Avito Auto: demand for new cars increased by 57.3%

Avito Auto experts analyzed the dynamics of demand for new cars in Russia in May 2023. According to the platform, from May 1 to May 24, 2023, the demand for new cars at Avito Auto increased by 57.3% compared to the same period last year. At the same time, the number of ads for the sale of new cars increased by 22%.

According to Avito Auto, the average price of a new car in the period from May 1 to May 24, 2023 of the year amounted to 2,920,000 rubles*.

The top 5 most popular brands of new cars in May 2023 included (in descending order of the share of demand) VAZ (LADA), Haval, Kia, Chery and Geely.< /p> From VAZ (LADA) Granta to Kia Sportage: the most popular models of new cars

The rating of the most popular new car models in May 2023 was headed by VAZ (LADA) Granta. The model accounted for 17.8% of the total demand for new cars, the average price was 817,000 rubles.

The second place is taken by Haval Jolion with a demand share of 3.7% and an average price of 2,349,000 rubles.

The third line of the rating was shared by OMODA C5, Moskvich 3 and VAZ (LADA) Niva Legend, each model accounted for 17.8% of the total demand for new cars. The average price of OMODA C5 was 2,780,000 rubles, Moskvich 3 — 2,035,000 rubles, and VAZ (LADA) Niva Legend — 873,000 rubles.

Also, the top 10 most popular models of new cars included (in in descending order of demand share): VAZ (LADA) Niva Travel, Geely Coolray, VAZ (LADA) Granta Cross, Chery Tiggo 7 Pro Max and Kia Sportage.

< b>Top 10 models by share of demand in the new car market, May 1-24, 2023, data from Avito Auto

BrandModelShare of model demand in the segmentAverage price (rub)VAZ (LADA)Granta17.8% 817,000HavalJolion3.7%2,349,000OMODAC52.6%2,780,000Moskvitch32.6%2,035,000VAZ (LADA)Niva Legend2.6%873,000VAZ (LADA)Niva Travel2.3%1,199,000GeelyCoolray2.1%2,470,000V AZ (LADA) Granta Cross2.1%867,000CheryTiggo 7 Pro Max1.7%2,980,000KiaSportage1.4%3,480,000

* Calculated as the median price of listings for sale – the listing price for which the number of listings with a higher price will be is equal to the number of ads with a lower price.