Opening an ice and snow park in a county-level city is feasible, but work out the profit and loss first instead of picturing peak-season queues. For a small ice and snow park, we recommend holding the area at 600-1,000 sq m first, then calculating the average daily break-even visitor count against your per-ticket revenue, and finally building energy and labor into fixed costs. If any one of these three numbers does not hold up, a larger population alone does not make the project viable.
The 600-1,000 sq m cited in this article refers to the total operating area including rides, ice and snow experiences, service areas and circulation, not an entirely ice-covered surface. The product mix can be broken down with reference to our ice and snow park business segment, but the calculation must list the ice surface, snow houses, light rides and supporting areas separately. Corridors and the ticketing area generate no separate ticket revenue, yet they still generate rent and energy costs.
The upfront reserved investment can be split into three tiers, and these are not quotations: run a stress test on the light-equipment tier at the usual range of RMB 80-150 (ten thousand yuan), on the ice and snow combination tier at the usual range of RMB 150-300 (ten thousand yuan), and on the high-specification tier at the usual range of RMB 300-500 (ten thousand yuan). These ranges are only for comparing configurations, not industry average prices; actual figures vary with configuration and are ultimately calculated per project. Even if you only bring in mobile snow houses, you still cannot omit the cost calculations for enclosure, power distribution, evacuation and operations.
The conclusion is to control the footprint first, then discuss the richness of the experience. Below 600 sq m, play, queuing, and circulation areas tend to encroach on one another during peak periods; above 1,000 sq m, weekday traffic in a county-level market may not fill the space, while rent, enclosure, and on-duty staffing costs rise first. A larger area does not automatically raise average spend per visitor; idle space only inflates the denominator.
The real-ice area also requires a separate cooling-load calculation. An indoor standard rink can be estimated at 350-450 W/sq m of ice surface; 1,200 sq m of ice surface corresponds to roughly 420-540 kW of cooling capacity. For every 1 m increase in rink clear height, the cooling load rises by about 3-5 percentage points; the building envelope typically uses 100-150 mm polyurethane cold-storage panels. Smaller projects can reduce the ice surface, but these basic checks cannot be omitted.
Calculate break-even traffic first, then discuss ticket prices. Let monthly fixed costs be F, average spend per visitor be P, variable cost per visitor be v, and monthly operating days be D; then the average daily break-even traffic Q = F ÷ [D × (P - v)]. P should include admission and stable secondary spending; v includes consumables, ticketing, and temporary services that vary with traffic. Do not treat the full ticket price as contribution.
For example, if monthly fixed costs translate into 3,000 “net contribution tickets” and there are 30 operating days, Q is 100 people/day; at 4,500 tickets, Q is 150 people/day. Here, “net contribution tickets” means P - v, not the face value of a ticket. Holiday queues cannot replace the full-year average; payback should be calculated based on monthly operating net cash flow, not by dividing total investment directly by peak-season revenue.
The table below assumes 360 operating days per year for all tests. Traffic figures are not industry-measured values or operating commitments; they are input values used only to check whether the population base can support the break-even requirement.
| County resident population | Recommended starting area | Stress-test average daily visitors | Corresponding annual visits | Preliminary assessment |
|---|---|---|---|---|
| Under 200,000 | Around 600 sqm, reduce further if necessary | 100 people | 36,000 | At 200,000 population this already accounts for 18%; with a smaller population the share is even higher, so heavy configuration requires caution |
| 200,000-500,000 | 600-800 sqm | 100-150 people | 36,000-54,000 | Plug in the county's own population and focus on non-weekend traffic |
| 500,000-1,000,000 | 800-1,000 sqm | 150-200 people | 54,000-72,000 | Broader population base, but still verify trade-area accessibility and repeat visits |
| Over 1,000,000 | Still calculate on no more than 1,000 sqm first | Start testing at 200 people | 72,000 and up | Do not expand area directly; first prove that weekday traffic can reach the break-even line |
The figures in the table are typical industry ranges, fluctuate with configuration, and should ultimately be calculated per project.
Population only provides potential customer sources and cannot replace Q. Investors should also compare annual visits item by item against local household numbers, student groups, and diversion to similar entertainment venues; when customer sources overlap, they must not be double-counted.
Break-even Point 3: Energy and Labor Cannot Be Simply Reduced Linearly by Area
Real-ice projects start with operational power consumption. For a 1,200 sqm indoor ice rink, the average annual comprehensive electricity consumption of comparable domestic projects is about 1.7 kWh/sqm·day, equivalent to about 2,040 kWh/day, which can serve as a reference for understanding the energy consumption magnitude. With insulation blankets at night, the ice surface load can be reduced from about 220 kW to about 25 kW during 22:30-09:30, saving about 700 kWh per day. Small projects cannot simply scale this proportionally; calculations must still be based on the actual ice surface, refrigeration units, building envelope, and operating hours.
Labor is calculated by shift system: number of people per shift multiplied by number of shifts, then fully loaded labor cost per person; peak-period temporary staff should be listed separately. Reception, ticket checking, and floor patrol can reasonably be cross-covered, but equipment inspection and safety posts must not be left vacant just to reduce headcount. When reviewing ice and snow case studies, examine area, configuration, and operating conditions separately; do not directly apply visitor traffic or ticket prices.
Check 1. If your site is an old commercial building in a county town with usable area under 600 sqm, choose a small ice and snow park with light equipment and phased implementation; do not force in a large real-ice surface just to complete the tenant mix. First verify evacuation, clear height, power distribution, and building envelope conditions, and use snow houses and light attractions to validate ticket conversion. A small area does not mean low fixed costs; rent and per-shift labor still need to be included in the break-even formula.
Check 2. If your site is 600-800 sqm and the county population is 200,000-500,000, choose a phased configuration with provisions for expansion, and first test at average daily traffic of 100 and 150 visitors respectively. If even under a conservative average spend per visitor the required annual attendance ratio is still very high, reduce the ice surface and cut equipment first, rather than doubling holiday traffic into the full-year count, and certainly not using higher projected ticket prices to cover the gap.
Check 3. If your site is 800-1,000 sqm, the population exceeds 500,000, and family traffic in the trade area is stable, choose a combination in which snow houses, real ice, and light attractions can operate independently, avoiding a full venue shutdown when one type of equipment stops. During design, implement the building envelope, insulation blankets, and shift scheduling at the same time, then validate Q against weekday traffic; only when the break-even line still has headroom should additional experience items be discussed.
First, size the project at 600-1,000 square meters; if it exceeds 1,000 square meters, revalidate weekday traffic. Then use F, P, and v to calculate Q, and run stress tests with conservative traffic and conservative average spend per visitor. Next, include real-ice energy consumption, insulation measures, and labor per shift in monthly expenses; reserve investment only by tier, with it varying by configuration, and ultimately account for it on a project basis. A county-level ice and snow park can be invested in, but if any one of the three lines does not work, first reduce the area, cut configuration, or postpone.
