Classical
Tchaikovsky ticket prices: resale data for 11 dates
11 upcoming dates in 7 cities, from Sun, Oct 11, 2026 to Thu, Jan 28, 2027. Resale prices per date, compared across the schedule and against last week.
- Upcoming dates
- 11
- 7 cities
- Lowest entry
- $32
- Salt Lake City, UT
- Typical entry
- $65
- median across dates
- Tickets listed
- 1,755
- 346 listings
Cheapest and most expensive dates
The cheapest way in is Salt Lake City, UT on Sat, Oct 24, 2026, where tickets start at $32. The most expensive date is Walnut Creek, CA on Sat, Nov 7, 2026, starting at $118, which is 3.7 times the cheapest date. Across all dates the typical entry price is $65.
Price moves in the last 7 days
Compared with a week ago, entry prices are unchanged for 11 events.
Tchaikovsky ticket prices by date
| Date | City and venue | From | vs typical |
|---|---|---|---|
Sun, Oct 11, 2026 2:00 PM | Albuquerque, NM National Hispanic Cultural Center | $56 | -14% |
Thu, Oct 15, 2026 10:30 AM | Boston, MA Boston Symphony Hall | $78 | +20% |
Fri, Oct 23, 2026 8:00 PM | Hartford, CT Belding Theater at The Bushnell | $65 | same |
Fri, Oct 23, 2026 7:30 PM | Salt Lake City, UT Abravanel Hall | $33 | -49% |
Sat, Oct 24, 2026 5:30 PM | Salt Lake City, UT Abravanel Hall | $32 | -50% |
Sat, Oct 24, 2026 8:00 PM | Hartford, CT Belding Theater at The Bushnell | $65 | same |
Sun, Oct 25, 2026 3:00 PM | Hartford, CT Belding Theater at The Bushnell | $65 | same |
Sat, Nov 7, 2026 7:30 PM | Walnut Creek, CA Lesher Center for the Arts - Hofmann Theatre | $118 | +82% |
Sun, Nov 8, 2026 4:00 PM | Walnut Creek, CA Lesher Center for the Arts - Hofmann Theatre | $82 | +26% |
Sun, Dec 20, 2026 3:00 PM | Manitowoc, WI Capitol Civic Centre | $55 | -16% |
Thu, Jan 28, 2027 7:30 PM | Pinehurst, NC Owens Auditorium at Bradshaw Performing Arts Center | $63 | -2% |
How to read these prices
"From" is the lowest listed ticket price for that date and "Median" is the middle price of all listings, both before fees. "7 days" is the change of the entry price against a week ago. The last column compares the entry price of each date with the typical entry price across all dates, so a negative number marks a date that is cheaper than usual. Prices are updated throughout the day. Resale prices move during the day, so treat the numbers as a snapshot and not as a live quote.
Venues on the Tchaikovsky schedule
Track Tchaikovsky live
This page is a daily snapshot. Event Radar shows new dates the moment they appear, price and inventory changes as they happen, and alerts for the events on your watchlist.
Get Tchaikovsky ticket data by API
The numbers on this page come from the same real-time ticket data that powers the TicketsData API. One request returns the live listings for an event: sections, ticket counts and prices, fetched at the moment you ask and never cached. Send any event URL from a supported marketplace, or use the match endpoint to compare the same event across every marketplace in one call.
Brokers use it to price inventory, developers to build ticket apps and analysts to follow resale markets. Read the API documentation or see the supported marketplaces.
Questions and answers
How much are Tchaikovsky tickets?
Resale tickets for Tchaikovsky currently start at $32, and the typical entry price across 11 upcoming dates is $65. Prices are the lowest listed price per date before fees.
Which Tchaikovsky date is the cheapest?
Salt Lake City, UT on Sat, Oct 24, 2026 is the cheapest date, from $32. The most expensive is Walnut Creek, CA on Sat, Nov 7, 2026, from $118.
Are Tchaikovsky ticket prices going up or down?
Compared with a week ago, entry prices are up for 0, down for 0 and unchanged for 11 of the tracked dates.
Can I get Tchaikovsky ticket data by API?
Yes. The TicketsData API returns live listings and prices for any event URL from the supported ticket marketplaces, and Event Radar tracks new Tchaikovsky dates and price changes automatically.
Live ticket data from every marketplace
TicketsData returns real-time listings and prices from 10 ticket marketplaces through one API, with the same request format for each.