business.wiki ← Real Estate

Home / Real Estate / Real Estate Service / New Berlin / Chris Novak - Team Novak Realty- Coldwell Banker HSR New Berlin

Chris Novak - Team Novak Realty- Coldwell Banker HSR New Berlin

Real Estate Service

One of 80 real estate service listings in New Berlin.

About Chris Novak - Team Novak Realty- Coldwell Banker HSR New Berlin

Chris Novak - Team Novak Realty- Coldwell Banker HSR New Berlin is a real estate service in the real estate sector, based in New Berlin, WI. Its recorded address is 2725 S Moorland Rd, 53151-3720. The listing includes a telephone number, an official website, an email address. It is one of 80 real estate service listings tracked in New Berlin; the nearest comparable listing is Andrea Alexander, within walking distance.

Address
2725 S Moorland Rd, New Berlin, WI, 53151-3720
Phone
+12628945412
Website
teamnovakrealty.com
Email
cnovak36@gmail.com
Social
facebook.com

Questions

Where is Chris Novak - Team Novak Realty- Coldwell Banker HSR New Berlin located?

2725 S Moorland Rd, New Berlin, WI, 53151-3720

How do I contact Chris Novak - Team Novak Realty- Coldwell Banker HSR New Berlin?

+12628945412 · http://teamnovakrealty.com/

What type of business is Chris Novak - Team Novak Realty- Coldwell Banker HSR New Berlin?

Chris Novak - Team Novak Realty- Coldwell Banker HSR New Berlin is a real estate service (real estate) in New Berlin.

Nearby real estate service

Cite this page

“Chris Novak - Team Novak Realty- Coldwell Banker HSR New Berlin, New Berlin — business.wiki, retrieved August 2026.” Facts on this page come from openly licensed data (Overture Maps Foundation) and are refreshed with each monthly release; sourcing is documented on the methodology page.

Embed this card on your site — free <iframe src="https://business.wiki/embed/12474141" width="380" height="230" style="border:0" loading="lazy" title="Chris Novak - Team Novak Realty- Coldwell Banker HSR New Berlin — business.wiki"></iframe>

There is also a free JSON lookup API: /api/lookup?q=name&city=… — attribution appreciated.