо-запад на протяжении 0,87 км до поворотной точки 752, расположенной в 0,38 км к юго-юго-западу от развилки полевых дорог и в 1,92 км к северо-востоку от водохранилища.
От поворотной точки 752 граница идет на северо-запад на протяжении 4,79 км до поворотной точки 770, расположенной в От поворотной точки 770 граница идет на север на протяжении 4,07 км до узловой точки 787, обозначающей место пересечения границ муниципальных образований Половинского, Притобольного и Кетовского районов Курганской области, расположенной на полевой дороге в 6,78 км к западо-юго-западу от северо-западной окраины деревни Малодубровное и в 1,15 км к северо-востоку от поворотной опоры ЛЭП 110 кВ.
Граница между муниципальными образованиями
Половинским и Кетовским районами Курганской области
(протяженность границы — 10,79 км)
От узловой точки 787, обозначающей место пересечения границ муниципальных образований Половинского, Притобольного и Кетовского районов Курганской области, расположенной на полевой дороге в 6,78 км к западо-юго-западу от северо-западной окраины деревни Малодубровное и в 1,15 км к северо-востоку от поворотной опоры ЛЭП 110 кВ, граница идет на северо-северо-восток на протяжении 2,50 км до поворотной точки 792, расположенной в От поворотной точки 792 граница идет на север на протяжении 4,13 км до поворотной точки 800, расположенной в 1,65 км к западу от трубы под грунтовой дорогой и в 0,68 км к северу от озера Зимино.
От поворотной точки 800 граница идет на северо-северо-запад на протяжении 1,21 км до поворотной точки 802, расположенной в 1,60 км к западу от трубы под грунтовой дорогой и в 0,66 км к северо-востоку от развилки грунтовой и полевой дорог.
От поворотной точки 802 граница идет на востоко-северо-восток на протяжении 2,95 км до узловой точки 1, обозначающей место пересечения границ муниципальных образований Половинского, Кетовского и Варгашинского районов Курганской области, расположенной на краю леса в 1,48 км к северо-востоку
Приложение 2
к Закону Курганской области
от 29 декабря 2018 года № 179
Об установлении границ муниципального образования
Половинского района
Курганской области
Графическое описание местоположения (план)
границ муниципального образования
Половинского района Курганской области
<img src="data:image/png;base64,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" height="663" width="602"></img>
Приложение 3
к Закону Курганской области
от 29 декабря 2018 года № 179
Об установлении границ муниципального
образования Половинского района
Курганской области
Перечень координат характерных точек границ муниципального образования Половинского района Курганской области
|
Обозначение характерных точек границ |
Координаты, м |
|
X |
Y |
|
1 |
404095,75 |
3210897,38 |
|
2 |
404011,46 |
3210972,69 |
|
3 |
403955,97 |
3211006,64 |
|
4 |
403523,00 |
3211242,00 |
|
5 |
403317,00 |
3211370,00 |
|
6 |
403102,18 |
3211525,60 |
|
7 |
402511,16 |
3211880,23 |
|
8 |
402382,10 |
3211947,87 |
|
9 |
402292,74 |
3211990,42 |
|
10 |
402206,00 |
3212042,01 |
|
11 |
401863,01 |
3212247,01 |
|
12 |
401809,00 |
3212281,01 |
|
13 |
401438,02 |
3212508,00 |
|
14 |
401391,54 |
3212547,27 |
|
15 |
401313,17 |
3212594,21 |
|
16 |
401217,24 |
3212728,42 |
|
17 |
401114,28 |
3212870,56 |
|
18 |
401033,66 |
3212982,68 |
|
19 |
400917,02 |
3213149,77 |
|
20 |
400876,87 |
3213207,20 |
|
21 |
400788,26 |
3213340,60 |
|
22 |
400732,17 |
3213420,21 |
|
23 |
400723,55 |
3213432,20 |
|
24 |
399996,94 |
3214440,89 |
|
25 |
399908,74 |
3214563,30 |
|
26 |
399578,71 |
3215023,47 |
|
27 |
399504 , 43 |
3215127,00 |
|
28 |
399272 , 98 |
3215451,76 |
|
29 |
399202 , 92 |
3215550,04 |
|
30 |
399179 , 21 |
3215583,30 |
|
31 |
399087 , 12 |
3215712,48 |
|
32 |
399047 , 92 |
3215767,47 |
|
33 |
399033,88 |
3215787,18 |
|
34 |
399031,30 |
3215790,80 |
|
35 |
398989 , 25 |
3215849,80 |
|
36 |
398925 , 42 |
3215939,29 |
|
37 |
398864 , 84 |
3216024,33 |
|
38 |
398765,50 |
3216074,89 |
|
39 |
398642 , 69 |
3216137,44 |
|
40 |
398377 , 12 |
3216271,42 |
|
41 |
398298,63 |
3216311,37 |
|
42 |
398294 , 97 |
3216313,24 |
|
43 |
398271 , 63 |
3216325,13 |
|
44 |
398141 , 26 |
3216364,57 |
|
45 |
397822 , 48 |
3216553,53 |
|
46 |
397591 , 99 |
3216671,71 |
|
47 |
397460 , 02 |
3216740,22 |
|
48 |
397183 , 99 |
3216850,61 |
|
49 |
397137 , 68 |
3216879,29 |
|
50 |
396682 , 03 |
3217111,16 |
|
51 |
396331 , 79 |
3217605,78 |
|
52 |
396037 , 71 |
3217993,66 |
|
53 |
396014 , 61 |
3218024,23 |
|
54 |
395635 , 21 |
3218536,06 |
|
55 |
395542 , 71 |
3218660,84 |
|
56 |
395858 , 54 |
3219186,36 |
|
57 |
395884 , 28 |
3219230,32 |
|
58 |
396178 , 60 |
3219707,90 |
|
59 |
396992 , 87 |
3219930,48 |
|
60 |
397157 , 70 |
3220266,88 |
|
61 |
397183,66 |
3220321,12 |
|
62 |
397255 , 32 |
3220466,39 |
|
63 |
397305 , 19 |
3220570,58 |
|
64 |
397318 , 12 |
3220593,36 |
|
65 |
397334 , 66 |
3220626,79 |
|
66 |
397372 , 09 |
3220645,39 |
|
67 |
397432 , 58 |
3220674,93 |
|
68 |
397557 , 04 |
3220734,42 |
|
69 |
397684 , 74 |
3220788,01 |
|
70 |
397974 , 64 |
3220892,09 |
|
71 |
397991 , 80 |
3220901,01 |
|
72 |
398059 , 27 |
3220922,64 |
|
73 |
398261 , 85 |
3220998,02 |
|
74 |
398664 , 20 |
3221117,90 |
|
75 |
399237 , 30 |
3221588,65 |
|
76 |
399155 , 62 |
3222104,62 |
|
77 |
399143 , 96 |
3222231,61 |
|
78 |
399118 , 93 |
3222494,45 |
|
79 |
399086 , 45 |
3222700,17 |
|
80 |
399045 , 57 |
3223010,03 |
|
81 |
399017 , 52 |
3223213,87 |
|
82 |
398860 , 64 |
3224245,20 |
|
83 |
398599 , 00 |
3225975,00 |
|
84 |
398592 , 00 |
3226000,00 |
|
85 |
398555 , 66 |
3226223,01 |
|
86 |
398419 , 96 |
3227107,57 |
|
87 |
398431 , 00 |
3227593,00 |
|
88 |
398434 , 00 |
3227696,00 |
|
89 |
398444 , 04 |
3228085,08 |
|
90 |
398445 , 93 |
3228169,36 |
|
91 |
398444 , 72 |
3228196,47 |
|
92 |
398450 , 42 |
3228329,92 |
|
93 |
398451 , 58 |
3228378,55 |
|
94 |
398456 , 43 |
3228660,78 |
|
95 |
398466 , 17 |
3229029,67 |
|
96 |
398465 , 91 |
3229182,49 |
|
97 |
396716 , 57 |
3228953,56 |
|
98 |
396297 , 31 |
3228899,15 |
|
99 |
395610 , 94 |
3228799,31 |
|
100 |
394515 , 09 |
3228650,44 |
|
101 |
393986 , 13 |
3228576,71 |
|
102 |
393458 , 66 |
3228501,55 |
|
103 |
392435 , 79 |
3228505,18 |
|
104 |
392416,33 |
3228671,87 |
|
105 |
392307,45 |
3229490,02 |
|
106 |
392278,09 |
3229696,18 |
|
107 |
392254,67 |
3229846,62 |
|
108 |
392181,92 |
3230409,41 |
|
109 |
391688,43 |
3230340,92 |
|
110 |
391648,48 |
3230609,06 |
|
111 |
391627,61 |
3230765,19 |
|
112 |
391545,72 |
3231339,89 |
|
113 |
391451,61 |
3231996,67 |
|
114 |
391434,87 |
3232155,77 |
|
115 |
391210,67 |
3232127,97 |
|
116 |
391150,47 |
3232641,11 |
|
117 |
391064,43 |
3233411,79 |
|
118 |
390879,18 |
3234908,66 |
|
119 |
390817,22 |
3235404,19 |
|
120 |
390757,40 |
3235899,77 |
|
121 |
390724,51 |
3236129,66 |
|
122 |
390690,95 |
3236424,49 |
|
123 |
390636,80 |
3236923,08 |
|
124 |
390575,93 |
3237421,96 |
|
125 |
390542,52 |
3237679,57 |
|
126 |
390518,87 |
3237916,43 |
|
127 |
390446,01 |
3238471,40 |
|
128 |
391169,90 |
3238563,46 |
|
129 |
391300,91 |
3238579,71 |
|
130 |
391934,64 |
3238669,47 |
|
131 |
392926,48 |
3238792,08 |
|
132 |
393344,78 |
3238849,53 |
|
133 |
393514,04 |
3238875,31 |
|
134 |
393590,48 |
3238890,05 |
|
135 |
393724,43 |
3238909,57 |
|
136 |
393847,73 |
3238926,91 |
|
137 |
393926,45 |
3238939,87 |
|
138 |
394009,83 |
3238926,74 |
|
139 |
394436,76 |
3238985,80 |
|
140 |
394558,70 |
3239000,98 |
|
141 |
394741,44 |
3239024,97 |
|
142 |
394884,76 |
3239043,26 |
|
143 |
395012,24 |
3239059,46 |
|
144 |
395023,74 |
3239061,01 |
|
145 |
395959,94 |
3239194,18 |
|
146 |
397338,70 |
3239380,29 |
|
147 |
397901,00 |
3239451,00 |
|
148 |
398012,00 |
3239464,00 |
|
149 |
398131,00 |
3239482,00 |
|
150 |
398677,00 |
3239554,00 |
|
151 |
398721,13 |
3239562,77 |
|
152 |
399277,35 |
3240305,03 |
|
153 |
399309,17 |
3240644,28 |
|
154 |
399324,39 |
3240816,15 |
|
155 |
399335,17 |
3240890,97 |
|
156 |
399347,23 |
3241019,91 |
|
157 |
399504,17 |
3241299,57 |
|
158 |
399207,57 |
3241548,53 |
|
159 |
399180,27 |
3241571,68 |
|
160 |
399127,27 |
3241616,60 |
|
161 |
399064,03 |
3241670,24 |
|
162 |
399063,66 |
3241801,47 |
|
163 |
398872,83 |
3242004,00 |
|
164 |
398872,80 |
3242043,87 |
|
165 |
398874,52 |
3242096,58 |
|
166 |
398877,36 |
3242184,04 |
|
167 |
398880,00 |
3242264,89 |
|
168 |
398886,20 |
3242454,47 |
|
169 |
398886,84 |
3242546,25 |
|
170 |
398888,53 |
3242655,91 |
|
171 |
398887,76 |
3242714,11 |
|
172 |
398880,61 |
3243284,25 |
|
173 |
398714,26 |
3243497,57 |
|
174 |
398667,56 |
3243654,17 |
|
175 |
398634,11 |
3243769,80 |
|
176 |
398628,27 |
3243809,70 |
|
177 |
398521,13 |
3244193,27 |
|
178 |
398479,98 |
3244343,43 |
|
179 |
398463,80 |
3245037,64 |
|
180 |
398454,47 |
3245437,83 |
|
181 |
395268,11 |
3245098,14 |
|
182 |
393377,50 |
3244911,47 |
|
183 |
392919,07 |
3244861,45 |
|
184 |
392684,16 |
3244835,87 |
|
185 |
391882,24 |
3244755,16 |
|
186 |
390782,60 |
3244641,19 |
|
187 |
390474,18 |
3244616,69 |
|
188 |
390139,15 |
3244432,40 |
|
189 |
389945,22 |
3244329,76 |
|
190 |
389657,87 |
3244175,88 |
|
191 |
389389,71 |
3244029,19 |
|
192 |
388754,08 |
3243698,98 |
|
193 |
388095,13 |
3243354,65 |
|
194 |
387984,91 |
3243849,39 |
|
195 |
387937,82 |
3244069,53 |
|
196 |
387877,18 |
3244337,24 |
|
197 |
387784,76 |
3244765,76 |
|
198 |
387684,77 |
3245216,64 |
|
199 |
387588,54 |
3245657,98 |
|
200 |
387485,25 |
3246145,87 |
|
201 |
387438,88 |
3246364,23 |
|
202 |
387382,41 |
3246626,55 |
|
203 |
387275,42 |
3247120,36 |
|
204 |
387173,35 |
3247605,58 |
|
205 |
387048,70 |
3248212,36 |
|
206 |
387529,36 |
3248461,48 |
|
207 |
388012,12 |
3248691,69 |
|
208 |
388113,17 |
3249182,26 |
|
209 |
388216,61 |
3249664,33 |
|
210 |
388198,60 |
3250429,96 |
|
211 |
388165,38 |
3251628,15 |
|
212 |
388143,68 |
3252396,06 |
|
213 |
388118,64 |
3253143,07 |
|
214 |
388114,81 |
3253234,01 |
|
215 |
388101,52 |
3253549,85 |
|
216 |
388146,60 |
3254406,70 |
|
217 |
388169,86 |
3254952,14 |
|
218 |
388128,76 |
3255500,00 |
|
219 |
387843,24 |
3255870,14 |
|
220 |
387820,54 |
3255895,64 |
|
221 |
387605,08 |
3256143,37 |
|
222 |
386690,88 |
3257034,18 |
|
223 |
386397,88 |
3257310,70 |
|
224 |
384810,74 |
3257272,76 |
|
225 |
384797,14 |
3258478,52 |
|
226 |
384795,04 |
3258643,65 |
|
227 |
384765,75 |
3259427,32 |
|
228 |
384748,68 |
3259891,44 |
|
229 |
384746,97 |
3259977,34 |
|
230 |
384719,51 |
3260823,25 |
|
231 |
382091,96 |
3260484,24 |
|
232 |
381337,70 |
3260705,64 |
|
233 |
381619,96 |
3261323,14 |
|
234 |
381735,79 |
3261720,89 |
|
235 |
382171,63 |
3263276,15 |
|
236 |
382332,97 |
3263850,89 |
|
237 |
382555,83 |
3264230,76 |
|
238 |
382877,16 |
3264757,44 |
|
239 |
382999,28 |
3264960,16 |
|
240 |
383137,92 |
3265190,22 |
|
241 |
382692,41 |
3265579,39 |
|
242 |
382540,47 |
3265709,60 |
|
243 |
382070,82 |
3266127,78 |
|
244 |
381573,82 |
3266474,59 |
|
245 |
381132,38 |
3266786,04 |
|
246 |
380752,60 |
3267067,14 |
|
247 |
380494,08 |
3267265,54 |
|
248 |
380121,80 |
3267536,68 |
|
249 |
379734,98 |
3267822,56 |
|
250 |
379541,90 |
3267966,46 |
|
251 |
379176,30 |
3268243,29 |
|
252 |
378846,52 |
3268481,47 |
|
253 |
378385,24 |
3268770,54 |
|
254 |
378031,20 |
3269000,96 |
|
255 |
377889,36 |
3269644,64 |
|
256 |
377793,26 |
3270226,86 |
|
257 |
377752,32 |
3270457,90 |
|
258 |
377731,92 |
3271327,18 |
|
259 |
377682,56 |
3271671,68 |
|
260 |
377647,00 |
3271988,01 |
|
261 |
377614,64 |
3272237,90 |
|
262 |
377561,08 |
3272667,18 |
|
263 |
377426,96 |
3273653,29 |
|
264 |
377310,30 |
3274562,71 |
|
265 |
377241,24 |
3275047,48 |
|
266 |
377157,77 |
3275637,88 |
|
267 |
377023,88 |
3276631,15 |
|
268 |
376995,88 |
3277629,77 |
|
269 |
374182,40 |
3277554,43 |
|
270 |
373995,48 |
3277548,08 |
|
271 |
373764,59 |
3277545,72 |
|
272 |
373615,97 |
3277539,76 |
|
273 |
373444,48 |
3277532,44 |
|
274 |
373399,52 |
3277531,40 |
|
275 |
373163,84 |
3277526,96 |
|
276 |
372980,94 |
3277522,42 |
|
277 |
372740,10 |
3277515,60 |
|
278 |
372666,97 |
3277513,26 |
|
279 |
372189,80 |
3277495,93 |
|
280 |
372009,44 |
3277489,23 |
|
281 |
371800,05 |
3277485,04 |
|
282 |
371472,00 |
3277481,00 |
|
283 |
370253,24 |
3277448,10 |
|
284 |
369794,72 |
3277439,79 |
|
285 |
369005,00 |
3277430,00 |
|
286 |
368685,00 |
3277418,00 |
|
287 |
368567,52 |
3277417,87 |
|
288 |
368340,00 |
3277417,71 |
|
289 |
368011,00 |
3277412,00 |
|
290 |
368005,00 |
3277841,00 |
|
291 |
367993,13 |
3278214,75 |
|
292 |
367993,00 |
3278230,00 |
|
293 |
367985,00 |
3278565,00 |
|
294 |
367980,00 |
3278816,00 |
|
295 |
367956,55 |
3279938,37 |
|
296 |
367932,69 |
3280703,32 |
|
297 |
367921,34 |
3281490,78 |
|
298 |
367914,20 |
3281753,81 |
|
299 |
367906,12 |
3282051,73 |
|
300 |
367904,93 |
3282096,88 |
|
301 |
367903,30 |
3282155,23 |
|
302 |
367899,17 |
3282307,64 |
|
303 |
367896,14 |
3282378,16 |
|
304 |
367794,18 |
3282375,05 |
|
305 |
367104,44 |
3282357,70 |
|
306 |
366828,45 |
3282351,25 |
|
307 |
366097,05 |
3282335,45 |
|
308 |
365865,84 |
3282330,35 |
|
309 |
365852,33 |
3282329,23 |
|
310 |
364764,21 |
3282302,24 |
|
311 |
364234,43 |
3282286,92 |
|
312 |
363817,60 |
3282276,03 |
|
313 |
363652,74 |
3282277,31 |
|
314 |
362664,28 |
3282251,74 |
|
315 |
361935,86 |
3282235,48 |
|
316 |
361229,80 |
3282200,91 |
|
317 |
360482,04 |
3282200,91 |
|
318 |
360147,41 |
3281851,35 |
|
319 |
359767,06 |
3281452,05 |
|
320 |
359388,39 |
3281057,56 |
|
321 |
359338,74 |
3280901,17 |
|
322 |
359074,76 |
3280074,78 |
|
323 |
358973,05 |
3279768,16 |
|
324 |
358920,42 |
3279576,73 |
|
325 |
358670,83 |
3278795,99 |
|
326 |
358659,26 |
3278749,77 |
|
327 |
358691,03 |
3278680,05 |
|
328 |
358758,85 |
3278525,20 |
|
329 |
358818,76 |
3278394,22 |
|
330 |
358981,78 |
3278023,16 |
|
331 |
359029,11 |
3277923,69 |
|
332 |
359141,84 |
3277647,54 |
|
333 |
359214,65 |
3277480,29 |
|
334 |
359299,97 |
3277290,07 |
|
335 |
359336,99 |
3276922,21 |
|
336 |
359376,46 |
3276491,46 |
|
337 |
359419,72 |
3276055,27 |
|
338 |
359455,88 |
3275673,15 |
|
339 |
359392,97 |
3275429,25 |
|
340 |
359268,89 |
3274957,27 |
|
341 |
359256,89 |
3274911,54 |
|
342 |
359183,80 |
3274641,45 |
|
343 |
359393,62 |
3274114,55 |
|
344 |
359337,56 |
3274061,83 |
|
345 |
358983,74 |
3273721,54 |
|
346 |
358940,88 |
3273680,12 |
|
347 |
358824,82 |
3273217,31 |
|
348 |
358689,75 |
3272696,45 |
|
349 |
358577,06 |
3272254,77 |
|
350 |
358554,75 |
3272178,19 |
|
351 |
358550,05 |
3272159,82 |
|
352 |
358465,27 |
3271835,56 |
|
353 |
358437,15 |
3271727,93 |
|
354 |
358419,83 |
3271662,54 |
|
355 |
358284,22 |
3271144,28 |
|
356 |
358149,84 |
3270626,00 |
|
357 |
358024,71 |
3270110,07 |
|
358 |
357895,86 |
3269579,26 |
|
359 |
357747,50 |
3268979,48 |
|
360 |
357646,86 |
3268548,02 |
|
361 |
357498,67 |
3267931,31 |
|
362 |
357273,52 |
3266984,55 |
|
363 |
357175,22 |
3266595,76 |
|
364 |
357129,84 |
3266407,42 |
|
365 |
357096,03 |
3266273,09 |
|
366 |
357085,19 |
3266227,66 |
|
367 |
357040,25 |
3266041,30 |
|
368 |
356995,78 |
3265856,58 |
|
369 |
356764,31 |
3264917,17 |
|
370 |
356647,76 |
3264406,19 |
|
371 |
356517,68 |
3263877,40 |
|
372 |
356388,14 |
3263353,08 |
|
373 |
355900,69 |
3261286,48 |
|
374 |
355713,00 |
3260558,99 |
|
375 |
355592,80 |
3260081,99 |
|
376 |
355487,93 |
3259662,39 |
|
377 |
355477,63 |
3259481,97 |
|
378 |
355039,05 |
3257772,78 |
|
379 |
354840,47 |
3257190,01 |
|
380 |
354592,25 |
3256486,41 |
|
381 |
354312,48 |
3255655,62 |
|
382 |
354180,15 |
3255266,14 |
|
383 |
354054,94 |
3254897,68 |
|
384 |
353698,51 |
3253855,88 |
|
385 |
353444,45 |
3253112,74 |
|
386 |
353413,70 |
3253075,76 |
|
387 |
353079,57 |
3252100,98 |
|
388 |
353062,13 |
3252012,46 |
|
389 |
352856,48 |
3251434,10 |
|
390 |
352463,48 |
3250336,73 |
|
391 |
352159,13 |
3249445,52 |
|
392 |
351817,20 |
3248434,90 |
|
393 |
350555,77 |
3244750,47 |
|
394 |
350297,72 |
3243997,46 |
|
395 |
349772,12 |
3242486,54 |
|
396 |
349712,81 |
3242311,56 |
|
397 |
349677,73 |
3242201,24 |
|
398 |
349592,51 |
3241954,79 |
|
399 |
349513,28 |
3241722,27 |
|
400 |
349445,22 |
3241518,05 |
|
401 |
349373,48 |
3241313,54 |
|
402 |
349309,46 |
3241141,78 |
|
403 |
349223,68 |
3240889,38 |
|
404 |
349045,07 |
3240389,28 |
|
405 |
349020,34 |
3240314,31 |
|
406 |
348878,69 |
3239884,94 |
|
407 |
348699,17 |
3239370,03 |
|
408 |
348463,08 |
3238670,05 |
|
409 |
348274,42 |
3238131,89 |
|
410 |
348166,03 |
3237813,16 |
|
411 |
347965,94 |
3237215,50 |
|
412 |
347741,78 |
3236570,42 |
|
413 |
347095,17 |
3234607,21 |
|
414 |
346909,84 |
3234071,55 |
|
415 |
346729,64 |
3233562,46 |
|
416 |
346725,29 |
3233550,18 |
|
417 |
346722,96 |
3233543,61 |
|
418 |
346720,02 |
3233535,29 |
|
419 |
346708,57 |
3233502,97 |
|
420 |
346701,93 |
3233484,24 |
|
421 |
346696,60 |
3233469,23 |
|
422 |
346690,59 |
3233452,27 |
|
423 |
346685,38 |
3233437,58 |
|
424 |
346679,46 |
3233420,87 |
|
425 |
346674,70 |
3233407,42 |
|
426 |
346668,88 |
3233390,99 |
|
427 |
346624,62 |
3233265,70 |
|
428 |
346665,09 |
3233205,53 |
|
429 |
347197,74 |
3232392,51 |
|
430 |
347404,64 |
3232077,02 |
|
431 |
347561,39 |
3231839,07 |
|
432 |
347977,69 |
3231201,28 |
|
433 |
348092,83 |
3231026,26 |
|
434 |
348464,37 |
3231082,81 |
|
435 |
348606,74 |
3231103,15 |
|
436 |
349272,62 |
3231211,06 |
|
437 |
349293,48 |
3231221,97 |
|
438 |
349700,77 |
3231281,77 |
|
439 |
351353,89 |
3231518,46 |
|
440 |
352767,56 |
3231719,13 |
|
441 |
354087,23 |
3231918,17 |
|
442 |
354156,66 |
3231925,73 |
|
443 |
356015,39 |
3232198,49 |
|
444 |
356195,45 |
3232225,05 |
|
445 |
356876,65 |
3232333,35 |
|
446 |
356670,56 |
3231382,28 |
|
447 |
356555,46 |
3230896,00 |
|
448 |
356437,14 |
3230409,20 |
|
449 |
356320,81 |
3229924,93 |
|
450 |
356245,48 |
3229603,33 |
|
451 |
356131,50 |
3229110,57 |
|
452 |
355803,25 |
3227653,26 |
|
453 |
355688,06 |
3227162,49 |
|
454 |
355566,58 |
3226679,66 |
|
455 |
355346,75 |
3225703,01 |
|
456 |
355233,42 |
3225209,52 |
|
457 |
355110,36 |
3224716,37 |
|
458 |
355003,12 |
3224231,21 |
|
459 |
354892,60 |
3223744,19 |
|
460 |
354819,90 |
3223438,93 |
|
461 |
354352,19 |
3223326,46 |
|
462 |
353914,59 |
3223221,23 |
|
463 |
353057,79 |
3223021,01 |
|
464 |
352816,12 |
3222964,17 |
|
465 |
352606,64 |
3222913,73 |
|
466 |
352347,23 |
3222851,25 |
|
467 |
351899,00 |
3222759,36 |
|
468 |
351550,55 |
3222687,91 |
|
469 |
350799,74 |
3222576,53 |
|
470 |
350703,20 |
3222562,20 |
|
471 |
350670,09 |
3222557,32 |
|
472 |
349973,10 |
3222453,90 |
|
473 |
349361,99 |
3222030,50 |
|
474 |
349122,59 |
3221881,01 |
|
475 |
349086,29 |
3221860,00 |
|
476 |
349002,52 |
3221811,61 |
|
477 |
348982,66 |
3221797,73 |
|
478 |
348636,60 |
3221597,67 |
|
479 |
348126,22 |
3221298,02 |
|
480 |
347991,69 |
3221174,58 |
|
481 |
347584,96 |
3220939,40 |
|
482 |
346661,51 |
3220364,63 |
|
483 |
346751,11 |
3219827,15 |
|
484 |
346846,40 |
3219285,60 |
|
485 |
345771,00 |
3219095,34 |
|
486 |
345520,67 |
3219052,96 |
|
487 |
345203,79 |
3218635,18 |
|
488 |
345141,65 |
3218268,40 |
|
489 |
344902,95 |
3217008,41 |
|
490 |
345192,67 |
3216439,35 |
|
491 |
345434,71 |
3215934,01 |
|
492 |
345667,85 |
3215482,23 |
|
493 |
345917,80 |
3214979,93 |
|
494 |
346029,93 |
3214759,05 |
|
495 |
346091,19 |
3214640,00 |
|
496 |
346149,41 |
3214520,42 |
|
497 |
346288,91 |
3214255,18 |
|
498 |
346548,24 |
3213785,77 |
|
499 |
346797,59 |
3213330,97 |
|
500 |
347062,52 |
3212826,84 |
|
501 |
347104,22 |
3212747,03 |
|
502 |
347271,84 |
3212426,25 |
|
503 |
347330,55 |
3212393,70 |
|
504 |
347374,23 |
3212317,78 |
|
505 |
347588,96 |
3211917,17 |
|
506 |
347699,28 |
3211709,07 |
|
507 |
347834,89 |
3211454,61 |
|
508 |
348347,05 |
3210517,98 |
|
509 |
348856,19 |
3209587,86 |
|
510 |
348660,78 |
3209296,49 |
|
511 |
348611,83 |
3209226,81 |
|
512 |
348769,72 |
3208044,60 |
|
513 |
348620,05 |
3207533,34 |
|
514 |
348566,43 |
3207403,94 |
|
515 |
348553,79 |
3207372,35 |
|
516 |
348442,02 |
3207103,49 |
|
517 |
348483,37 |
3205534,58 |
|
518 |
348489,61 |
3205256,46 |
|
519 |
348504,02 |
3204392,57 |
|
520 |
348848,94 |
3204043,14 |
|
521 |
348995,50 |
3203895,28 |
|
522 |
349335,39 |
3203560,31 |
|
523 |
349566,62 |
3203332,87 |
|
524 |
349737,61 |
3203164,69 |
|
525 |
349803,39 |
3203099,99 |
|
526 |
349873,14 |
3203031,38 |
|
527 |
349889,28 |
3203015,50 |
|
528 |
349900,50 |
3202979,19 |
|
529 |
350001,64 |
3202651,66 |
|
530 |
350137,93 |
3202210,21 |
|
531 |
350159,96 |
3202143,13 |
|
532 |
350308,05 |
3201691,87 |
|
533 |
350336,02 |
3201606,66 |
|
534 |
350357,68 |
3201540,62 |
|
535 |
350472,29 |
3201197,42 |
|
536 |
350493,27 |
3201142,92 |
|
537 |
350639,72 |
3200707,87 |
|
538 |
350670,39 |
3200434,68 |
|
539 |
351009,82 |
3200799,56 |
|
540 |
351332,92 |
3201185,04 |
|
541 |
351572,51 |
3201454,73 |
|
542 |
351665,54 |
3201562,46 |
|
543 |
352085,88 |
3202028,43 |
|
544 |
352425,86 |
3202389,42 |
|
545 |
352769,14 |
3202752,87 |
|
546 |
353125,80 |
3203105,59 |
|
547 |
353246,05 |
3203222,56 |
|
548 |
353275,10 |
3203251,39 |
|
549 |
353483,10 |
3203458,30 |
|
550 |
353517,00 |
3203491,70 |
|
551 |
353676,25 |
3203650,78 |
|
552 |
353835,86 |
3203811,73 |
|
553 |
354182,99 |
3204172,51 |
|
554 |
354241,58 |
3204226,34 |
|
555 |
354519,59 |
3204506,25 |
|
556 |
354639,02 |
3204629,17 |
|
557 |
354889,98 |
3204885,21 |
|
558 |
355199,55 |
3205159,31 |
|
559 |
355578,84 |
3205507,47 |
|
560 |
356047,35 |
3205928,53 |
|
561 |
356401,94 |
3206268,34 |
|
562 |
356488,75 |
3206302,56 |
|
563 |
356504,65 |
3206308,91 |
|
564 |
356922,23 |
3206481,85 |
|
565 |
357413,87 |
3206661,13 |
|
566 |
357898,78 |
3206834,09 |
|
567 |
358413,12 |
3207011,43 |
|
568 |
358454,39 |
3207027,26 |
|
569 |
358914,27 |
3207181,97 |
|
570 |
358961,85 |
3207198,02 |
|
571 |
358961,81 |
3207203,78 |
|
572 |
358991,42 |
3207224,04 |
|
573 |
358996,54 |
3207216,12 |
|
574 |
359173,88 |
3207274,12 |
|
575 |
359185,81 |
3207278,12 |
|
576 |
359190,46 |
3207279,68 |
|
577 |
359331,95 |
3207327,04 |
|
578 |
359431,28 |
3207360,46 |
|
579 |
359554,22 |
3207329,95 |
|
580 |
359566,22 |
3207345,46 |
|
581 |
359579,38 |
3207324,14 |
|
582 |
359905,89 |
3207216,58 |
|
583 |
360389,38 |
3207085,37 |
|
584 |
360870,78 |
3206949,03 |
|
585 |
361358,79 |
3206815,78 |
|
586 |
361840,02 |
3206673,58 |
|
587 |
362329,94 |
3206538,96 |
|
588 |
362815,00 |
3206398,93 |
|
589 |
363197,63 |
3206976,18 |
|
590 |
363443,95 |
3207365,57 |
|
591 |
363492,26 |
3207437,96 |
|
592 |
363511,10 |
3207434,90 |
|
593 |
363630,05 |
3207415,54 |
|
594 |
363961,50 |
3207368,66 |
|
595 |
364482,26 |
3207302,78 |
|
596 |
364749,44 |
3207272,61 |
|
597 |
364788,67 |
3207271,73 |
|
598 |
365006,34 |
3207252,84 |
|
599 |
365497,17 |
3207154,23 |
|
600 |
365680,16 |
3207127,65 |
|
601 |
365965,70 |
3207086,09 |
|
602 |
366048,51 |
3207074,47 |
|
603 |
366489,92 |
3207052,77 |
|
604 |
366586,29 |
3207033,20 |
|
605 |
366983,96 |
3206981,27 |
|
606 |
367381,28 |
3206922,48 |
|
607 |
367834,50 |
3207123,62 |
|
608 |
368290,51 |
3207332,50 |
|
609 |
368760,13 |
3207538,35 |
|
610 |
369023,59 |
3207653,81 |
|
611 |
369115,81 |
3207694,10 |
|
612 |
369125,98 |
3207698,58 |
|
613 |
369136,26 |
3207703,08 |
|
614 |
369339,18 |
3207791,78 |
|
615 |
369584,94 |
3207353,99 |
|
616 |
369722,36 |
3207090,69 |
|
617 |
369815,09 |
3206912,71 |
|
618 |
370050,31 |
3206466,71 |
|
619 |
370215,24 |
3206150,93 |
|
620 |
370280,48 |
3206026,05 |
|
621 |
370292,42 |
3206003,07 |
|
622 |
370513,96 |
3205577,32 |
|
623 |
370755,21 |
3205143,57 |
|
624 |
370904,94 |
3204875,59 |
|
625 |
371117,32 |
3204473,15 |
|
626 |
371301,07 |
3204128,58 |
|
627 |
371318,21 |
3204097,52 |
|
628 |
371339,02 |
3204059,81 |
|
629 |
371514,36 |
3203744,94 |
|
630 |
371996,83 |
3203831,63 |
|
631 |
372327,01 |
3203891,27 |
|
632 |
372856,64 |
3203988,85 |
|
633 |
373375,04 |
3204090,46 |
|
634 |
373767,75 |
3204166,05 |
|
635 |
374710,11 |
3204338,72 |
|
636 |
374931,00 |
3204379,20 |
|
637 |
375048,95 |
3204871,08 |
|
638 |
375130,14 |
3205293,10 |
|
639 |
375202,47 |
3205653,72 |
|
640 |
375233,08 |
3205790,66 |
|
641 |
375331,95 |
3206236,62 |
|
642 |
375401,69 |
3206551,24 |
|
643 |
375457,88 |
3206796,20 |
|
644 |
375490,90 |
3206940,14 |
|
645 |
375503,51 |
3206995,08 |
|
646 |
375614,81 |
3207480,31 |
|
647 |
375627,08 |
3207533,47 |
|
648 |
375763,98 |
3208141,92 |
|
649 |
376272,63 |
3210441,02 |
|
650 |
376275,18 |
3210451,04 |
|
651 |
376378,64 |
3210907,87 |
|
652 |
376421,78 |
3211100,71 |
|
653 |
376462,94 |
3211281,28 |
|
654 |
376458,92 |
3211323,64 |
|
655 |
376152,57 |
3211623,48 |
|
656 |
375949,27 |
3211820,23 |
|
657 |
375867,04 |
3211900,55 |
|
658 |
375857,52 |
3211910,19 |
|
659 |
375704,30 |
3212064,31 |
|
660 |
375558,01 |
3212211,49 |
|
661 |
375510,94 |
3212258,83 |
|
662 |
375520,15 |
3212290,81 |
|
663 |
375654,92 |
3212765,27 |
|
664 |
375798,33 |
3213281,95 |
|
665 |
375943,46 |
3213797,75 |
|
666 |
376040,68 |
3214129,79 |
|
667 |
376247,41 |
3214112,98 |
|
668 |
376624,17 |
3214082,16 |
|
669 |
377040,19 |
3214050,36 |
|
670 |
377196,49 |
3214035,66 |
|
671 |
377317,80 |
3214024,43 |
|
672 |
377422,56 |
3214014,37 |
|
673 |
377531,96 |
3214004,06 |
|
674 |
377921,83 |
3213965,80 |
|
675 |
378339,30 |
3213684,97 |
|
676 |
378511,85 |
3213560,34 |
|
677 |
378752,44 |
3213389,32 |
|
678 |
379155,49 |
3213104,36 |
|
679 |
379391,77 |
3212949,51 |
|
680 |
379575,84 |
3212821,07 |
|
681 |
380472,21 |
3212212,61 |
|
682 |
380638,12 |
3211731,48 |
|
683 |
380736,04 |
3211490,85 |
|
684 |
380924,89 |
3211444,18 |
|
685 |
381065,42 |
3211409,05 |
|
686 |
381141,05 |
3211389,78 |
|
687 |
381325,87 |
3211360,80 |
|
688 |
381481,21 |
3211336,28 |
|
689 |
381530,78 |
3211294,60 |
|
690 |
381659,11 |
3211186,38 |
|
691 |
381662,75 |
3211183,32 |
|
692 |
381701,91 |
3211150,31 |
|
693 |
381850,44 |
3211024,67 |
|
694 |
381875,03 |
3211004,04 |
|
695 |
381890,95 |
3210999,37 |
|
696 |
381956,46 |
3210980,53 |
|
697 |
382076,32 |
3210946,04 |
|
698 |
382325,97 |
3210874,04 |
|
699 |
382354,46 |
3210865,81 |
|
700 |
382450,18 |
3210838,22 |
|
701 |
382462,73 |
3210834,59 |
|
702 |
382883,09 |
3210722,62 |
|
703 |
383137,92 |
3210653,67 |
|
704 |
383193,78 |
3210638,57 |
|
705 |
383284,18 |
3210614,06 |
|
706 |
383295,27 |
3210610,93 |
|
707 |
383454,97 |
3210567,52 |
|
708 |
383465,23 |
3210564,77 |
|
709 |
383510,81 |
3210552,55 |
|
710 |
383535,52 |
3210545,76 |
|
711 |
383889,05 |
3210449,79 |
|
712 |
383929,84 |
3210438,76 |
|
713 |
383964,19 |
3210429,41 |
|
714 |
383981,62 |
3210424,70 |
|
715 |
384058,57 |
3210403,99 |
|
716 |
384060,72 |
3210403,37 |
|
717 |
384530,45 |
3210277,27 |
|
718 |
384979,33 |
3210072,26 |
|
719 |
385189,44 |
3209976,18 |
|
720 |
385273,30 |
3209941,08 |
|
721 |
385531,84 |
3209827,03 |
|
722 |
385827,90 |
3209704,11 |
|
723 |
385912,90 |
3209668,52 |
|
724 |
385927,83 |
3209661,71 |
|
725 |
385974,44 |
3209642,21 |
|
726 |
386035,23 |
3209617,38 |
|
727 |
386074,15 |
3209598,66 |
|
728 |
386231,15 |
3209524,76 |
|
729 |
386244,75 |
3209525,34 |
|
730 |
386331,75 |
3209557,25 |
|
731 |
386411,42 |
3209586,50 |
|
732 |
386466,72 |
3209606,77 |
|
733 |
386525,08 |
3209628,17 |
|
734 |
386614,35 |
3209660,95 |
|
735 |
386738,41 |
3209710,16 |
|
736 |
386761,24 |
3209704,40 |
|
737 |
387005,05 |
3209659,56 |
|
738 |
387012,49 |
3209658,20 |
|
739 |
387298,91 |
3209605,50 |
|
740 |
387417,49 |
3209582,22 |
|
741 |
387475,34 |
3209570,85 |
|
742 |
387511,69 |
3209563,69 |
|
743 |
387522,86 |
3209561,51 |
|
744 |
387545,11 |
3209557,15 |
|
745 |
387572,45 |
3209551,76 |
|
746 |
387587,28 |
3209548,87 |
|
747 |
387627,38 |
3209542,16 |
|
748 |
387630,01 |
3209540,47 |
|
749 |
387927,78 |
3209384,61 |
|
750 |
388013,26 |
3209340,23 |
|
751 |
388168,52 |
3209256,67 |
|
752 |
388400,37 |
3209132,33 |
|
753 |
388586,00 |
3208977,63 |
|
754 |
388859,08 |
3208749,00 |
|
755 |
389056,68 |
3208584,19 |
|
756 |
389098,49 |
3208544,65 |
|
757 |
389244,16 |
3208427,45 |
|
758 |
389341,41 |
3208348,06 |
|
759 |
389453,86 |
3208253,23 |
|
760 |
389620,48 |
3208118,54 |
|
761 |
389696,09 |
3208055,31 |
|
762 |
390056,51 |
3207735,79 |
|
763 |
390523,61 |
3207346,97 |
|
764 |
390808,63 |
3207114,61 |
|
765 |
390940,22 |
3207006,28 |
|
766 |
391040,10 |
3206927,39 |
|
767 |
391364,91 |
3206646,52 |
|
768 |
391599,36 |
3206454,23 |
|
769 |
391840,23 |
3206270,57 |
|
770 |
392088,22 |
3206069,26 |
|
771 |
392688,21 |
3206124,53 |
|
772 |
392790,32 |
3206136,03 |
|
773 |
392988,39 |
3206158,31 |
|
774 |
393056,57 |
3206164,34 |
|
775 |
393090,65 |
3206159,90 |
|
776 |
393173,68 |
3206173,44 |
|
777 |
393215,41 |
3206177,29 |
|
778 |
393605,92 |
3206213,53 |
|
779 |
393696,48 |
3206218,08 |
|
780 |
393798,47 |
3206225,82 |
|
781 |
394208,35 |
3206261,82 |
|
782 |
394749,51 |
3206305,72 |
|
783 |
394919,40 |
3206320,38 |
|
784 |
394968,61 |
3206324,29 |
|
785 |
395445,30 |
3206366,74 |
|
786 |
395732,83 |
3206390,50 |
|
787 |
396137,07 |
3206424,00 |
|
788 |
396669,66 |
3206734,60 |
|
789 |
397211,62 |
3207011,47 |
|
790 |
397701,24 |
3207259,39 |
|
791 |
398171,49 |
3207496,84 |
|
792 |
398347,13 |
3207588,05 |
|
793 |
398778,46 |
3207664,03 |
|
794 |
399376,83 |
3207763,17 |
|
795 |
399748,28 |
3207828,47 |
|
796 |
399967,13 |
3207866,84 |
|
797 |
400424,02 |
3207946,84 |
|
798 |
400886,54 |
3208035,45 |
|
799 |
401702,00 |
3208184,84 |
|
800 |
402408,36 |
3208308,78 |
|
801 |
402844,30 |
3208179,54 |
|
802 |
403575,19 |
3207990,16 |
|
803 |
403672,83 |
3208580,81 |
|
804 |
403700,20 |
3208726,27 |
|
805 |
403814,88 |
3209337,18 |
|
806 |
403818,97 |
3209379,64 |
|
807 |
403829,65 |
3209420,32 |
|
808 |
403985,97 |
3210284,11 |
|
1 |
404095,75 |
3210897,38 |
Россия