Expected revenue
Expected attendance multiplied by the average ticket price. It represents the current plan, not confirmed ticket sales.
NOCTRA Free Tools
Event Budget & Profit Calculator
Calculate an Event's expected revenue, costs, profit, margin and break-even point. No login and no currency conversion.
All free toolsExample values are shown as a starting point. Replace them with your Event plan.
What the Event Budget Calculator measures.
The calculation connects the commercial assumptions entered above. Each result should be read as a planning estimate and updated as the Event changes.
Total costs and expected position
Total costs are the sum of Venue, artists, security, staff, marketing, production and other costs. Expected profit or loss is expected revenue minus total costs.
Break-even attendance
Total costs divided by average ticket price, rounded up to the next whole guest. Zero costs produce zero; non-zero costs with a zero ticket price have no reachable break-even. A result above capacity cannot break even within the room.
Break-even sell-through
Break-even attendance divided by capacity, expressed as a percentage. It is unavailable when capacity is zero or the break-even attendance is unreachable.
Profit margin
Expected profit or loss divided by expected revenue, multiplied by 100. The margin is unavailable when expected revenue is zero.
Revenue per expected guest
In this ticket-revenue-only model, revenue per expected guest equals the entered average ticket price. It is unavailable when expected attendance is zero.
Limits of the estimate
The model uses only the values entered and treats ticket revenue as attendance multiplied by average price. It is a planning aid, not financial advice or a replacement for final accounts.
When to update the calculation
Recalculate whenever capacity, expected attendance, average ticket price or a cost changes. After the Event, compare the forecast with the actual result.
This is the plan. NOCTRA runs the event.
Continue with NOCTRA to plan the event, run operations and understand the result in one place.