Calculators
Recurring Investment Calculator
See what a recurring contribution (DCA-style) could grow into over time at a given annual return.
Leveraged DCA Calculator
Average into a leveraged futures position and see your new average price, costs, and blended leverage.
Funding Fee Calculator
Enter your position size, funding rate, and holding period to see your total funding cost over time.
Futures TP / SL Calculator
See the exact mark price for Take Profit and Stop Loss at 5%, 10%, 25%, 50%, and 100% levels.

What If I invested?

See what a recurring investment could grow into over time.

$
yrs
%
Ending Value
$0.00
Total Contributed $0.00
Total Growth $0.00
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Leveraged DCA Calculator

Enter your current holding and your new buy to see your new average price and total cost.

Current Position

$
x
Cost at Leverage $0.00

New Buy

$
x
Cost at Leverage $0.00
Total Outlay for Position $0.00
New Average Price
$0.00
Cost of Original Position $0.00
Cost of New Buy $0.00
Total Cost (Margin) $0.00
Total Position Size 0
Total Notional Value $0.00
Effective Leverage 0.00x

Funding Fee Calculator

Fee = Quantity × Mark Price × Funding Rate — calculated per interval on your notional position value.

$
%
days
Notional at Mark Price $0.00
Total Funding Fee
$0.00
Fee per Period $0.00
Daily Fee $0.00
Fee as % of Position 0.000%

Futures TP / SL

See where to set your Take Profit and Stop Loss at each level based on your position details.

$
x
Notional Value $0.00
Margin Required $0.00
Level Take Profit Price TP Gain ($) Stop Loss Price SL Loss ($)

Historical Average Annual Gains

Click a row to use that market's long-run average as your rate above.

Market Avg. Annual Return Period

Figures are long-run nominal averages compiled from historical index/price data and are intended for illustration only — they are not a forecast or guarantee of future performance. Actual annual returns for every asset above have varied widely (including sharp multi-year losses), and past performance does not predict future results. This calculator assumes a constant rate of return applied evenly across every period, which does not happen in real markets. Nothing here is financial advice.