Об объеме производства нефтепродуктов
с 20 по 26 февраля 2023 года
и потребительских ценах на них
Федеральная служба государственной статистики представляет данные еженедельного мониторинга производства нефтепродуктов за неделю и потребительских цен на них.
| С 20 по 26 февраля 2023 г.1) | Январь 2023 г. 1) | Справочно |
2022 г. |
Бензин автомобильный | | | |
тысяч тонн | 867,6 | 3821,4 | 42290 |
в % к предыдущему периоду | 99,0 | 100,8 | |
в % к соответствующему периоду предыдущего года | | 107,4 | 103,6 |
Топливо дизельное | | | |
тысяч тонн | 1698,0 | 7803,2 | 84728 |
в % к предыдущему периоду | 98,9 | 99,4 | |
в % к соответствующему периоду предыдущего года | | 105,7 | 105,4 |
__________________
1) Без учета статистической информации по Донецкой Народной Республике (ДНР), Луганской Народной Республике (ЛНР), Запорожской и Херсонской областям.
Динамика потребительских цен на бензин автомобильный и дизельное топливо
(по данным еженедельного мониторинга цен, осуществляемого с 2022 г.
в 1700 АЗС, расположенных в 282 обследуемых городах Российской Федерации)
в процентах
| Индексы потребительских цен1) |
к предыдущей дате регистрации | 27 февраля 2023 г. к концу |
20 февраля 2023 г. | 27 февраля 2023 г. | января 2023 г. | декабря 2022 г. |
Бензин автомобильный | 100,0 | 100,0 | 99,9 | 99,9 |
в том числе: марки АИ-92 | 100,0 | 100,0 | 99,9 | 99,9 |
марки АИ-95 | 100,0 | 100,0 | 99,9 | 100,0 |
марки АИ-98 и выше | 100,0 | 100,0 | 100,0 | 100,0 |
Дизельное топливо | 99,8 | 100,0 | 99,4 | 100,0 |
__________________
1) Без учета статистической информации по Донецкой Народной Республике (ДНР), Луганской Народной Республике (ЛНР), Запорожской и Херсонской областям.
За период с 21 по 27 февраля снижение цен на бензин автомобильный было зафиксировано в 9 субъектах Российской Федерации. Более всего он подешевел в Республике Коми – на 3,3%.
Рост цен на бензин автомобильный был зафиксирован в 4 субъектах Российской Федерации. Более всего он подорожал в Красноярском крае на 0,4%.
В Москве и Санкт-Петербурге за прошедший период цены на бензин автомобильный практически не изменились.
На наблюдаемых АЗС в Москве бензин марки АИ-92 можно было приобрести по цене от 44,09 до 48,81 рубля, марки АИ-95 – от 48,99 до 55,79 рубля, марки АИ-98 и выше – от 61,40 до 64,09 рубля за литр. В Санкт-Петербурге бензин марки АИ-92 стоил от 46,10 до 49,03 рубля, марки АИ-95 – от 50,45 до 54,49 рубля, марки АИ-98 и выше – от 61,50 до 64,09 рубля за литр.
Средние потребительские цены на бензин автомобильный
и дизельное топливо по Российской Федерации
рублей за литр
| На дату регистрации1) |
20 февраля 2023 г. | 27 февраля 2023 г. |
Бензин автомобильный | 50,86 | 50,86 |
в том числе: марки АИ-92 | 47,15 | 47,14 |
марки АИ-95 | 51,38 | 51,39 |
марки АИ-98 и выше | 61,58 | 61,58 |
Дизельное топливо | 58,57 | 58,54 |
__________________
1) Без учета статистической информации по Донецкой Народной Республике (ДНР), Луганской Народной Республике (ЛНР), Запорожской и Херсонской областям.
Средние потребительские цены
на бензин автомобильный и дизельное топливо
на 27 февраля 2023 года
рублей за литр
| Бензин автомо- бильный | В том числе | Дизельное топливо |
марки АИ-92 | марки АИ-95 | марки АИ-98 и выше |
Российская Федерация1) | 50,86 | 47,14 | 51,39 | 61,58 | 58,54 |
Центральный федеральный округ | 51,44 | 47,29 | 52,21 | 62,18 | 57,06 |
Белгородская область | 51,55 | 47,87 | 51,73 | 59,46 | 56,76 |
Брянская область | 50,30 | 46,49 | 50,64 | 60,25 | 54,77 |
Владимирская область | 49,30 | 46,63 | 50,89 | 59,04 | 57,62 |
Воронежская область | 51,91 | 47,78 | 52,15 | 60,68 | 54,60 |
Ивановская область | 49,69 | 46,75 | 48,71 | 58,31 | 56,04 |
Калужская область | 49,38 | 45,46 | 48,74 | 59,56 | 55,86 |
Костромская область | 49,22 | 46,37 | 49,46 | 59,80 | 58,34 |
Курская область | 49,07 | 45,73 | 50,28 | 59,30 | 55,91 |
Липецкая область | 49,07 | 46,58 | 51,02 | 61,88 | 55,65 |
Московская область | 51,67 | 46,70 | 51,55 | 61,70 | 57,33 |
Орловская область | 50,91 | 46,96 | 50,90 | 59,90 | 54,95 |
Рязанская область | 48,33 | 46,34 | 49,79 | 64,83 | 56,35 |
Смоленская область | 51,25 | 47,08 | 51,14 | 61,58 | 55,52 |
Тамбовская область | 49,79 | 47,22 | 51,00 | 58,62 | 55,39 |
Тверская область | 49,71 | 47,21 | 50,51 | 62,96 | 58,23 |
Тульская область | 51,48 | 47,02 | 51,60 | 61,27 | 57,17 |
Ярославская область | 49,35 | 45,26 | 49,03 | 58,97 | 56,81 |
г. Москва | 52,78 | 47,68 | 53,31 | 63,10 | 58,69 |
Северо-Западный федеральный округ | 51,48 | 47,93 | 52,13 | 62,64 | 60,34 |
Республика Карелия | 49,66 | 48,00 | 51,27 | 62,58 | 61,47 |
Республика Коми | 44,94 | 42,93 | 46,90 | 61,02 | 60,43 |
Архангельская область | 50,06 | 48,16 | 52,37 | 61,22 | 61,39 |
в том числе: Ненецкий авт. округ | 51,94 | 50,44 | 55,88 | ... | 63,34 |
Архангельская область (кроме Ненецкого авт. округа) | 49,97 | 48,02 | 52,25 | 61,22 | 61,35 |
Вологодская область | 51,10 | 47,69 | 51,06 | 58,84 | 60,31 |
Калининградская область | 54,13 | 50,54 | 53,66 | 63,19 | 56,84 |
Ленинградская область | 52,09 | 47,69 | 51,78 | 62,69 | 59,31 |
Мурманская область | 53,90 | 50,53 | 53,84 | 63,65 | 65,34 |
Новгородская область | 51,49 | 47,38 | 51,01 | 61,84 | 59,42 |
Псковская область | 51,61 | 47,69 | 51,07 | 61,57 | 59,54 |
г. Санкт-Петербург | 52,56 | 48,03 | 52,48 | 63,01 | 59,35 |
Южный федеральный округ | 52,13 | 48,15 | 53,36 | 61,92 | 56,07 |
Республика Адыгея | 55,45 | 48,98 | 54,56 | 63,59 | 55,62 |
Республика Калмыкия | 50,42 | 47,52 | 52,36 | 60,67 | 54,98 |
Республика Крым | 54,74 | 51,09 | 56,32 | 66,14 | 58,18 |
Краснодарский край | 52,17 | 47,83 | 53,07 | 62,29 | 54,78 |
Астраханская область | 50,80 | 48,64 | 52,81 | 60,46 | 56,64 |
Волгоградская область | 51,49 | 47,99 | 53,28 | 59,81 | 56,85 |
Ростовская область | 52,14 | 47,67 | 53,09 | 61,46 | 55,49 |
г. Севастополь | 55,29 | 50,94 | 56,38 | 65,29 | 58,95 |
Северо-Кавказский федеральный округ | 51,76 | 48,04 | 51,64 | 60,92 | 52,70 |
Республика Дагестан | 49,81 | 46,54 | 48,92 | 58,90 | 51,42 |
Республика Ингушетия | 51,55 | 48,22 | 50,16 | 61,15 | 52,85 |
Кабардино-Балкарская Республика | 53,26 | 47,49 | 51,67 | 61,37 | 52,95 |
Карачаево-Черкесская Республика | 52,39 | 47,63 | 52,14 | 63,59 | 54,79 |
Республика Северная Осетия - Алания | 50,80 | 47,67 | 51,38 | 59,67 | 53,18 |
Чеченская Республика | 52,49 | 49,50 | 51,74 | 60,97 | 51,55 |
Ставропольский край | 52,02 | 48,66 | 53,58 | 63,40 | 56,44 |
Приволжский федеральный округ | 49,60 | 46,52 | 50,42 | 60,32 | 57,25 |
Республика Башкортостан | 48,88 | 46,78 | 50,10 | 59,08 | 57,59 |
Республика Марий Эл | 47,45 | 45,14 | 48,77 | 60,62 | 55,16 |
Республика Мордовия | 48,76 | 46,38 | 50,79 | 58,99 | 55,92 |
Республика Татарстан | 47,73 | 45,98 | 49,53 | 60,77 | 54,58 |
Удмуртская Республика | 51,08 | 47,06 | 51,03 | 60,30 | 58,64 |
Чувашская Республика | 49,43 | 46,40 | 50,32 | 60,29 | 56,23 |
Пермский край | 51,18 | 46,76 | 50,84 | 61,65 | 60,24 |
Кировская область | 48,75 | 45,66 | 49,96 | 61,57 | 59,31 |
Нижегородская область | 50,81 | 47,48 | 51,60 | 59,78 | 56,23 |
Оренбургская область | 49,63 | 46,72 | 50,32 | 59,26 | 58,42 |
Пензенская область | 50,58 | 47,10 | 50,52 | 60,59 | 57,32 |
Самарская область | 50,08 | 45,65 | 49,92 | 60,44 | 57,15 |
Саратовская область | 48,98 | 47,24 | 51,15 | 59,64 | 57,28 |
Ульяновская область | 50,12 | 46,12 | 49,73 | 61,27 | 56,21 |
Уральский федеральный округ | 49,20 | 44,84 | 48,88 | 60,71 | 61,21 |
Курганская область | 47,25 | 44,09 | 48,38 | 59,58 | 58,52 |
Свердловская область | 50,83 | 46,71 | 50,35 | 61,08 | 59,39 |
Тюменская область | 49,15 | 44,25 | 48,52 | 60,88 | 64,90 |
в том числе: Ханты-Мансийский авт. округ - Югра | 49,31 | 44,31 | 48,86 | 60,72 | 63,77 |
Ямало-Hенецкий авт. округ | 46,15 | 40,72 | 44,49 | 60,65 | 66,12 |
Тюменская область (кроме Ханты-Мансийского авт. округа - Югры и Ямало- Ненецкого авт. округа) | 50,80 | 46,29 | 50,63 | 61,26 | 59,68 |
Челябинская область | 48,24 | 43,47 | 47,59 | 60,08 | 58,67 |
Сибирский федеральный округ | 48,77 | 45,64 | 48,83 | 60,40 | 62,95 |
Республика Алтай | 50,19 | 46,76 | 49,23 | 67,00 | 62,64 |
Республика Тыва | 49,16 | 45,20 | 47,88 | 60,55 | 69,27 |
Республика Хакасия | 48,80 | 45,82 | 48,99 | 61,16 | 61,70 |
Алтайский край | 45,90 | 44,72 | 46,87 | 58,72 | 60,46 |
Красноярский край | 49,61 | 46,21 | 49,71 | 62,95 | 64,58 |
Иркутская область | 51,69 | 47,99 | 50,67 | 61,97 | 64,03 |
Кемеровская область | 48,91 | 44,57 | 48,44 | 59,43 | 60,50 |
Новосибирская область | 47,61 | 45,81 | 49,02 | 59,73 | 62,25 |
Омская область | 49,32 | 44,91 | 48,86 | 61,12 | 58,19 |
Томская область | 47,62 | 44,95 | 47,50 | 54,93 | 61,91 |
Дальневосточный федеральный округ | 53,00 | 50,49 | 52,81 | 60,63 | 68,24 |
Республика Бурятия | 51,62 | 47,95 | 50,61 | 61,02 | 63,00 |
Республика Саха (Якутия) | 58,82 | 56,75 | 57,26 | 62,36 | 76,98 |
Забайкальский край | 55,01 | 51,25 | 54,51 | 64,23 | 69,75 |
Камчатский край | 57,43 | 55,99 | 58,35 | 61,43 | 70,35 |
Приморский край | 51,65 | 49,53 | 50,63 | 58,34 | 63,41 |
Хабаровский край | 51,96 | 49,48 | 51,62 | 58,24 | 62,96 |
Амурская область | 51,84 | 49,07 | 51,97 | 61,28 | 64,66 |
Магаданская область | 57,27 | 57,90 | 55,82 | ... | 80,98 |
Сахалинская область | 59,75 | 55,47 | 58,25 | 72,02 | 77,33 |
Еврейская авт. область | 52,14 | 50,03 | 52,17 | 56,85 | 66,53 |
Чукотский авт. округ | 64,17 | 63,00 | 66,00 | ... | 65,00 |
1) Средняя потребительская цена по Российской Федерации формируется как средневзвешенная величина с учетом ежегодно актуализируемой доли объема потребления бензина и дизельного топлива в субъектах Российской Федерации. Без учета статистической информации по Донецкой Народной Республике (ДНР), Луганской Народной Республике (ЛНР), Запорожской и Херсонской областям. |
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)