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title: Parking Revenue Impact Calculator | Ocra
---

![Ocra](data:image/png;base64,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)

Parking Revenue Impact Calculator

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# What could your off-airport hotel parking asset be worth?

Enter a few property details to estimate how much additional NOI – and property value – untapped parking revenue could add to your off-airport hotel. Illustrative only and pending further analysis from our team.

Property name

Nearest airport

Parking type Self Covered Self Uncovered Valet Covered Valet Uncovered

Est. number of available parking spaces 10 20 30 40 50 60 70 80 90 100

Your best guess at the number of parking spaces in your lot not being used by guests and staff.

Does this property have a shuttle? No Yes

Current monthly parking revenue

I don't have this number

Cap rate 7.5%

Estimated additional parking revenue

$0/yr

Based on your inputs and Ocra's off-airport hotel benchmark.

Implied property value impact

$0

At a 7.5% cap rate. Enter email for a complimentary full breakdown.

Ocra · NOI Impact Ticket

Enter your email to get a custom revenue analysis from an Ocra parking revenue management expert.

First name Last name Work email

Get custom analysis

Implied property value impact

$0

Incremental NOI capitalized at 7.5%

Download / print summary

[Talk to Ocra](mailto:info@getocra.com)

 Estimates are directional, based on Ocra's airport-adjacent hotel portfolio benchmarks and the assumptions shown above. Actual results vary by market, operator, and current parking program maturity.

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[![Ocra Hotel Parking GDS & RMS](https://go.getocra.com/hs-fs/hubfs/small-white-logo-high-res-rectangle2.png?width=100&height=63&name=small-white-logo-high-res-rectangle2.png "Ocra Hotel Parking GDS & RMS")](https://getocra.com)

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Ocra  
Chicago, IL USA  
(847) 644-2827  
[info@getocra.com](mailto:info@getocra.com)

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