Progress Payment Cashflow Calculator NZ 2026

Reviewed 5 August 2026.

Quick answer A $60,000.00 project running 12 weeks, with costs at 60% of the value and 30 day payment terms, ties up $12,428.57 at its worst point on a 20% deposit with 3 progress claims. Paid on completion instead, the peak is $36,000.00, which is $23,571.43 more cash you have to find. The job only makes $24,000.00, so paying on completion means funding 150.00% of the profit before you see any of it.
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Project work fails on cash far more often than it fails on price. A job can be quoted well, run to programme and turn a genuine profit, and still put a business under, because the money goes out steadily from the first week and comes back in one lump at the end. The gap between those two is not an accounting abstraction, it is an overdraft or a credit card or an invoice from a supplier you cannot pay yet, and its size is entirely determined by the payment structure in the contract rather than by anything about the work itself. A deposit is worth more than a progress claim of the same amount because it arrives before you have spent anything. A progress claim is worth more than a longer payment term is worth taking away. This calculator runs your project day by day under three structures, and reports the deepest point your cash reaches, how long you stay down there, and what funding that gap costs, so that the payment terms can be argued about with a number attached.

Peak cash you must fund
$12,428.57
20% deposit and 3 progress claims
Peak if paid on completion
$36,000.00
one invoice at the end
What staging saves you
$23,571.43
less cash tied up at the worst point

The job

Project value$60,000.00
Your costs$36,000.00
Profit on the job$24,000.00
Project length84 days
Cost you fund each week$3,000.00
Deposit$12,000.00
Each claim after the deposit$12,000.00
Claim datesday 21, day 42, day 63, day 84
Final payment received on day114

Your staged structure against payment on completion

Peak funding, staged$12,428.57
Peak funding, paid on completion$36,000.00
Reduction in peak funding$23,571.43
Days in deficit, staged75
Days in deficit, paid on completion113
Funding cost, staged$113.71
Funding cost, paid on completion$846.25
Interest saved by staging$732.54
Peak funding as a share of the profit, staged51.79%
Peak funding as a share of the profit, on completion150.00%

Three payment structures on the same job

Same work, same costs, same terms. Only the timing of the money changes. Your own structure is highlighted.

StructurePeak fundingDays in deficitFunding costCash positive from
This is an estimate, not financial advice. It assumes costs are incurred evenly across the project, that every claim is paid exactly on terms, and that there are no variations, defects or disputes. Retentions, which are common in construction and hold back a percentage of each claim until after completion, are not modelled and make the real position worse. GST timing is excluded: on an invoice basis you may owe GST on a claim before the client has paid it. Contracts under the Construction Contracts Act have their own payment claim and payment schedule rules and timeframes, which override whatever terms you assume here.

Why the deposit does the heavy lifting

Every payment reduces the peak, but not by the same amount, and the difference is about timing rather than size. Your cash position falls fastest at the start, when costs have begun and nothing has come in, so money arriving early lands exactly where the hole is deepest. A deposit paid before work starts offsets those first weeks almost dollar for dollar. A progress claim raised at the halfway point arrives after the position has already been dug, and pulls the later part of the curve up without touching the early part at all. That is why negotiating a deposit up from ten percent to twenty is usually worth more than adding another progress claim, and why a job with no deposit is a job you are financing regardless of how many claims follow.

The peak matters more than the profit

The number that decides whether you can take a job is not the margin, it is the deepest point of the cash curve, because that is what has to exist in an account before you start. When the peak exceeds the profit, and on payment-on-completion terms it very often does, the job is consuming more capital than it generates until the day it settles. Run two such jobs at once and the requirement doubles while the profit only doubles at the end. This is the mechanism behind the oldest pattern in trade businesses: growth in the order book producing a cash crisis rather than a windfall, with the crisis arriving precisely when things are going well.

Worked example

A $60,000.00 job runs 12 weeks with costs of 60% of the value, which is $36,000.00, leaving $24,000.00 of profit. Costs run at $3,000.00 a week. A 20% deposit of $12,000.00 is claimed at the start and three progress claims plus the final claim of $12,000.00 each follow, all paid 30 days after they are issued, with the last money arriving on day 114.

On that structure the cash position bottoms out at $12,428.57 and stays negative for 75 days, costing $113.71 to fund at 12%. Paid on completion instead, the peak is $36,000.00 across 113 days, costing $846.25. Staging the payments therefore reduces the cash you must find by $23,571.43, and the interest saved is $732.54. The interest is the small number and the peak is the large one, which is the point: this is a capital problem, not an interest problem.

How this is calculated

The project is simulated a day at a time. Total cost is the project value multiplied by your cost percentage, spread evenly across the days of the project. The deposit is claimed on day zero and every other claim is spread evenly across the project length, with the final claim on the completion day, and each is received the number of days later that you set as your payment terms. The running balance is costs out and receipts in, and the peak funding requirement is the deepest that balance reaches. Days in deficit counts every day the balance is below zero. Funding cost applies your annual rate divided by 365 to each day's deficit, which is how an overdraft charges. The three structures compared are identical except in when the money is claimed.

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