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	<title>PARADIGM Real Estate &#8211; PARADIGM Real Estate</title>
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	<link>https://paradigmre.com</link>
	<description>A full service commercial real estate brokerage company</description>
	<lastBuildDate>Thu, 11 Jun 2026 17:44:29 +0000</lastBuildDate>
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	<title>PARADIGM Real Estate &#8211; PARADIGM Real Estate</title>
	<link>https://paradigmre.com</link>
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	<item>
		<title>PARADIGM Sells Mequon Industrial Facility</title>
		<link>https://paradigmre.com/paradigm-sells-mequon-industrial-facility/</link>
		
		<dc:creator><![CDATA[PARADIGM Real Estate]]></dc:creator>
		<pubDate>Thu, 11 Jun 2026 17:44:27 +0000</pubDate>
				<category><![CDATA[Completed Deals]]></category>
		<category><![CDATA[News]]></category>
		<guid isPermaLink="false">https://paradigmre.com/?p=5998</guid>

					<description><![CDATA[7426 DBR Holdings purchased the 9,300 square foot industrial facility located at 7426 West Donges Bay Road in Mequon, Wisconsin.&#160;The property was purchased from JCK Holdings. Brian Parrish, MBA, SIOR, and Jim Johnson of PARADIGM Real Estate represented the buyer in the transaction. PARADIGM Real Estate is a commercial real&#8230;]]></description>
										<content:encoded><![CDATA[<div class="wp-block-image">
<figure class="aligncenter size-full"><img fetchpriority="high" decoding="async" width="1024" height="680" src="https://paradigmre.com/wp-content/uploads/2026/06/SOLD-15.png" alt="" class="wp-image-5999" srcset="https://paradigmre.com/wp-content/uploads/2026/06/SOLD-15.png 1024w, https://paradigmre.com/wp-content/uploads/2026/06/SOLD-15-300x199.png 300w, https://paradigmre.com/wp-content/uploads/2026/06/SOLD-15-768x510.png 768w, https://paradigmre.com/wp-content/uploads/2026/06/SOLD-15-263x174.png 263w, https://paradigmre.com/wp-content/uploads/2026/06/SOLD-15-360x238.png 360w, https://paradigmre.com/wp-content/uploads/2026/06/SOLD-15-272x182.png 272w, https://paradigmre.com/wp-content/uploads/2026/06/SOLD-15-950x630.png 950w" sizes="(max-width: 1024px) 100vw, 1024px" /></figure>
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<p class="has-medium-font-size wp-block-paragraph">7426 DBR Holdings purchased the 9,300 square foot industrial facility located at 7426 West Donges Bay Road in Mequon, Wisconsin.&nbsp;The property was purchased from JCK Holdings.</p>



<p class="has-medium-font-size wp-block-paragraph"><a href="https://paradigmre.com/about/#brokers-brian-parrish-mba-sior-president-ceo">Brian Parrish, MBA, SIOR</a>, and <a href="https://paradigmre.com/about/#brokers-jim-johnson-vice-president">Jim Johnson</a> of PARADIGM Real Estate represented the buyer in the transaction.</p>



<p class="has-medium-font-size wp-block-paragraph"><strong>PARADIGM Real Estate</strong> is a commercial real estate brokerage and consulting firm specializing in the sale and lease of industrial and commercial real estate in Wisconsin.</p>



<p class="wp-block-paragraph"></p>
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		<item>
		<title>Sheboygan Flex Space for Lease</title>
		<link>https://paradigmre.com/sheboygan-flex-space-for-lease-2/</link>
		
		<dc:creator><![CDATA[PARADIGM Real Estate]]></dc:creator>
		<pubDate>Mon, 08 Jun 2026 21:04:16 +0000</pubDate>
				<category><![CDATA[Current Listings]]></category>
		<category><![CDATA[News]]></category>
		<guid isPermaLink="false">https://paradigmre.com/?p=6021</guid>

					<description><![CDATA[The Flex Building located at 851 Forest Avenue in Sheboygan Falls, Wisconsin is available for Lease from PARADIGM Real Estate. Full info sheet HERE. Property Info: Notes: Contact PARADIGM today for more information or to schedule a showing.]]></description>
										<content:encoded><![CDATA[<div class="wp-block-image">
<figure class="aligncenter size-full"><img decoding="async" width="1273" height="861" src="https://paradigmre.com/wp-content/uploads/2026/06/851-Forest-Ave-pic-1.png" alt="" class="wp-image-6042" srcset="https://paradigmre.com/wp-content/uploads/2026/06/851-Forest-Ave-pic-1.png 1273w, https://paradigmre.com/wp-content/uploads/2026/06/851-Forest-Ave-pic-1-300x203.png 300w, https://paradigmre.com/wp-content/uploads/2026/06/851-Forest-Ave-pic-1-1024x693.png 1024w, https://paradigmre.com/wp-content/uploads/2026/06/851-Forest-Ave-pic-1-768x519.png 768w" sizes="(max-width: 1273px) 100vw, 1273px" /></figure>
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<p class="has-medium-font-size wp-block-paragraph"><strong>The Flex Building </strong>located at<strong> 851 Forest Avenue in Sheboygan Falls, Wisconsin</strong> is available for Lease from PARADIGM Real Estate. <br><br><strong>Full info sheet <a href="https://netorg113156-my.sharepoint.com/:b:/g/personal/brian_paradigmre_com/IQD1KY-ZQzS6R5PCrgkaV8AcAbF6XX4DdAPJH5u9yuiUwSo?e=yk9xsB" target="_blank" rel="noreferrer noopener">HERE</a>.</strong></p>



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<h3 class="wp-block-heading"><span style="text-decoration: underline;"><strong>Property Info:</strong></span></h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">LEASE RATE: <strong>$7. 00/ SF NNN</strong></li>



<li class="has-medium-font-size">CAM: <strong>$2.00 / SF</strong></li>



<li class="has-medium-font-size">BUILDING SIZE: <strong>18,890 SF</strong></li>



<li class="has-medium-font-size">OFFICE: <strong>~2,294 SF</strong></li>



<li class="has-medium-font-size">LAND SIZE: <strong>3.80 Acres</strong></li>



<li class="has-medium-font-size">YEAR BUILT: <strong>1993</strong></li>



<li class="has-medium-font-size">ZONING: <strong>I-1 (Light Industrial)</strong></li>



<li class="has-medium-font-size">CONSTRUCTION: <strong>Steel</strong></li>



<li class="has-medium-font-size">CEILING HEIGHT: <strong>16&#8217;+</strong></li>



<li class="has-medium-font-size">DOCK DOORS: <strong>(2) Two 10&#8242; x 10&#8242; with levelers</strong></li>



<li class="has-medium-font-size">DRIVE-IN DOORS: <strong><strong>(2) Two</strong> 10&#8242; x 10&#8242;</strong></li>



<li class="has-medium-font-size">SPRINKLERED: <strong>Yes &#8211; wet</strong></li>



<li class="has-medium-font-size">LIGHTING: <strong>LED</strong></li>



<li class="has-medium-font-size">POWER: <strong>3 phase, 480 volts (TBV)</strong></li>



<li class="has-medium-font-size">WATER: <strong>City</strong></li>



<li class="has-medium-font-size">SEWER: <strong>City</strong></li>
</ul>
</div>



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<h3 class="wp-block-heading"><strong><span style="text-decoration: underline;">Notes</span>:</strong></h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">The property is located in Sheboygan, a city known for its beautiful Lake Michigan shoreline and vibrant arts community. Sheboygan is also home to the John Michael Kohler Arts Center, showcasing contemporary art.</li>



<li class="has-medium-font-size">Forest Avenue, where the property is situated, is a bustling commercial corridor with a mix of retail shops, restaurants, and businesses. Nearby retailers include Walmart, Kohl&#8217;s, and Target.</li>



<li class="has-medium-font-size">The property&#8217;s location offers convenient access to major transportation arteries, including Interstate 43 and State Highway 23, facilitating easy commuting for employees and customers.</li>



<li class="has-medium-font-size">Sheboygan is recognized for its strong manufacturing sector, with companies like Johnsonville Sausage and Nemak having a presence in the area. This may attract potential clients or customers to the property.</li>



<li class="has-medium-font-size">The surrounding neighborhood is a mix of residential and commercial properties, providing a diverse customer base and potential foot traffic for businesses operating in the area.</li>
</ul>
</div>
</div>



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<figure class="aligncenter size-large"><img decoding="async" width="778" height="1024" src="https://paradigmre.com/wp-content/uploads/2026/06/image001-778x1024.png" alt="" class="wp-image-6043" srcset="https://paradigmre.com/wp-content/uploads/2026/06/image001-778x1024.png 778w, https://paradigmre.com/wp-content/uploads/2026/06/image001-228x300.png 228w, https://paradigmre.com/wp-content/uploads/2026/06/image001-768x1010.png 768w, https://paradigmre.com/wp-content/uploads/2026/06/image001.png 973w" sizes="(max-width: 778px) 100vw, 778px" /></figure>
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<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="768" height="1024" src="https://paradigmre.com/wp-content/uploads/2026/06/IMG_6935-768x1024.jpeg" alt="" class="wp-image-6045" srcset="https://paradigmre.com/wp-content/uploads/2026/06/IMG_6935-768x1024.jpeg 768w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_6935-225x300.jpeg 225w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_6935-1152x1536.jpeg 1152w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_6935-1536x2048.jpeg 1536w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_6935-scaled.jpeg 1920w" sizes="auto, (max-width: 768px) 100vw, 768px" /></figure>



<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="768" height="1024" src="https://paradigmre.com/wp-content/uploads/2026/06/IMG_6940-768x1024.jpeg" alt="" class="wp-image-6048" srcset="https://paradigmre.com/wp-content/uploads/2026/06/IMG_6940-768x1024.jpeg 768w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_6940-225x300.jpeg 225w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_6940-1152x1536.jpeg 1152w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_6940-1536x2048.jpeg 1536w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_6940-scaled.jpeg 1920w" sizes="auto, (max-width: 768px) 100vw, 768px" /></figure>
</div>



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<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="768" height="1024" src="https://paradigmre.com/wp-content/uploads/2026/06/IMG_6941-768x1024.jpeg" alt="" class="wp-image-6046" srcset="https://paradigmre.com/wp-content/uploads/2026/06/IMG_6941-768x1024.jpeg 768w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_6941-225x300.jpeg 225w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_6941-1152x1536.jpeg 1152w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_6941-1536x2048.jpeg 1536w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_6941-scaled.jpeg 1920w" sizes="auto, (max-width: 768px) 100vw, 768px" /></figure>



<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="768" height="1024" src="https://paradigmre.com/wp-content/uploads/2026/06/IMG_6947-768x1024.jpeg" alt="" class="wp-image-6047" srcset="https://paradigmre.com/wp-content/uploads/2026/06/IMG_6947-768x1024.jpeg 768w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_6947-225x300.jpeg 225w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_6947-1152x1536.jpeg 1152w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_6947-1536x2048.jpeg 1536w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_6947-scaled.jpeg 1920w" sizes="auto, (max-width: 768px) 100vw, 768px" /></figure>
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<p class="has-text-align-center wp-block-paragraph">Contact PARADIGM today for more information or to schedule a showing.</p>
</div>
</div>
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<p class="wp-block-paragraph"></p>
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		<item>
		<title>PARADIGM Sells Oak Creek Industrial Facility</title>
		<link>https://paradigmre.com/paradigm-sells-oak-creek-industrial-facility-2/</link>
		
		<dc:creator><![CDATA[PARADIGM Real Estate]]></dc:creator>
		<pubDate>Mon, 08 Jun 2026 18:12:35 +0000</pubDate>
				<category><![CDATA[Completed Deals]]></category>
		<category><![CDATA[News]]></category>
		<guid isPermaLink="false">https://paradigmre.com/?p=6037</guid>

					<description><![CDATA[400 Marquette LLC sold an 80,913 SF industrial facility located at 400 West Marquette Avenue in Oak Creek, Wisconsin. The new owners, PI 400 Marquette LLC purchased the property as a multi-tenant industrial investment. Brian Parrish, MBA, SIOR, and Matt Friedman of PARADIGM Real Estate represented the seller in the&#8230;]]></description>
										<content:encoded><![CDATA[<div class="wp-block-image">
<figure class="aligncenter size-full"><img loading="lazy" decoding="async" width="1024" height="680" src="https://paradigmre.com/wp-content/uploads/2026/06/SOLD-16.png" alt="" class="wp-image-6038" srcset="https://paradigmre.com/wp-content/uploads/2026/06/SOLD-16.png 1024w, https://paradigmre.com/wp-content/uploads/2026/06/SOLD-16-300x199.png 300w, https://paradigmre.com/wp-content/uploads/2026/06/SOLD-16-768x510.png 768w, https://paradigmre.com/wp-content/uploads/2026/06/SOLD-16-263x174.png 263w, https://paradigmre.com/wp-content/uploads/2026/06/SOLD-16-360x238.png 360w, https://paradigmre.com/wp-content/uploads/2026/06/SOLD-16-272x182.png 272w, https://paradigmre.com/wp-content/uploads/2026/06/SOLD-16-950x630.png 950w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>
</div>


<p class="has-medium-font-size wp-block-paragraph">400 Marquette LLC sold an 80,913 SF industrial facility located at 400 West Marquette Avenue in Oak Creek, Wisconsin.</p>



<p class="has-medium-font-size wp-block-paragraph">The new owners, PI 400 Marquette LLC purchased the property as a multi-tenant industrial investment.</p>



<p class="has-medium-font-size wp-block-paragraph"><a href="https://paradigmre.com/about/#brokers-brian-parrish-mba-sior-president-ceo" target="_blank" rel="noreferrer noopener">Brian Parrish, MBA, SIOR</a>, and <a href="https://paradigmre.com/about/#brokers-matt-friedman-senior-vice-president-partner" target="_blank" rel="noreferrer noopener">Matt Friedman</a> of PARADIGM Real Estate represented the seller in the transaction.</p>



<p class="has-medium-font-size wp-block-paragraph"><strong>PARADIGM Real Estate</strong> is a commercial real estate brokerage and consulting firm specializing in the sale and lease of industrial and commercial real estate in Wisconsin.</p>
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		<title>For Sale or Lease: Milwaukee Multi-Parcel Industrial Flex Space</title>
		<link>https://paradigmre.com/for-sale-or-lease-milwaukee-multi-parcel-industrial-flex-space/</link>
		
		<dc:creator><![CDATA[PARADIGM Real Estate]]></dc:creator>
		<pubDate>Fri, 05 Jun 2026 19:18:29 +0000</pubDate>
				<category><![CDATA[Current Listings]]></category>
		<category><![CDATA[News]]></category>
		<guid isPermaLink="false">https://grayshark.net/paradigm/?p=3172</guid>

					<description><![CDATA[Multi-parcel industrial site with secured outdoor storage at 2101 &#38; 2201 West Purdue Street in Milwaukee, Wisconsin available for Sale or Lease from PARADIGM. Full info sheet HERE. PARCEL FEATURES(2 separate parcels &#8211; easily divisible) NOTES Financial Information 2101 W PURDUE ST. PARCEL FEATURES WAREHOUSE BUILDING INFO OFFICE BUILDING INFO&#8230;]]></description>
										<content:encoded><![CDATA[<div class="wp-block-image">
<figure class="aligncenter"><img decoding="async" src="https://paradigmre.com/wp-content/uploads/2024/01/47-Middle-Coast-2-1024x683.jpg" alt="The current image has no alternative text. The file name is: 47-Middle-Coast-2.jpg"/></figure>
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<p class="has-medium-font-size wp-block-paragraph">Multi-parcel industrial site with secured outdoor storage at <strong>2101 &amp; 2201 West Purdue Street in Milwaukee, Wisconsin</strong> available for Sale or Lease from PARADIGM.<br><br><strong>Full info sheet <a href="https://netorg113156-my.sharepoint.com/:b:/g/personal/brian_paradigmre_com/IQCUWsKohU_fT5n6L1dQ0L5bAcpa2sMubfba1WFFfTnUV7M?e=tEc6fe" target="_blank" rel="noreferrer noopener">HERE</a>.</strong></p>



<div class="wp-block-columns is-layout-flex wp-container-core-columns-is-layout-8f761849 wp-block-columns-is-layout-flex">
<div class="wp-block-column is-layout-flow wp-block-column-is-layout-flow">
<h3 class="wp-block-heading"><span style="text-decoration: underline;">PARCEL FEATURES</span><br>(2 separate parcels &#8211; easily divisible)</h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">TOTAL SIZE: <strong>78,747 SF</strong></li>



<li class="has-medium-font-size">TOTAL LAND SIZE: <strong>1.92 Acres</strong></li>



<li class="has-medium-font-size">ZONING TYPE: <strong>IL-2</strong></li>



<li class="has-medium-font-size">SPRINKLER: <strong>None</strong></li>



<li class="has-medium-font-size">POWER: <strong>3-phase &#8211; TBV</strong></li>



<li class="has-medium-font-size">CONSTRUCTION: <strong>Masonry</strong></li>



<li class="has-medium-font-size">LOADING: <strong>Ample</strong></li>
</ul>
</div>



<div class="wp-block-column is-layout-flow wp-block-column-is-layout-flow">
<h3 class="wp-block-heading"><span style="text-decoration: underline;">NOTES</span></h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">MIN. DIVISIBLE: <strong>25,513 SF</strong></li>



<li class="has-medium-font-size">MAX. AVAILABLE: <strong>78,747 SF</strong></li>



<li class="has-medium-font-size"># BUILDINGS: <strong>(3) Three</strong></li>



<li class="has-medium-font-size">SECURED OUTDOOR STORAGE: <strong>(2) Two lots</strong></li>
</ul>



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<h3 class="wp-block-heading"><span style="text-decoration: underline;">Financial Information</span></h3>



<ul class="wp-block-list has-medium-font-size">
<li>LEASE RATE: 4.50 / SF</li>



<li>SALE PRICE: <strong>Negotiable</strong></li>
</ul>
</div></div>
</div>
</div>



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<h3 class="wp-block-heading"><span style="text-decoration: underline;">2101 W PURDUE ST. PARCEL FEATURES</span></h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">TOTAL SIZE: <strong>25,513 SF</strong></li>



<li class="has-medium-font-size">LAND SIZE: <strong>1.75 Acres</strong></li>



<li class="has-medium-font-size"># BUILDINGS: <strong>(2) Two: (1) Warehouse &amp; (1) Office</strong></li>
</ul>



<h4 class="wp-block-heading"><span style="text-decoration: underline;">WAREHOUSE BUILDING INFO</span></h4>



<ul class="wp-block-list">
<li class="has-medium-font-size">SIZE: <strong>6,500 SF</strong></li>



<li class="has-medium-font-size">CLEAR HEIGHT: <strong>20&#8242;</strong></li>



<li class="has-medium-font-size">DRIVE-IN DOORS: <strong>(3) Three 16&#8242; x 14&#8242; | (1) One 10&#8242; x 8&#8242;</strong></li>



<li class="has-medium-font-size">POWER: <strong>3 phase TBV</strong></li>



<li class="has-medium-font-size">NOTES: <strong>Fans, bathroom, surveillance system, heated, small office, floor drains throughout</strong></li>
</ul>



<h4 class="wp-block-heading"><span style="text-decoration: underline;">OFFICE BUILDING INFO</span></h4>



<ul class="wp-block-list">
<li class="has-medium-font-size">SIZE: <strong>19,013 SF</strong></li>



<li class="has-medium-font-size">NOTES:
<ul class="wp-block-list">
<li><strong>Multiple offices including conference room &amp; multiple bathrooms (recently updated)</strong></li>



<li><strong>(2) Two floors of underground, heated &amp; secured parking (14) Fourteen cars per floor</strong></li>



<li><strong>Secured outside storage</strong></li>
</ul>
</li>
</ul>
</div></div>



<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1024" height="683" src="https://paradigmre.com/wp-content/uploads/2024/01/44-Middle-Coast-44-1024x683.jpg" alt="" class="wp-image-3176" srcset="https://paradigmre.com/wp-content/uploads/2024/01/44-Middle-Coast-44-1024x683.jpg 1024w, https://paradigmre.com/wp-content/uploads/2024/01/44-Middle-Coast-44-300x200.jpg 300w, https://paradigmre.com/wp-content/uploads/2024/01/44-Middle-Coast-44-768x512.jpg 768w, https://paradigmre.com/wp-content/uploads/2024/01/44-Middle-Coast-44-1536x1024.jpg 1536w, https://paradigmre.com/wp-content/uploads/2024/01/44-Middle-Coast-44-2048x1366.jpg 2048w, https://paradigmre.com/wp-content/uploads/2024/01/44-Middle-Coast-44-263x174.jpg 263w, https://paradigmre.com/wp-content/uploads/2024/01/44-Middle-Coast-44-272x182.jpg 272w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>
</div>
</div>



<div class="wp-block-column is-layout-flow wp-block-column-is-layout-flow">
<div class="wp-block-group has-background is-vertical is-layout-flex wp-container-core-group-is-layout-4fc3f8e1 wp-block-group-is-layout-flex" style="background-color:#949ba1">
<div class="wp-block-group"><div class="wp-block-group__inner-container is-layout-constrained wp-block-group-is-layout-constrained">
<h3 class="wp-block-heading"><span style="text-decoration: underline;">2201 W PURDUE ST. PARCEL FEATURES</span></h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">WAREHOUSE SIZE: <strong>53,234 SF (minimal Office space)</strong></li>



<li class="has-medium-font-size">PARKING LOT: <strong>.17 Acres</strong></li>



<li class="has-medium-font-size">CLEAR HEIGHT: <strong>14&#8242; &#8211; 16&#8242;</strong></li>



<li class="has-medium-font-size">DRIVE-IN DOORS | (13) Thirteen Total:
<ul class="wp-block-list">
<li><strong>(1) One 20&#8242; x 14&#8242;</strong></li>



<li><strong>(7) Seven 10&#8242; x 10&#8242;</strong></li>



<li><strong>(1) One 12&#8242; x 12&#8242;</strong></li>



<li><strong>(1) One 8&#8242; x 8&#8242;</strong></li>



<li><strong>(2) Two 8&#8242; x 10&#8242;</strong></li>



<li><strong>(1) One 16&#8242; x 14&#8242;</strong></li>
</ul>
</li>



<li class="has-medium-font-size">DOCK DOORS:
<ul class="wp-block-list">
<li><strong>(2) Two 10&#8242; x 10&#8242;</strong></li>
</ul>
</li>



<li class="has-medium-font-size">ENCLOSED DOCKS:
<ul class="wp-block-list">
<li><strong>(1) One 20&#8242; x 16&#8242;</strong></li>



<li><strong>(2) Two 12&#8242; x 14&#8242;</strong></li>
</ul>
</li>



<li class="has-medium-font-size">LIGHTING: <strong>LED &amp; Fluorescent</strong></li>



<li class="has-medium-font-size">CRANES: <strong>(2) Two | 2 ton</strong></li>



<li class="has-medium-font-size">SECURED OUTDOOR STORAGE: <strong>Yes</strong></li>



<li class="has-medium-font-size">NOTES:
<ul class="wp-block-list">
<li><strong>Includes one small parking lot across the street (15 car spaces)</strong></li>



<li><strong>Warehouse is heated</strong></li>
</ul>
</li>
</ul>
</div></div>



<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1024" height="684" src="https://paradigmre.com/wp-content/uploads/2024/01/01-Middle-Coast-1-1024x684.jpg" alt="" class="wp-image-3175" srcset="https://paradigmre.com/wp-content/uploads/2024/01/01-Middle-Coast-1-1024x684.jpg 1024w, https://paradigmre.com/wp-content/uploads/2024/01/01-Middle-Coast-1-300x200.jpg 300w, https://paradigmre.com/wp-content/uploads/2024/01/01-Middle-Coast-1-768x513.jpg 768w, https://paradigmre.com/wp-content/uploads/2024/01/01-Middle-Coast-1-1536x1026.jpg 1536w, https://paradigmre.com/wp-content/uploads/2024/01/01-Middle-Coast-1-2048x1368.jpg 2048w, https://paradigmre.com/wp-content/uploads/2024/01/01-Middle-Coast-1-272x182.jpg 272w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>
</div>
</div>
</div>


<div class="wp-block-image">
<figure class="aligncenter size-large"><img loading="lazy" decoding="async" width="1024" height="683" src="https://paradigmre.com/wp-content/uploads/2024/01/48-Middle-Coast-3-1024x683.jpg" alt="" class="wp-image-3178" srcset="https://paradigmre.com/wp-content/uploads/2024/01/48-Middle-Coast-3-1024x683.jpg 1024w, https://paradigmre.com/wp-content/uploads/2024/01/48-Middle-Coast-3-300x200.jpg 300w, https://paradigmre.com/wp-content/uploads/2024/01/48-Middle-Coast-3-768x512.jpg 768w, https://paradigmre.com/wp-content/uploads/2024/01/48-Middle-Coast-3-1536x1024.jpg 1536w, https://paradigmre.com/wp-content/uploads/2024/01/48-Middle-Coast-3-2048x1366.jpg 2048w, https://paradigmre.com/wp-content/uploads/2024/01/48-Middle-Coast-3-263x174.jpg 263w, https://paradigmre.com/wp-content/uploads/2024/01/48-Middle-Coast-3-272x182.jpg 272w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>
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<p class="wp-block-paragraph"></p>



<div class="wp-block-columns is-layout-flex wp-container-core-columns-is-layout-8f761849 wp-block-columns-is-layout-flex">
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<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1024" height="684" src="https://paradigmre.com/wp-content/uploads/2024/01/03-Middle-Coast-3-1024x684.jpg" alt="" class="wp-image-3179" srcset="https://paradigmre.com/wp-content/uploads/2024/01/03-Middle-Coast-3-1024x684.jpg 1024w, https://paradigmre.com/wp-content/uploads/2024/01/03-Middle-Coast-3-300x201.jpg 300w, https://paradigmre.com/wp-content/uploads/2024/01/03-Middle-Coast-3-768x513.jpg 768w, https://paradigmre.com/wp-content/uploads/2024/01/03-Middle-Coast-3-1536x1027.jpg 1536w, https://paradigmre.com/wp-content/uploads/2024/01/03-Middle-Coast-3-2048x1369.jpg 2048w, https://paradigmre.com/wp-content/uploads/2024/01/03-Middle-Coast-3-272x182.jpg 272w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>



<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1024" height="686" src="https://paradigmre.com/wp-content/uploads/2024/01/11-Middle-Coast-11-1024x686.jpg" alt="" class="wp-image-3182" srcset="https://paradigmre.com/wp-content/uploads/2024/01/11-Middle-Coast-11-1024x686.jpg 1024w, https://paradigmre.com/wp-content/uploads/2024/01/11-Middle-Coast-11-300x201.jpg 300w, https://paradigmre.com/wp-content/uploads/2024/01/11-Middle-Coast-11-768x515.jpg 768w, https://paradigmre.com/wp-content/uploads/2024/01/11-Middle-Coast-11-1536x1030.jpg 1536w, https://paradigmre.com/wp-content/uploads/2024/01/11-Middle-Coast-11-2048x1373.jpg 2048w, https://paradigmre.com/wp-content/uploads/2024/01/11-Middle-Coast-11-272x182.jpg 272w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>
</div>



<div class="wp-block-column is-layout-flow wp-block-column-is-layout-flow">
<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="2500" height="1668" src="https://paradigmre.com/wp-content/uploads/2024/01/10-Middle-Coast-10.jpg" alt="" class="wp-image-3180" srcset="https://paradigmre.com/wp-content/uploads/2024/01/10-Middle-Coast-10.jpg 2500w, https://paradigmre.com/wp-content/uploads/2024/01/10-Middle-Coast-10-300x200.jpg 300w, https://paradigmre.com/wp-content/uploads/2024/01/10-Middle-Coast-10-1024x683.jpg 1024w, https://paradigmre.com/wp-content/uploads/2024/01/10-Middle-Coast-10-768x512.jpg 768w, https://paradigmre.com/wp-content/uploads/2024/01/10-Middle-Coast-10-1536x1025.jpg 1536w, https://paradigmre.com/wp-content/uploads/2024/01/10-Middle-Coast-10-2048x1366.jpg 2048w, https://paradigmre.com/wp-content/uploads/2024/01/10-Middle-Coast-10-263x174.jpg 263w, https://paradigmre.com/wp-content/uploads/2024/01/10-Middle-Coast-10-272x182.jpg 272w" sizes="auto, (max-width: 2500px) 100vw, 2500px" /></figure>



<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1024" height="684" src="https://paradigmre.com/wp-content/uploads/2024/01/20-Middle-Coast-20-1024x684.jpg" alt="" class="wp-image-3183" srcset="https://paradigmre.com/wp-content/uploads/2024/01/20-Middle-Coast-20-1024x684.jpg 1024w, https://paradigmre.com/wp-content/uploads/2024/01/20-Middle-Coast-20-300x200.jpg 300w, https://paradigmre.com/wp-content/uploads/2024/01/20-Middle-Coast-20-768x513.jpg 768w, https://paradigmre.com/wp-content/uploads/2024/01/20-Middle-Coast-20-1536x1025.jpg 1536w, https://paradigmre.com/wp-content/uploads/2024/01/20-Middle-Coast-20-2048x1367.jpg 2048w, https://paradigmre.com/wp-content/uploads/2024/01/20-Middle-Coast-20-272x182.jpg 272w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>
</div>
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<p class="wp-block-paragraph"></p>


<div class="wp-block-image">
<figure class="aligncenter size-large"><img loading="lazy" decoding="async" width="1024" height="684" src="https://paradigmre.com/wp-content/uploads/2024/01/37-Middle-Coast-37-1024x684.jpg" alt="" class="wp-image-3181" srcset="https://paradigmre.com/wp-content/uploads/2024/01/37-Middle-Coast-37-1024x684.jpg 1024w, https://paradigmre.com/wp-content/uploads/2024/01/37-Middle-Coast-37-300x200.jpg 300w, https://paradigmre.com/wp-content/uploads/2024/01/37-Middle-Coast-37-768x513.jpg 768w, https://paradigmre.com/wp-content/uploads/2024/01/37-Middle-Coast-37-1536x1026.jpg 1536w, https://paradigmre.com/wp-content/uploads/2024/01/37-Middle-Coast-37-2048x1368.jpg 2048w, https://paradigmre.com/wp-content/uploads/2024/01/37-Middle-Coast-37-272x182.jpg 272w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>
</div>


<p class="wp-block-paragraph"></p>


<div class="wp-block-image">
<figure class="aligncenter size-large"><img loading="lazy" decoding="async" width="1024" height="683" src="https://paradigmre.com/wp-content/uploads/2024/01/43-Middle-Coast-43-1024x683.jpg" alt="" class="wp-image-3184" srcset="https://paradigmre.com/wp-content/uploads/2024/01/43-Middle-Coast-43-1024x683.jpg 1024w, https://paradigmre.com/wp-content/uploads/2024/01/43-Middle-Coast-43-300x200.jpg 300w, https://paradigmre.com/wp-content/uploads/2024/01/43-Middle-Coast-43-768x512.jpg 768w, https://paradigmre.com/wp-content/uploads/2024/01/43-Middle-Coast-43-1536x1024.jpg 1536w, https://paradigmre.com/wp-content/uploads/2024/01/43-Middle-Coast-43-2048x1366.jpg 2048w, https://paradigmre.com/wp-content/uploads/2024/01/43-Middle-Coast-43-263x174.jpg 263w, https://paradigmre.com/wp-content/uploads/2024/01/43-Middle-Coast-43-272x182.jpg 272w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>
</div>


<p class="has-text-align-center wp-block-paragraph">Contact PARADIGM today for more information or to schedule a showing.</p>
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			</item>
		<item>
		<title>Oak Creek Mixed-Use &#124; Redevelopment Site for Sale or Lease</title>
		<link>https://paradigmre.com/oak-creek-mixed-use-redevelopment-site-for-sale-or-lease/</link>
		
		<dc:creator><![CDATA[PARADIGM Real Estate]]></dc:creator>
		<pubDate>Tue, 02 Jun 2026 19:37:08 +0000</pubDate>
				<category><![CDATA[Current Listings]]></category>
		<category><![CDATA[News]]></category>
		<guid isPermaLink="false">https://paradigmre.com/?p=6001</guid>

					<description><![CDATA[The Mixed-Use Facility located at 6830 South Howell Avenue in Oak Creek, Wisconsin is available for Sale or Lease from PARADIGM Real Estate. Prime redevelopment opportunity. Large parcel with excellent frontage, exterior lighting, and combination of asphalt and compacted stone lot. Full info sheet HERE. Offering Summary Property Features Zoning&#8230;]]></description>
										<content:encoded><![CDATA[<div class="wp-block-image">
<figure class="aligncenter"><img decoding="async" src="https://paradigmre.com/wp-content/uploads/2026/06/DJI_0254-1024x673.jpg" alt="The current image has no alternative text. The file name is: DJI_0254.jpg"/></figure>
</div>


<p class="has-medium-font-size wp-block-paragraph"><strong>The Mixed-Use Facility </strong>located at <strong>6830 South Howell Avenue in Oak Creek, Wisconsin</strong> is available for Sale or Lease from PARADIGM Real Estate. Prime redevelopment opportunity. Large parcel with excellent frontage, exterior lighting, and combination of asphalt and compacted stone lot.</p>



<h2 class="wp-block-heading">Full info sheet <a href="https://netorg113156-my.sharepoint.com/:b:/g/personal/brian_paradigmre_com/IQBBi6MOaBGPTrf4w6aVFlGLAXNKZmArOrv4m8blGf8p_Eg?e=k9qtzI" target="_blank" rel="noreferrer noopener">HERE</a>.</h2>



<div class="wp-block-columns is-layout-flex wp-container-core-columns-is-layout-8f761849 wp-block-columns-is-layout-flex">
<div class="wp-block-column is-layout-flow wp-block-column-is-layout-flow">
<h3 class="wp-block-heading"><span style="text-decoration: underline;">Offering Summary</span></h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">BUILDING SIZE: <strong>15,258 SF</strong></li>



<li class="has-medium-font-size">LAND SIZE: <strong>3.99 Acres</strong></li>



<li class="has-medium-font-size">USABLE ACRES: <strong>3.34 (TBV)</strong></li>



<li class="has-medium-font-size">OFFICES: <strong>1,500 SF (TBV)</strong></li>



<li class="has-medium-font-size">YEAR BUILT: <strong>1966</strong></li>
</ul>



<h3 class="wp-block-heading"><span style="text-decoration: underline;">Property Features</span></h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">NUMBER OF PARCELS: <strong>3</strong></li>



<li class="has-medium-font-size">ZONING TYPE: <strong>B-4 (General Business District) |</strong> <strong><a href="https://ecode360.com/38790427">DETAILS</a></strong></li>



<li class="has-medium-font-size">ROOF: <strong>Metal &#8211; pitched</strong></li>



<li class="has-medium-font-size">CELING HEIGHT: <strong>13&#8242; &#8211; 16&#8242;</strong></li>



<li class="has-medium-font-size">POWER: <strong>Single Phase | <strong>200 amp (TBV)</strong></strong></li>



<li class="has-medium-font-size">DRIVE-IN DOORS: <strong>(7) Seven<strong> </strong></strong></li>



<li class="has-medium-font-size">CONSTRUCTION: <strong>Metal</strong></li>



<li class="has-medium-font-size">SEWER: <strong>Municipal (TBV)</strong></li>



<li class="has-medium-font-size">WATER: <strong>Municipal</strong></li>



<li class="has-medium-font-size">TRAFFIC COUNTS: <strong>18,900 VPD (WI DOT)</strong></li>
</ul>



<h3 class="wp-block-heading"><span style="text-decoration: underline;">Zoning Narrative</span></h3>



<ul class="wp-block-list">
<li class="has-medium-font-size"><em><span style="text-decoration: underline;">Permitted Uses:</span></em><br>B-4 zoning allows for a broad range of regional commercial uses including retail, restaurants, hospitality, office, medical, fitness, banking, mixed use residential above ground floor, hotel, grocery, funeral, religious, research &amp; development, and artisan manufacturing.</li>



<li class="has-medium-font-size"><em><span style="text-decoration: underline;">Conditional Uses:</span></em><br>Conditional uses may include car washes and fueling plaza, drive through facilities, hospitals, animal care facilities, daycare, wholesale, entertainment, and other specialty commercial or institutional uses subject to City approval.</li>



<li class="has-medium-font-size">Rezone to industrial is not possible (TBV)</li>
</ul>



<figure class="wp-block-table"><table class="has-fixed-layout"><tbody><tr><td class="has-text-align-center" data-align="center"><strong><span style="text-decoration: underline;">PARCEL SUMMARY</span></strong></td><td class="has-text-align-center" data-align="center"><strong><span style="text-decoration: underline;">TAX KEY #</span></strong></td><td class="has-text-align-center" data-align="center"><strong><span style="text-decoration: underline;">ACERAGE</span></strong></td></tr><tr><td class="has-text-align-center" data-align="center">6830</td><td class="has-text-align-center" data-align="center">7339996000</td><td class="has-text-align-center" data-align="center">2.429</td></tr><tr><td class="has-text-align-center" data-align="center">6830 (outlot)</td><td class="has-text-align-center" data-align="center">7339011000</td><td class="has-text-align-center" data-align="center">0.651</td></tr><tr><td class="has-text-align-center" data-align="center">6800</td><td class="has-text-align-center" data-align="center">7339997001</td><td class="has-text-align-center" data-align="center">0.91</td></tr></tbody></table></figure>


<div class="wp-block-image">
<figure class="aligncenter size-full"><img loading="lazy" decoding="async" width="2048" height="1536" src="https://paradigmre.com/wp-content/uploads/2026/06/DJI_0244.jpg" alt="" class="wp-image-6006" srcset="https://paradigmre.com/wp-content/uploads/2026/06/DJI_0244.jpg 2048w, https://paradigmre.com/wp-content/uploads/2026/06/DJI_0244-300x225.jpg 300w, https://paradigmre.com/wp-content/uploads/2026/06/DJI_0244-1024x768.jpg 1024w, https://paradigmre.com/wp-content/uploads/2026/06/DJI_0244-768x576.jpg 768w, https://paradigmre.com/wp-content/uploads/2026/06/DJI_0244-1536x1152.jpg 1536w" sizes="auto, (max-width: 2048px) 100vw, 2048px" /></figure>
</div></div>



<div class="wp-block-column is-layout-flow wp-block-column-is-layout-flow">
<div class="wp-block-group has-background" style="background-color:#eedb6b"><div class="wp-block-group__inner-container is-layout-constrained wp-block-group-is-layout-constrained">
<h3 class="wp-block-heading"><span style="text-decoration: underline;">Financial Summary</span></h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">OFFERING PRICE <strong>$1,490,000</strong></li>



<li class="has-medium-font-size">PRICE PSF: <strong>$98.24</strong></li>



<li class="has-medium-font-size">LEASE RATE: <strong>Negotiable</strong></li>



<li class="has-medium-font-size"><strong>Landlord willing to provide turnkey buildout &#8211; proposal available upon request</strong></li>
</ul>
</div></div>



<figure class="wp-block-image size-full"><img loading="lazy" decoding="async" width="2048" height="1366" src="https://paradigmre.com/wp-content/uploads/2026/06/IMG_2443.jpg" alt="" class="wp-image-6004" srcset="https://paradigmre.com/wp-content/uploads/2026/06/IMG_2443.jpg 2048w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2443-300x200.jpg 300w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2443-1024x683.jpg 1024w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2443-768x512.jpg 768w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2443-1536x1025.jpg 1536w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2443-263x174.jpg 263w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2443-272x182.jpg 272w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2443-720x480.jpg 720w" sizes="auto, (max-width: 2048px) 100vw, 2048px" /></figure>



<p class="wp-block-paragraph"></p>



<div class="wp-block-group"><div class="wp-block-group__inner-container is-layout-constrained wp-block-group-is-layout-constrained">
<div class="wp-block-group has-background" style="background-color:#5471a6"><div class="wp-block-group__inner-container is-layout-constrained wp-block-group-is-layout-constrained">
<h3 class="wp-block-heading"><span style="text-decoration: underline;">Main Building</span></h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">WAREHOUSE: <strong>6,375 SF</strong></li>



<li class="has-medium-font-size">CLEAR HEIGHT: <strong>12&#8242; &#8211; 14&#8217;8</strong>&#8220;</li>



<li class="has-medium-font-size">HVAC: <strong>Gas Modines</strong></li>



<li class="has-medium-font-size">DRIVE-IN DOORS: <strong>(3) Three</strong><strong> 12&#8242; x 12&#8242;</strong></li>



<li class="has-medium-font-size">BATHROOM: <strong>(1) One with shower</strong></li>



<li class="has-medium-font-size">NOTES: 
<ul class="wp-block-list">
<li class="has-medium-font-size"><strong>Floor drains throughout</strong></li>



<li class="has-medium-font-size"><strong>Offices remodeled</strong></li>
</ul>
</li>
</ul>



<h3 class="wp-block-heading"><span style="text-decoration: underline;">Cold Storage &#8211; Building 1</span></h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">BUILDING SIZE: <strong>3,465 SF</strong></li>



<li class="has-medium-font-size">CLEAR HEIGHT: <strong>13&#8242;</strong></li>



<li class="has-medium-font-size">LIGHTING: <strong>Metal Halide</strong></li>



<li class="has-medium-font-size">SLIDING DOORS: <strong>(2) Two 13&#8242; x 19&#8217;7&#8243;</strong></li>
</ul>



<h3 class="wp-block-heading"><span style="text-decoration: underline;"><span style="text-decoration: underline;">Cold Storage &#8211; Building </span>2</span></h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">BUILDING SIZE: <strong>5,418 SF</strong></li>



<li class="has-medium-font-size">CLEAR HEIGHT: <strong>16&#8242;</strong></li>



<li class="has-medium-font-size">LIGHTING: <strong>Fluorescent</strong></li>



<li class="has-medium-font-size">SLIDING DOORS: <strong>(1) One 16&#8242; x 13&#8217;7&#8243;</strong> | <strong>(1) One 16&#8242; x 29&#8217;7&#8243;</strong></li>



<li class="has-medium-font-size">FLOOR: <strong>Stone</strong></li>
</ul>
</div></div>
</div></div>



<p class="wp-block-paragraph"></p>


<div class="wp-block-image">
<figure class="aligncenter size-full"><img loading="lazy" decoding="async" width="2048" height="1536" src="https://paradigmre.com/wp-content/uploads/2026/06/DJI_0243.jpg" alt="" class="wp-image-6005" srcset="https://paradigmre.com/wp-content/uploads/2026/06/DJI_0243.jpg 2048w, https://paradigmre.com/wp-content/uploads/2026/06/DJI_0243-300x225.jpg 300w, https://paradigmre.com/wp-content/uploads/2026/06/DJI_0243-1024x768.jpg 1024w, https://paradigmre.com/wp-content/uploads/2026/06/DJI_0243-768x576.jpg 768w, https://paradigmre.com/wp-content/uploads/2026/06/DJI_0243-1536x1152.jpg 1536w" sizes="auto, (max-width: 2048px) 100vw, 2048px" /></figure>
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<figure class="aligncenter size-large"><img loading="lazy" decoding="async" width="1024" height="683" src="https://paradigmre.com/wp-content/uploads/2026/06/IMG_2449-1024x683.jpg" alt="" class="wp-image-6013" srcset="https://paradigmre.com/wp-content/uploads/2026/06/IMG_2449-1024x683.jpg 1024w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2449-300x200.jpg 300w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2449-768x512.jpg 768w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2449-1536x1024.jpg 1536w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2449-263x174.jpg 263w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2449-272x182.jpg 272w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2449-720x480.jpg 720w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2449.jpg 2048w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>
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<figure class="aligncenter size-large"><img loading="lazy" decoding="async" width="1024" height="768" src="https://paradigmre.com/wp-content/uploads/2026/06/DJI_0247-1024x768.jpg" alt="" class="wp-image-6014" srcset="https://paradigmre.com/wp-content/uploads/2026/06/DJI_0247-1024x768.jpg 1024w, https://paradigmre.com/wp-content/uploads/2026/06/DJI_0247-300x225.jpg 300w, https://paradigmre.com/wp-content/uploads/2026/06/DJI_0247-768x576.jpg 768w, https://paradigmre.com/wp-content/uploads/2026/06/DJI_0247-1536x1152.jpg 1536w, https://paradigmre.com/wp-content/uploads/2026/06/DJI_0247.jpg 2048w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /><figcaption class="wp-element-caption">Main Building</figcaption></figure>
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<div class="wp-block-image">
<figure class="aligncenter size-large"><img loading="lazy" decoding="async" width="1024" height="683" src="https://paradigmre.com/wp-content/uploads/2026/06/IMG_2445-1024x683.jpg" alt="" class="wp-image-6018" srcset="https://paradigmre.com/wp-content/uploads/2026/06/IMG_2445-1024x683.jpg 1024w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2445-300x200.jpg 300w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2445-768x512.jpg 768w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2445-1536x1025.jpg 1536w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2445-263x174.jpg 263w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2445-272x182.jpg 272w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2445-720x480.jpg 720w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2445.jpg 2048w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /><figcaption class="wp-element-caption">Cold Storage &#8211; Building 2</figcaption></figure>
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<div class="wp-block-column is-layout-flow wp-block-column-is-layout-flow"><div class="wp-block-image">
<figure class="aligncenter size-large"><img loading="lazy" decoding="async" width="1024" height="768" src="https://paradigmre.com/wp-content/uploads/2026/06/DJI_0246-1024x768.jpg" alt="" class="wp-image-6015" srcset="https://paradigmre.com/wp-content/uploads/2026/06/DJI_0246-1024x768.jpg 1024w, https://paradigmre.com/wp-content/uploads/2026/06/DJI_0246-300x225.jpg 300w, https://paradigmre.com/wp-content/uploads/2026/06/DJI_0246-768x576.jpg 768w, https://paradigmre.com/wp-content/uploads/2026/06/DJI_0246-1536x1152.jpg 1536w, https://paradigmre.com/wp-content/uploads/2026/06/DJI_0246.jpg 2048w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /><figcaption class="wp-element-caption">Cold Storage &#8211; Building 1</figcaption></figure>
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<div class="wp-block-image">
<figure class="aligncenter size-large"><img loading="lazy" decoding="async" width="1024" height="683" src="https://paradigmre.com/wp-content/uploads/2026/06/IMG_2444-1024x683.jpg" alt="" class="wp-image-6016" srcset="https://paradigmre.com/wp-content/uploads/2026/06/IMG_2444-1024x683.jpg 1024w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2444-300x200.jpg 300w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2444-768x512.jpg 768w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2444-1536x1025.jpg 1536w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2444-263x174.jpg 263w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2444-272x182.jpg 272w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2444-720x480.jpg 720w, https://paradigmre.com/wp-content/uploads/2026/06/IMG_2444.jpg 2048w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /><figcaption class="wp-element-caption">Cold Storage &#8211; Building 2</figcaption></figure>
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<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1024" height="768" src="https://paradigmre.com/wp-content/uploads/2026/06/DJI_0255-1024x768.jpg" alt="" class="wp-image-6017" srcset="https://paradigmre.com/wp-content/uploads/2026/06/DJI_0255-1024x768.jpg 1024w, https://paradigmre.com/wp-content/uploads/2026/06/DJI_0255-300x225.jpg 300w, https://paradigmre.com/wp-content/uploads/2026/06/DJI_0255-768x576.jpg 768w, https://paradigmre.com/wp-content/uploads/2026/06/DJI_0255-1536x1152.jpg 1536w, https://paradigmre.com/wp-content/uploads/2026/06/DJI_0255.jpg 2048w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>



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<p class="has-text-align-center has-large-font-size wp-block-paragraph">Contact PARADIGM today for more information or to schedule a showing.</p>
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		<title>PARADIGM&#8217;s President &#038; CEO Featured in NAR Interview</title>
		<link>https://paradigmre.com/paradigms-president-ceo-featured-in-nar-interview/</link>
		
		<dc:creator><![CDATA[PARADIGM Real Estate]]></dc:creator>
		<pubDate>Wed, 20 May 2026 15:04:07 +0000</pubDate>
				<category><![CDATA[News]]></category>
		<category><![CDATA[PARADIGM in the Community]]></category>
		<guid isPermaLink="false">https://paradigmre.com/?p=5930</guid>

					<description><![CDATA[After being recognized with CARW&#8217;s &#8220;Champions Award&#8221;, Brian Parrish, MBA, SIOR, PARADIGM&#8217;s President &#38; CEO, spoke with Carol Weinrich Helsel about the commercial &#38; investment real estate market. Focus on a single asset class, become the expert in your niche and stay in your lane. Persistence wins the race. Get&#8230;]]></description>
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<p class="has-medium-font-size wp-block-paragraph">After being recognized with <a href="https://www.nar.realtor/about-nar/awards-and-recognition/national-commercial-award-recipients">CARW&#8217;s &#8220;Champions Award&#8221;</a>, <a href="https://paradigmre.com/about/#brokers-brian-parrish-mba-sior-president-ceo">Brian Parrish, MBA, SIOR</a>, PARADIGM&#8217;s President &amp; CEO, spoke with <a href="https://pastichecommunications.com/the-writer/">Carol Weinrich Helsel</a> about the commercial &amp; investment real estate market.</p>



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<figure class="wp-block-image size-full"><a href="https://www.nar.realtor/commercial/create"><img loading="lazy" decoding="async" width="650" height="350" src="https://paradigmre.com/wp-content/uploads/2026/05/2026-NAR-REALTOR-NEWS-NOW-COMMERCIAL-INSIGHTS-LOGO-transparent-650x350-1.webp" alt="" class="wp-image-5951" srcset="https://paradigmre.com/wp-content/uploads/2026/05/2026-NAR-REALTOR-NEWS-NOW-COMMERCIAL-INSIGHTS-LOGO-transparent-650x350-1.webp 650w, https://paradigmre.com/wp-content/uploads/2026/05/2026-NAR-REALTOR-NEWS-NOW-COMMERCIAL-INSIGHTS-LOGO-transparent-650x350-1-300x162.webp 300w" sizes="auto, (max-width: 650px) 100vw, 650px" /></a></figure>
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<blockquote class="wp-block-quote is-layout-flow wp-block-quote-is-layout-flow">
<p class="wp-block-paragraph">Focus on a single asset class, become the expert in your niche and stay in your lane. Persistence wins the race. Get involved in the community. Show up and give your time and talents. Seek the support of family and colleagues and stay balanced.</p>
</blockquote>
</div>
</div>



<p class="has-medium-font-size wp-block-paragraph">Mr. Parrish talked about his involvement with CARW&#8217;s search for new technology partners; PARADIGM&#8217;s modern approach to client engagement; and his philosophy on community focused transactions that benefit not just the parties involved, but also surrounding residents.</p>



<p class="has-medium-font-size wp-block-paragraph">The full interview can be read <a href="https://www.nar.realtor/commercial/create/qa-brian-parrish-a-commercial-realtor-of-the-year?utm_term=F2E666F4-8090-4DBE-A186-9F5C85F9ED81&amp;nwsltr=navnar&amp;utm_content=BD46F695-619D-4DF2-B9B5-5920D18062A7">HERE</a>.</p>
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<figure class="aligncenter size-large"><img loading="lazy" decoding="async" width="819" height="1024" src="https://paradigmre.com/wp-content/uploads/2025/12/NAR-2025-Award-recipient-instagram-1-819x1024.png" alt="" class="wp-image-5517" style="aspect-ratio:0.7998078512858324" srcset="https://paradigmre.com/wp-content/uploads/2025/12/NAR-2025-Award-recipient-instagram-1-819x1024.png 819w, https://paradigmre.com/wp-content/uploads/2025/12/NAR-2025-Award-recipient-instagram-1-240x300.png 240w, https://paradigmre.com/wp-content/uploads/2025/12/NAR-2025-Award-recipient-instagram-1-768x960.png 768w, https://paradigmre.com/wp-content/uploads/2025/12/NAR-2025-Award-recipient-instagram-1.png 1080w" sizes="auto, (max-width: 819px) 100vw, 819px" /></figure>
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<p class="has-medium-font-size wp-block-paragraph"><strong>PARADIGM Real Estate</strong>&nbsp;is a commercial real estate brokerage and consulting firm specializing in the sale and lease of industrial and commercial real estate in Wisconsin.</p>
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		<title>Sheboygan Multi-Tenant Flex Investment Opportunity</title>
		<link>https://paradigmre.com/sheboygan-multi-tenant-flex-investment-opportunity/</link>
		
		<dc:creator><![CDATA[PARADIGM Real Estate]]></dc:creator>
		<pubDate>Tue, 19 May 2026 18:54:11 +0000</pubDate>
				<category><![CDATA[Current Listings]]></category>
		<category><![CDATA[News]]></category>
		<guid isPermaLink="false">https://paradigmre.com/?p=5920</guid>

					<description><![CDATA[The 30,540 SF multi-tenant flex facility located at 4505 &#8211; 4515 North Taylor Drive in Sheboygan, Wisconsin is available for Sale from PARADIGM Real Estate. Full Info SheetFull Offering Memorandum &#124; Click to Sign NDA Property Features: Notes: Financial Info Contact PARADIGM today for more information or to schedule a&#8230;]]></description>
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<iframe loading="lazy" title="4505 – 4515 South Taylor Drive | Sheboygan, Wisconsin (PARDIGM Virtual Tour)" width="1140" height="641" src="https://www.youtube.com/embed/urWDzN-4-qA?feature=oembed" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" referrerpolicy="strict-origin-when-cross-origin" allowfullscreen></iframe>
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<p class="has-medium-font-size wp-block-paragraph"><strong>The 30,540 SF multi-tenant flex facility located at 4505 &#8211; 4515 North Taylor Drive in Sheboygan, Wisconsin</strong> is available for Sale from PARADIGM Real Estate. </p>



<h2 class="wp-block-heading has-text-align-center"><span style="text-decoration: underline;"><a href="https://netorg113156-my.sharepoint.com/:b:/g/personal/brian_paradigmre_com/IQBPHbls5p58Qo7ysJqBbIldAeqTDS-3nX0vix2BYD5jG_Y?e=bhD752" target="_blank" rel="noreferrer noopener">Full Info Sheet</a><br><a href="https://creop.com/listing/50425/">Full Offering Memorandum | Click to Sign NDA</a></span></h2>



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<h3 class="wp-block-heading"><span style="text-decoration: underline;">Property Features:</span></h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">NUMBER OF UNITS: <strong>(3) Three &#8211; can be subdivided</strong></li>



<li class="has-medium-font-size">NET RENTABLE SIZE: <strong>30,540 SF</strong></li>



<li class="has-medium-font-size">LAND SIZE: <strong>4.4 Acres</strong></li>



<li class="has-medium-font-size">YEAR BUILT: <strong>2000</strong></li>



<li class="has-medium-font-size">CONSTRUCTION: <strong>Masonry &#8211; Decorative Block</strong></li>



<li class="has-medium-font-size">ROOF: <strong>Rubber EPDM</strong></li>



<li>CLEAR HEIGHT: <strong>18&#8242;</strong></li>



<li class="has-medium-font-size">SPRINKLER: <strong>100% Wet System</strong></li>



<li class="has-medium-font-size">GRADE LEVEL DOORS: <strong>(6) Six total | (1) One per unit with leveler</strong></li>



<li class="has-medium-font-size">POWER: <strong>3 phase power | 200 Amps</strong></li>



<li class="has-medium-font-size">HVAC: <strong>Gas modines &amp; (9) nine RTV&#8217;s</strong></li>



<li class="has-medium-font-size">PARKING: <strong>Ample, Large asphalt lot</strong></li>



<li class="has-medium-font-size">WATER: <strong>Municipal</strong></li>



<li class="has-medium-font-size">SEWER: <strong>Municipal</strong></li>
</ul>



<h3 class="wp-block-heading"><span style="text-decoration: underline;">Notes</span>:</h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">Partial conversion to warehouse may be possible.</li>



<li class="has-medium-font-size">Owner-occupier possibility: 7,000 SF flex space, Unit 4509, available for <a href="https://paradigmre.com/sheboygan-flex-space-for-lease/">Lease</a>. </li>
</ul>
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<h3 class="wp-block-heading"><span style="text-decoration: underline;">Financial Info</span></h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">SALE PRICE: <strong>$3,280,000</strong></li>



<li class="has-medium-font-size">PRICE PSF: <strong>$107.40</strong></li>



<li class="has-medium-font-size">CAP RATE: <strong>6.82%</strong></li>
</ul>
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<div class="wp-block-image">
<figure class="aligncenter size-large"><img loading="lazy" decoding="async" width="1024" height="768" src="https://paradigmre.com/wp-content/uploads/2026/05/DJI_0214-1024x768.jpg" alt="" class="wp-image-5800" srcset="https://paradigmre.com/wp-content/uploads/2026/05/DJI_0214-1024x768.jpg 1024w, https://paradigmre.com/wp-content/uploads/2026/05/DJI_0214-300x225.jpg 300w, https://paradigmre.com/wp-content/uploads/2026/05/DJI_0214-768x576.jpg 768w, https://paradigmre.com/wp-content/uploads/2026/05/DJI_0214-1536x1152.jpg 1536w, https://paradigmre.com/wp-content/uploads/2026/05/DJI_0214.jpg 2048w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>
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<p class="has-text-align-center wp-block-paragraph">Contact PARADIGM today for more information or to schedule a showing.</p>
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<figure class="aligncenter size-large"><img loading="lazy" decoding="async" width="1024" height="683" src="https://paradigmre.com/wp-content/uploads/2026/05/IMG_1612-HDR-1024x683.jpg" alt="" class="wp-image-5802" srcset="https://paradigmre.com/wp-content/uploads/2026/05/IMG_1612-HDR-1024x683.jpg 1024w, https://paradigmre.com/wp-content/uploads/2026/05/IMG_1612-HDR-300x200.jpg 300w, https://paradigmre.com/wp-content/uploads/2026/05/IMG_1612-HDR-768x512.jpg 768w, https://paradigmre.com/wp-content/uploads/2026/05/IMG_1612-HDR-1536x1025.jpg 1536w, https://paradigmre.com/wp-content/uploads/2026/05/IMG_1612-HDR-263x174.jpg 263w, https://paradigmre.com/wp-content/uploads/2026/05/IMG_1612-HDR-272x182.jpg 272w, https://paradigmre.com/wp-content/uploads/2026/05/IMG_1612-HDR-720x480.jpg 720w, https://paradigmre.com/wp-content/uploads/2026/05/IMG_1612-HDR.jpg 2048w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>
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<figure class="wp-block-image size-large"><img loading="lazy" decoding="async" width="1024" height="683" src="https://paradigmre.com/wp-content/uploads/2026/05/IMG_1617-HDR-1024x683.jpg" alt="" class="wp-image-5804" srcset="https://paradigmre.com/wp-content/uploads/2026/05/IMG_1617-HDR-1024x683.jpg 1024w, https://paradigmre.com/wp-content/uploads/2026/05/IMG_1617-HDR-300x200.jpg 300w, https://paradigmre.com/wp-content/uploads/2026/05/IMG_1617-HDR-768x512.jpg 768w, https://paradigmre.com/wp-content/uploads/2026/05/IMG_1617-HDR-1536x1025.jpg 1536w, https://paradigmre.com/wp-content/uploads/2026/05/IMG_1617-HDR-263x174.jpg 263w, https://paradigmre.com/wp-content/uploads/2026/05/IMG_1617-HDR-272x182.jpg 272w, https://paradigmre.com/wp-content/uploads/2026/05/IMG_1617-HDR-720x480.jpg 720w, https://paradigmre.com/wp-content/uploads/2026/05/IMG_1617-HDR.jpg 2048w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>
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<figure class="aligncenter size-large"><img loading="lazy" decoding="async" width="1024" height="683" src="https://paradigmre.com/wp-content/uploads/2026/05/IMG_1632-HDR-1024x683.jpg" alt="" class="wp-image-5805" srcset="https://paradigmre.com/wp-content/uploads/2026/05/IMG_1632-HDR-1024x683.jpg 1024w, https://paradigmre.com/wp-content/uploads/2026/05/IMG_1632-HDR-300x200.jpg 300w, https://paradigmre.com/wp-content/uploads/2026/05/IMG_1632-HDR-768x512.jpg 768w, https://paradigmre.com/wp-content/uploads/2026/05/IMG_1632-HDR-1536x1025.jpg 1536w, https://paradigmre.com/wp-content/uploads/2026/05/IMG_1632-HDR-263x174.jpg 263w, https://paradigmre.com/wp-content/uploads/2026/05/IMG_1632-HDR-272x182.jpg 272w, https://paradigmre.com/wp-content/uploads/2026/05/IMG_1632-HDR-720x480.jpg 720w, https://paradigmre.com/wp-content/uploads/2026/05/IMG_1632-HDR.jpg 2048w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>
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<figure class="aligncenter size-large"><img loading="lazy" decoding="async" width="1024" height="768" src="https://paradigmre.com/wp-content/uploads/2026/05/DJI_0216-1024x768.jpg" alt="" class="wp-image-5809" srcset="https://paradigmre.com/wp-content/uploads/2026/05/DJI_0216-1024x768.jpg 1024w, https://paradigmre.com/wp-content/uploads/2026/05/DJI_0216-300x225.jpg 300w, https://paradigmre.com/wp-content/uploads/2026/05/DJI_0216-768x576.jpg 768w, https://paradigmre.com/wp-content/uploads/2026/05/DJI_0216-1536x1152.jpg 1536w, https://paradigmre.com/wp-content/uploads/2026/05/DJI_0216.jpg 2048w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>
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		<title>West Allis Industrial Space for Sublease</title>
		<link>https://paradigmre.com/west-allis-industrial-space-for-sublease/</link>
		
		<dc:creator><![CDATA[PARADIGM Real Estate]]></dc:creator>
		<pubDate>Tue, 19 May 2026 14:36:44 +0000</pubDate>
				<category><![CDATA[Current Listings]]></category>
		<category><![CDATA[News]]></category>
		<guid isPermaLink="false">https://paradigmre.com/?p=5963</guid>

					<description><![CDATA[The Industrial Space located at 2170 South 116th Street in West Allis, Wisconsin is available for Sublease from PARADIGM Real Estate. Full info sheet HERE. Property Info: Mechanical: Notes: Contact PARADIGM today for more information or to schedule a showing.]]></description>
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<figure class="aligncenter size-full"><img loading="lazy" decoding="async" width="675" height="380" src="https://paradigmre.com/wp-content/uploads/2025/12/2170-S-116th-St-pic-2.jpg" alt="" class="wp-image-5502" srcset="https://paradigmre.com/wp-content/uploads/2025/12/2170-S-116th-St-pic-2.jpg 675w, https://paradigmre.com/wp-content/uploads/2025/12/2170-S-116th-St-pic-2-300x169.jpg 300w" sizes="auto, (max-width: 675px) 100vw, 675px" /></figure>
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<p class="has-medium-font-size wp-block-paragraph"><strong>The Industrial Space located at 2170 South 116th Street in West Allis, Wisconsin</strong> is available for Sublease from PARADIGM Real Estate. <br><br><strong>Full info sheet <a href="https://netorg113156-my.sharepoint.com/:b:/g/personal/brian_paradigmre_com/IQD4OSSFQNaOQoOBTqHv49MNAXKZdnUMhRNCsvXdIrM3AG8?e=vzqpQ9" target="_blank" rel="noreferrer noopener">HERE</a>.</strong></p>



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<h3 class="wp-block-heading"><span style="text-decoration: underline;"><strong>Property Info:</strong></span></h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">BUILDING SIZE: <strong>38,580 SF</strong></li>



<li class="has-medium-font-size">NET RENTABLE AREA: <strong>11,800 SF</strong></li>



<li class="has-medium-font-size">LAND SIZE: <strong>1.73 Acres</strong></li>



<li class="has-medium-font-size">YEAR BUILT: <strong>1978</strong></li>



<li class="has-medium-font-size">ZONING: <strong>M-1 Manufacturing</strong></li>



<li class="has-medium-font-size">CLEAR HEIGHT: <strong>18&#8242;</strong></li>



<li class="has-medium-font-size">DOCK HIGH DOORS: <strong>(2) Two 8&#8242; x 8&#8242; with levelers</strong></li>



<li class="has-medium-font-size">GRADE LEVEL DOORS: <strong>(1) One 12&#8242; x 12&#8242;</strong></li>



<li class="has-medium-font-size">CONSTRUCTION: <strong>Masonry</strong></li>



<li class="has-medium-font-size">UTILITES: <strong>Municipal sewer &amp; water</strong></li>



<li class="has-medium-font-size">OFFICE: <strong>2,000 SF</strong></li>
</ul>



<h3 class="wp-block-heading"><span style="text-decoration: underline;">Mechanical: </span></h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">HVAC: <strong>100% AC &amp; Gas modine</strong></li>



<li class="has-medium-font-size">FIRE SPRINKLERS: <strong>Wet</strong></li>



<li class="has-medium-font-size">ELECTRICAL / POWER: <strong>Heavy 3-phase</strong></li>



<li class="has-medium-font-size">LIGHTING: <strong>Metal halide &amp; Fluorescent</strong></li>
</ul>
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<h3 class="wp-block-heading"><strong><span style="text-decoration: underline;">Notes</span>:</strong></h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">The property is located in West Allis, Wisconsin, a suburb of Milwaukee, known for its vibrant community and strong local economy.</li>



<li class="has-medium-font-size">West Allis is home to the Wisconsin State Fair Park, hosting numerous events and attracting visitors from across the state.</li>



<li class="has-medium-font-size">Nearby amenities include the West Allis Farmers Market, offering fresh produce and local goods, and the West Allis Towne Centre, a popular shopping destination.</li>



<li class="has-medium-font-size">The area is well-connected with major highways such as I-94 and I 894, facilitating easy access for commuters and customers.</li>



<li class="has-medium-font-size">West Allis boasts a diverse dining scene, with restaurants like Crawdaddy&#8217;s, West Allis Cheese &amp; Sausage Shoppe, and Urban Joe Cafe offering a variety of culinary experiences.</li>
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<p class="has-text-align-center wp-block-paragraph">Contact PARADIGM today for more information or to schedule a showing.</p>
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		<title>West Bend Office / Retail Space for Lease at Southpoint</title>
		<link>https://paradigmre.com/west-bend-office-retail-space-for-lease-at-southpoint/</link>
		
		<dc:creator><![CDATA[PARADIGM Real Estate]]></dc:creator>
		<pubDate>Fri, 15 May 2026 20:05:07 +0000</pubDate>
				<category><![CDATA[Current Listings]]></category>
		<category><![CDATA[News]]></category>
		<guid isPermaLink="false">https://paradigmre.com/?p=5856</guid>

					<description><![CDATA[The Southpoint Corporate Centre at 2410 South Main Street in West Bend, Wisconsin is available for lease from PARADIGM.Full info sheet HERE. SITE DESCRIPTION: HIGHLIGHTS: Suite Total SF Rent Per SF (annual) Lease Type Occupancy FIRST FLOOR Suite C 2,880 $14.75 NNN Available Suite D 2,000 $14.75 FSG Available SECOND&#8230;]]></description>
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<figure class="aligncenter size-full"><img loading="lazy" decoding="async" width="600" height="249" src="https://paradigmre.com/wp-content/uploads/2026/05/Southpoint-Main.jpg" alt="" class="wp-image-5859" srcset="https://paradigmre.com/wp-content/uploads/2026/05/Southpoint-Main.jpg 600w, https://paradigmre.com/wp-content/uploads/2026/05/Southpoint-Main-300x125.jpg 300w" sizes="auto, (max-width: 600px) 100vw, 600px" /></figure>
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<p class="has-medium-font-size wp-block-paragraph"><strong>The Southpoint Corporate Centre at 2410 South Main Street in West Bend, Wisconsin</strong> is <strong>available for lease</strong> from PARADIGM.<br><strong>Full info sheet <a href="https://netorg113156-my.sharepoint.com/:b:/g/personal/brian_paradigmre_com/IQBeV_oSxP5CRaC4BKUSCmnJAa7Z72p9GwSXiOTg36bQcNo?e=k1o4lh" target="_blank" rel="noreferrer noopener">HERE</a>.</strong></p>



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<h3 class="wp-block-heading">SITE DESCRIPTION:</h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">BUILDING SIZE: <strong>12,000 SF</strong></li>



<li class="has-medium-font-size">MAX CONTIGUOUS: <strong>4,880 SF</strong></li>



<li class="has-medium-font-size">MIN. DIVISIBLE: <strong>600 SF</strong></li>



<li class="has-medium-font-size">LOT ACRES: <strong>2.8 Acres</strong></li>



<li class="has-medium-font-size">PARKING: <strong>Ample</strong></li>



<li class="has-medium-font-size">BUILDING CLAS: <strong>A</strong></li>



<li class="has-medium-font-size">NUMBER OF PARKING SPOTS: <strong>Ample</strong></li>



<li class="has-medium-font-size">TRAFFIC COUNTS: <strong>Approximately 7,000 cars / day</strong></li>
</ul>



<h3 class="wp-block-heading">HIGHLIGHTS:</h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">Ideal Main Street location, great visibility &amp; sign opportunities.</li>



<li class="has-medium-font-size">2 acres of vacant land in rear available.</li>



<li class="has-medium-font-size">Adjacent to Bob Fish Pontiac, Walters Carpets, Kettle Moraine, Ice Rink, Park &#8220;O&#8221; Starbucks &amp; the new Meijer.</li>
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<figure class="wp-block-table"><table class="has-fixed-layout"><tbody><tr><td class="has-text-align-center" data-align="center"><strong>Suite</strong></td><td class="has-text-align-center" data-align="center"><strong>Total SF</strong></td><td class="has-text-align-center" data-align="center"><strong>Rent Per SF (annual)</strong></td><td class="has-text-align-center" data-align="center"><strong>Lease Type</strong></td><td class="has-text-align-center" data-align="center"><strong>Occupancy</strong></td></tr><tr><td class="has-text-align-center" data-align="center"><strong>FIRST FLOOR</strong></td><td class="has-text-align-center" data-align="center"></td><td class="has-text-align-center" data-align="center"></td><td class="has-text-align-center" data-align="center"></td><td class="has-text-align-center" data-align="center"></td></tr><tr><td class="has-text-align-center" data-align="center">Suite C</td><td class="has-text-align-center" data-align="center">2,880</td><td class="has-text-align-center" data-align="center">$14.75</td><td class="has-text-align-center" data-align="center">NNN</td><td class="has-text-align-center" data-align="center">Available</td></tr><tr><td class="has-text-align-center" data-align="center">Suite D</td><td class="has-text-align-center" data-align="center">2,000</td><td class="has-text-align-center" data-align="center">$14.75</td><td class="has-text-align-center" data-align="center">FSG</td><td class="has-text-align-center" data-align="center">Available</td></tr><tr><td class="has-text-align-center" data-align="center">SECOND FLOOR</td><td class="has-text-align-center" data-align="center">600</td><td class="has-text-align-center" data-align="center">$14.00</td><td class="has-text-align-center" data-align="center">FSG</td><td class="has-text-align-center" data-align="center">Available</td></tr></tbody></table></figure>
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<h3 class="wp-block-heading has-text-align-center">Contact PARADIGM today for more information or to schedule a showing.</h3>
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		<title>Sheboygan Flex Space for Lease</title>
		<link>https://paradigmre.com/sheboygan-flex-space-for-lease/</link>
		
		<dc:creator><![CDATA[PARADIGM Real Estate]]></dc:creator>
		<pubDate>Fri, 15 May 2026 16:12:37 +0000</pubDate>
				<category><![CDATA[Current Listings]]></category>
		<category><![CDATA[News]]></category>
		<guid isPermaLink="false">https://paradigmre.com/?p=5796</guid>

					<description><![CDATA[The 7,000 SF Flex Unit located at 4509 North Taylor Drive in Sheboygan, Wisconsin is available for Lease from PARADIGM Real Estate. Full info sheet HERE. Property Features: Notes: Available Space Features &#124; Unit 4509 Financial Info Contact PARADIGM today for more information or to schedule a showing.]]></description>
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<iframe loading="lazy" title="4505 – 4515 South Taylor Drive | Sheboygan, Wisconsin (PARDIGM Virtual Tour)" width="1140" height="641" src="https://www.youtube.com/embed/urWDzN-4-qA?feature=oembed" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" referrerpolicy="strict-origin-when-cross-origin" allowfullscreen></iframe>
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<p class="has-medium-font-size wp-block-paragraph"><strong>The 7,000 SF Flex Unit located at 4509 North Taylor Drive in Sheboygan, Wisconsin</strong> is available for Lease from PARADIGM Real Estate. <br><br><strong>Full info sheet <a href="https://netorg113156-my.sharepoint.com/:b:/g/personal/brian_paradigmre_com/IQDmfGE3Gp5bRp-4ImlWWVX9AVE08PQUCipm8R8mCRo7sNo?e=jBYoBc" target="_blank" rel="noreferrer noopener">HERE</a>.</strong></p>



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<h3 class="wp-block-heading"><span style="text-decoration: underline;">Property Features:</span></h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">BUILDING SIZE: <strong>30,540 SF</strong></li>



<li class="has-medium-font-size">LAND SIZE: <strong>4.4 Acres</strong></li>



<li class="has-medium-font-size">YEAR BUILT: <strong>2000</strong></li>



<li class="has-medium-font-size">CONSTRUCTION: <strong>Masonry &#8211; Decorative Block</strong></li>



<li class="has-medium-font-size">ROOF: <strong>Rubber EPDM</strong></li>



<li class="has-medium-font-size">CLEAR HEIGHT: <strong>18&#8242;</strong></li>



<li class="has-medium-font-size">SPRINKLER: <strong>100% Wet System</strong></li>



<li class="has-medium-font-size">POWER: <strong>3 phase power | 200 Amps</strong></li>



<li class="has-medium-font-size">HVAC: <strong>Gas modines &amp; RTV&#8217;s</strong></li>



<li class="has-medium-font-size">PARKING: <strong>Ample, Large asphalt lot</strong></li>



<li class="has-medium-font-size">WATER: <strong>Municipal</strong></li>



<li class="has-medium-font-size">SEWER: <strong>Municipal</strong></li>
</ul>



<h3 class="wp-block-heading"><span style="text-decoration: underline;">Notes</span>:</h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">Partial conversion to warehouse may be possible.</li>



<li class="has-medium-font-size">Building also available as <a href="https://paradigmre.com/sheboygan-multi-tenant-flex-investment-opportunity/">Investment Sale</a>.</li>
</ul>
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<h3 class="wp-block-heading"><span style="text-decoration: underline;">Available Space Features | Unit 4509</span></h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">TOTAL AVAILABLE SIZE: <strong>7,000 SF</strong></li>



<li class="has-medium-font-size">OFFICE SIZE: <strong>2,500 SF</strong></li>



<li class="has-medium-font-size">WAREHOUSE SIZE: <strong>4,500 SF</strong></li>



<li class="has-medium-font-size">BATHROOMS: <strong>(2) Two</strong></li>



<li class="has-medium-font-size">GRADE LEVEL DOORS: <strong> (1) One</strong></li>



<li class="has-medium-font-size">DOCK DOORS: <strong>(1) One with leveler</strong></li>



<li class="has-medium-font-size">CEILING HEIGHT: <strong>18&#8242;</strong></li>



<li class="has-medium-font-size">SPRINKLER: <strong>100% Wet System</strong></li>
</ul>



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<h3 class="wp-block-heading"><span style="text-decoration: underline;">Financial Info</span></h3>



<ul class="wp-block-list">
<li class="has-medium-font-size">LEASE RATE: <strong>Negotiable</strong></li>



<li class="has-medium-font-size">NNN EXPENSES: <strong>$2.75/ SF</strong></li>
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<figure class="aligncenter size-large"><img loading="lazy" decoding="async" width="1024" height="768" src="https://paradigmre.com/wp-content/uploads/2026/05/DJI_0214-1024x768.jpg" alt="" class="wp-image-5800" srcset="https://paradigmre.com/wp-content/uploads/2026/05/DJI_0214-1024x768.jpg 1024w, https://paradigmre.com/wp-content/uploads/2026/05/DJI_0214-300x225.jpg 300w, https://paradigmre.com/wp-content/uploads/2026/05/DJI_0214-768x576.jpg 768w, https://paradigmre.com/wp-content/uploads/2026/05/DJI_0214-1536x1152.jpg 1536w, https://paradigmre.com/wp-content/uploads/2026/05/DJI_0214.jpg 2048w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></figure>
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		<item>
		<title>Milwaukee County &#124; Q1 2026 Industrial Real Estate Market Update</title>
		<link>https://paradigmre.com/milwaukee-county-q1-2026-industrial-real-estate-market-update/</link>
		
		<dc:creator><![CDATA[PARADIGM Real Estate]]></dc:creator>
		<pubDate>Fri, 15 May 2026 16:00:25 +0000</pubDate>
				<category><![CDATA[Market Reports]]></category>
		<category><![CDATA[News]]></category>
		<guid isPermaLink="false">https://paradigmre.com/?p=5854</guid>

					<description><![CDATA[Milwaukee County Q1 2026 Industrial Market &#124; PARADIGM Real Estate Corporation PARADIGM Real Estate Corporation paradigmre.com &#160;&#8226;&#160; info@paradigmre.com 11649 N Port Washington Rd, Suite 200, Mequon, WI 53092 Q1 2026 &#160;&#8226;&#160; INDUSTRIAL MARKET REPORT Milwaukee County Industrial Led Southeast Wisconsin in net absorption in Q1 7.0% Vacancy Rate &#9660; 80&#8230;]]></description>
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" class="logo-img" alt="PARADIGM Real Estate Corporation">
    </div>
    <div class="contact-info">
      PARADIGM Real Estate Corporation<br>
      <a href="https://paradigmre.com">paradigmre.com</a> &nbsp;&bull;&nbsp; <a href="mailto:info@paradigmre.com">info@paradigmre.com</a><br>
      11649 N Port Washington Rd, Suite 200, Mequon, WI 53092
    </div>
  </div>

  <!-- HERO -->
  <div class="hero">
    <div class="hero-tag">Q1 2026 &nbsp;&bull;&nbsp; INDUSTRIAL MARKET REPORT</div>
    <div class="hero-title" style="color:#ffffff;">Milwaukee County <em>Industrial</em></div>
    <div class="hero-sub">Led Southeast Wisconsin in net absorption in Q1</div>
  </div>

  <!-- HEADLINE STAT STRIP -->
  <div class="headline-strip">
    <div class="headline-stat">
      <div class="headline-number">7.0%</div>
      <div class="headline-label">Vacancy Rate</div>
      <div class="headline-delta">&#9660; 80 bps year-over-year</div>
    </div>
    <div class="headline-stat">
      <div class="headline-number">$5.94</div>
      <div class="headline-label">Avg Asking Rate NNN</div>
      <div class="headline-delta">&#9650; vs. $5.78 Q1 2025</div>
    </div>
    <div class="headline-stat">
      <div class="headline-number">+577K</div>
      <div class="headline-label">SF Net Absorption</div>
      <div class="headline-delta">Only positive county in region</div>
    </div>
    <div class="headline-stat">
      <div class="headline-number">288K</div>
      <div class="headline-label">SF Under Construction</div>
      <div class="headline-delta">Most new space delivered in region: 418,511 SF</div>
    </div>
  </div>

  <!-- COUNTY COMPARISON -->
  <div class="section">
    <div class="section-title">
      Regional Context
      <span class="section-title-accent">Milwaukee County vs. Southeast Wisconsin</span>
    </div>
    <div class="county-compare">

      <!-- Under Construction -->
      <div>
        <div class="compare-group-title">Under Construction (SF)</div>
        <div class="county-row">
          <div class="county-name">Washington</div>
          <div class="bar-track"><div class="bar-fill" style="width:100%"></div></div>
          <div class="county-value">605K</div>
        </div>
        <div class="county-row">
          <div class="county-name">Waukesha</div>
          <div class="bar-track"><div class="bar-fill" style="width:88.7%"></div></div>
          <div class="county-value">537K</div>
        </div>
        <div class="county-row">
          <div class="county-name">Kenosha</div>
          <div class="bar-track"><div class="bar-fill" style="width:73.6%"></div></div>
          <div class="county-value">445K</div>
        </div>
        <div class="county-row">
          <div class="county-name highlight">Milwaukee</div>
          <div class="bar-track"><div class="bar-fill accent" style="width:47.6%"></div></div>
          <div class="county-value" style="color:#22a7c4">288K</div>
        </div>
        <div class="county-row">
          <div class="county-name">Walworth</div>
          <div class="bar-track"><div class="bar-fill" style="width:21.5%"></div></div>
          <div class="county-value">130K</div>
        </div>
        <div class="county-row">
          <div class="county-name">Sheboygan</div>
          <div class="bar-track"><div class="bar-fill" style="width:17.0%"></div></div>
          <div class="county-value">103K</div>
        </div>
        <div class="county-row">
          <div class="county-name">Ozaukee</div>
          <div class="bar-track"><div class="bar-fill" style="width:0%"></div></div>
          <div class="county-value">&mdash;</div>
        </div>
        <div class="county-row">
          <div class="county-name">Racine</div>
          <div class="bar-track"><div class="bar-fill" style="width:0%"></div></div>
          <div class="county-value">&mdash;</div>
        </div>
      </div>

      <!-- Vacancy Rate -->
      <div>
        <div class="compare-group-title">Vacancy Rate &mdash; Q1 2026</div>
        <div class="county-row">
          <div class="county-name">Kenosha</div>
          <div class="bar-track"><div class="bar-fill rate-dark" style="width:100%"></div></div>
          <div class="county-value">10.0%</div>
        </div>
        <div class="county-row">
          <div class="county-name">Racine</div>
          <div class="bar-track"><div class="bar-fill rate-dark" style="width:89.0%"></div></div>
          <div class="county-value">8.9%</div>
        </div>
        <div class="county-row">
          <div class="county-name highlight">Milwaukee</div>
          <div class="bar-track"><div class="bar-fill accent" style="width:70.0%"></div></div>
          <div class="county-value" style="color:#22a7c4">7.0%</div>
        </div>
        <div class="county-row">
          <div class="county-name">Ozaukee</div>
          <div class="bar-track"><div class="bar-fill rate-dark" style="width:58.0%"></div></div>
          <div class="county-value">5.8%</div>
        </div>
        <div class="county-row">
          <div class="county-name">Washington</div>
          <div class="bar-track"><div class="bar-fill rate-dark" style="width:41.0%"></div></div>
          <div class="county-value">4.1%</div>
        </div>
        <div class="county-row">
          <div class="county-name">Waukesha</div>
          <div class="bar-track"><div class="bar-fill rate-dark" style="width:25.0%"></div></div>
          <div class="county-value">2.5%</div>
        </div>
        <div class="county-row">
          <div class="county-name">Sheboygan</div>
          <div class="bar-track"><div class="bar-fill rate-dark" style="width:17.0%"></div></div>
          <div class="county-value">1.7%</div>
        </div>
        <div class="county-row">
          <div class="county-name">Walworth</div>
          <div class="bar-track"><div class="bar-fill rate-dark" style="width:13.0%"></div></div>
          <div class="county-value">1.3%</div>
        </div>
      </div>

    </div>
  </div>

  <!-- PROPERTY TYPE BREAKDOWN -->
  <div class="section-alt">
    <div class="section-title">
      Vacancy &amp; Rent by Property Type
      <span class="section-title-accent">Milwaukee County &bull; Q1 2026 &bull; All Properties</span>
    </div>
    <div class="prop-grid">
      <div class="prop-card">
        <div class="prop-type">Flex / R&amp;D</div>
        <div class="prop-vacancy">21.0%</div>
        <div class="prop-vacancy-label">Vacancy Rate</div>
        <div class="prop-rent">Asking Rate NNN<br><strong>$7.56/SF</strong></div>
      </div>
      <div class="prop-card">
        <div class="prop-type">Manufacturing</div>
        <div class="prop-vacancy">7.6%</div>
        <div class="prop-vacancy-label">Vacancy Rate</div>
        <div class="prop-rent">Asking Rate NNN<br><strong>$5.33/SF</strong></div>
      </div>
      <div class="prop-card">
        <div class="prop-type">Warehouse / Dist.</div>
        <div class="prop-vacancy">5.5%</div>
        <div class="prop-vacancy-label">Vacancy Rate</div>
        <div class="prop-rent">Asking Rate NNN<br><strong>$5.56/SF</strong></div>
      </div>
      <div class="prop-card">
        <div class="prop-type">Warehouse / Office</div>
        <div class="prop-vacancy">6.0%</div>
        <div class="prop-vacancy-label">Vacancy Rate</div>
        <div class="prop-rent">Asking Rate NNN<br><strong>$6.03/SF</strong></div>
      </div>
    </div>
  </div>

  <!-- TREND CHARTS -->
  <div class="section">
    <div class="section-title">
      Market Trends
      <span class="section-title-accent">Milwaukee County &bull; Q1 2025 &ndash; Q1 2026</span>
    </div>
    <div class="trend-wrap">

      <!-- Vacancy Trend -->
      <div class="trend-box">
        <div class="trend-title">Vacancy Rate (%)</div>
        <svg viewBox="0 0 330 130" xmlns="http://www.w3.org/2000/svg" style="width:100%;display:block;">
          <line x1="40" y1="10" x2="320" y2="10" stroke="#e0e0e0" stroke-width="1"/>
          <line x1="40" y1="40" x2="320" y2="40" stroke="#e0e0e0" stroke-width="1"/>
          <line x1="40" y1="70" x2="320" y2="70" stroke="#e0e0e0" stroke-width="1"/>
          <line x1="40" y1="100" x2="320" y2="100" stroke="#e0e0e0" stroke-width="1"/>
          <text x="35" y="13" text-anchor="end" font-size="9" fill="#888">9%</text>
          <text x="35" y="43" text-anchor="end" font-size="9" fill="#888">8%</text>
          <text x="35" y="73" text-anchor="end" font-size="9" fill="#888">7%</text>
          <text x="35" y="103" text-anchor="end" font-size="9" fill="#888">6%</text>
          <!-- Q1'25=7.8 y=46, Q2'25=8.2 y=34, Q3'25=7.6 y=52, Q4'25=7.2 y=64, Q1'26=7.0 y=70 -->
          <polyline points="70,46 135,34 195,52 255,64 315,70"
            fill="none" stroke="#22a7c4" stroke-width="2.5" stroke-linejoin="round"/>
          <circle cx="70"  cy="46" r="4" fill="#22a7c4"/>
          <circle cx="135" cy="34" r="4" fill="#22a7c4"/>
          <circle cx="195" cy="52" r="4" fill="#22a7c4"/>
          <circle cx="255" cy="64" r="4" fill="#22a7c4"/>
          <circle cx="315" cy="70" r="5" fill="#1a1a1a"/>
          <text x="70"  y="38" text-anchor="middle" font-size="9" fill="#444">7.8%</text>
          <text x="135" y="26" text-anchor="middle" font-size="9" fill="#444">8.2%</text>
          <text x="195" y="44" text-anchor="middle" font-size="9" fill="#444">7.6%</text>
          <text x="255" y="56" text-anchor="middle" font-size="9" fill="#444">7.2%</text>
          <text x="315" y="62" text-anchor="middle" font-size="9" font-weight="bold" fill="#1a1a1a">7.0%</text>
          <text x="70"  y="118" text-anchor="middle" font-size="9" fill="#888">Q1&#8217;25</text>
          <text x="135" y="118" text-anchor="middle" font-size="9" fill="#888">Q2&#8217;25</text>
          <text x="195" y="118" text-anchor="middle" font-size="9" fill="#888">Q3&#8217;25</text>
          <text x="255" y="118" text-anchor="middle" font-size="9" fill="#888">Q4&#8217;25</text>
          <text x="315" y="118" text-anchor="middle" font-size="9" font-weight="bold" fill="#1a1a1a">Q1&#8217;26</text>
        </svg>
      </div>

      <!-- Rent Trend -->
      <div class="trend-box">
        <div class="trend-title">Avg Asking Rate NNN ($/SF)</div>
        <svg viewBox="0 0 330 130" xmlns="http://www.w3.org/2000/svg" style="width:100%;display:block;">
          <line x1="40" y1="10" x2="320" y2="10" stroke="#e0e0e0" stroke-width="1"/>
          <line x1="40" y1="40" x2="320" y2="40" stroke="#e0e0e0" stroke-width="1"/>
          <line x1="40" y1="70" x2="320" y2="70" stroke="#e0e0e0" stroke-width="1"/>
          <line x1="40" y1="100" x2="320" y2="100" stroke="#e0e0e0" stroke-width="1"/>
          <text x="35" y="13" text-anchor="end" font-size="9" fill="#888">$6.40</text>
          <text x="35" y="43" text-anchor="end" font-size="9" fill="#888">$6.10</text>
          <text x="35" y="73" text-anchor="end" font-size="9" fill="#888">$5.80</text>
          <text x="35" y="103" text-anchor="end" font-size="9" fill="#888">$5.50</text>
          <!-- Q1'25 $5.78 y=72, Q2'25 $6.02 y=48, Q3'25 $6.10 y=40, Q4'25 $5.85 y=65, Q1'26 $5.94 y=56 -->
          <polyline points="70,72 135,48 195,40 255,65 315,56"
            fill="none" stroke="#22a7c4" stroke-width="2.5" stroke-linejoin="round"/>
          <circle cx="70"  cy="72" r="4" fill="#22a7c4"/>
          <circle cx="135" cy="48" r="4" fill="#22a7c4"/>
          <circle cx="195" cy="40" r="4" fill="#22a7c4"/>
          <circle cx="255" cy="65" r="4" fill="#22a7c4"/>
          <circle cx="315" cy="56" r="5" fill="#1a1a1a"/>
          <text x="70"  y="64" text-anchor="middle" font-size="9" fill="#444">$5.78</text>
          <text x="135" y="40" text-anchor="middle" font-size="9" fill="#444">$6.02</text>
          <text x="195" y="32" text-anchor="middle" font-size="9" fill="#444">$6.10</text>
          <text x="255" y="57" text-anchor="middle" font-size="9" fill="#444">$5.85</text>
          <text x="315" y="48" text-anchor="middle" font-size="9" font-weight="bold" fill="#1a1a1a">$5.94</text>
          <text x="70"  y="118" text-anchor="middle" font-size="9" fill="#888">Q1&#8217;25</text>
          <text x="135" y="118" text-anchor="middle" font-size="9" fill="#888">Q2&#8217;25</text>
          <text x="195" y="118" text-anchor="middle" font-size="9" fill="#888">Q3&#8217;25</text>
          <text x="255" y="118" text-anchor="middle" font-size="9" fill="#888">Q4&#8217;25</text>
          <text x="315" y="118" text-anchor="middle" font-size="9" font-weight="bold" fill="#1a1a1a">Q1&#8217;26</text>
        </svg>
      </div>

    </div>
  </div>

  <!-- RECENT SALES -->
  <div class="section-alt">
    <div class="section-title">
      Notable Recent Sales
      <span class="section-title-accent">Milwaukee County &bull; Q1 2026 &bull; Source: Moody&#39;s Analytics</span>
    </div>
    <table class="sales-table">
      <thead>
        <tr>
          <th>Property</th>
          <th>City</th>
          <th class="num">Size (SF)</th>
          <th class="num">Sale Price</th>
          <th class="num">$/SF</th>
          <th class="date">Date</th>
        </tr>
      </thead>
      <tbody>
        <tr class="top-sale">
          <td>9905&ndash;9941 S Ridgeview Dr <span class="tag-note">2-bldg campus</span></td>
          <td>Oak Creek</td>
          <td class="num">158,044</td>
          <td class="num">$17,765,000</td>
          <td class="num">$112.41</td>
          <td class="date">Jan &#8217;26</td>
        </tr>
        <tr>
          <td>9630&ndash;9646 S 54th St</td>
          <td>Franklin</td>
          <td class="num">80,150</td>
          <td class="num">$8,850,000</td>
          <td class="num">$110.42</td>
          <td class="date">Mar &#8217;26</td>
        </tr>
        <tr>
          <td>9001 W Flagg Ave</td>
          <td>Milwaukee</td>
          <td class="num">59,101</td>
          <td class="num">$2,500,000</td>
          <td class="num">$42.30</td>
          <td class="date">Feb &#8217;26</td>
        </tr>
        <tr class="paradigm-sale">
          <td>7221 W Parkland Ct <span class="tag-paradigm">PARADIGM Sale</span></td>
          <td>Milwaukee</td>
          <td class="num">42,550</td>
          <td class="num">$2,105,000</td>
          <td class="num">$49.47</td>
          <td class="date">Mar &#8217;26</td>
        </tr>
        <tr>
          <td>7701&ndash;7715 N 67th St</td>
          <td>Milwaukee</td>
          <td class="num">26,266</td>
          <td class="num">$1,332,000</td>
          <td class="num">$50.71</td>
          <td class="date">Mar &#8217;26</td>
        </tr>
        <tr>
          <td>11911 W Silver Spring Rd</td>
          <td>Milwaukee</td>
          <td class="num">21,863</td>
          <td class="num">$4,100,000</td>
          <td class="num">$94.77</td>
          <td class="date">Mar &#8217;26</td>
        </tr>
      </tbody>
    </table>

    <!-- PARADIGM SPOTLIGHT -->
    <div class="spotlight">
      <img decoding="async" 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" class="spotlight-img" alt="7221 W Parkland Ct, Milwaukee">
      <div class="spotlight-content">
        <div class="spotlight-tag-row">
          <span class="spotlight-tag">&#9733; PARADIGM CLOSED DEAL SPOTLIGHT</span>
          <span class="spotlight-status">SOLD &amp; LEASED</span>
        </div>
        <div class="spotlight-title">7221 W Parkland Ct &mdash; Milwaukee, WI</div>
        <div class="spotlight-body">
          PARADIGM represented the buyer in the acquisition of this 42,550 SF manufacturing facility in Milwaukee&rsquo;s established northwest industrial corridor. Simultaneously, PARADIGM represented a new tenant in leasing 100% of the property &mdash; creating a true win-win: the buyer acquired a fully occupied, single-tenant net leased asset from day one, while the tenant secured a well-positioned, long-term facility suited to its operational needs.
        </div>
        <div class="spotlight-stats">
          <div>
            <div class="spot-stat-label">Building SF</div>
            <div class="spot-stat-value teal">42,550</div>
          </div>
          <div>
            <div class="spot-stat-label">Sale Price</div>
            <div class="spot-stat-value">$2,105,000</div>
          </div>
          <div>
            <div class="spot-stat-label">Price / SF</div>
            <div class="spot-stat-value teal">$49.47</div>
          </div>
          <div>
            <div class="spot-stat-label">PARADIGM Role</div>
            <div class="spot-stat-value" style="font-size:13px;">Buyer Rep &amp; Leasing</div>
          </div>
        </div>
      </div>
    </div>
  </div>

  <!-- WHAT WE'RE WATCHING -->
  <div class="section">
    <div class="section-title">
      What We&#39;re Watching
    </div>
    <div class="watch-grid">
      <div class="watch-item">
        <div class="watch-title">Krones Establishes North American Logistics Hub</div>
        <div class="watch-body">Krones Inc., the Franklin-based packaging and bottling systems manufacturer, signed a <strong>240,000 SF</strong> lease at <strong>3617 W. Oakwood Road</strong> &mdash; a short drive from its North American headquarters. The building will function as the company&rsquo;s centralized North American logistics hub, bringing warehousing and distribution under one roof with a greater level of automation. The transaction was the primary driver behind Milwaukee County&rsquo;s <strong>+576,528 SF</strong> of positive net absorption &mdash; the only county in Southeast Wisconsin to finish Q1 2026 in the black.</div>
      </div>
      <div class="watch-item">
        <div class="watch-title">PPC Flex Acquires S&uuml;dpack Oak Creek Campus</div>
        <div class="watch-body">An affiliate of <strong>PPC Flex Company Inc.</strong> of Buffalo Grove, IL purchased the former S&uuml;dpack campus at <strong>9905&ndash;9941 S Ridgeview Dr, Oak Creek</strong> for <strong>$17.765M ($112/SF)</strong>, shortly after acquiring S&uuml;dpack&rsquo;s U.S. operations from the German parent company. The 158,044 SF, two-building property broadens PPC Flex&rsquo;s domestic production capacity and positions it to grow its presence in the meat, cheese, and cold-seal flexible packaging categories.</div>
      </div>
      <div class="watch-item">
        <div class="watch-title">Significant Space Still Available Across the County</div>
        <div class="watch-body">Despite improving vacancy metrics, Milwaukee County still carries substantial available industrial inventory. As of Q1 2026, there are <strong>11,289,524 SF of total available space</strong> across the county, with <strong>8,720,767 SF currently vacant</strong>. Availability is most concentrated in Flex/R&amp;D (727,215 SF available) and Manufacturing (5,429,107 SF available), providing well-located users a meaningful range of options across the county&rsquo;s diverse industrial base.</div>
      </div>
    </div>
  </div>

  <!-- FOOTER -->
  <div class="footer">
    <div class="footer-contact">
      <strong>PARADIGM Real Estate Corporation</strong><br>
      <a href="https://paradigmre.com">paradigmre.com</a> &nbsp;&bull;&nbsp; <a href="mailto:info@paradigmre.com">info@paradigmre.com</a><br>
      11649 N Port Washington Rd, Suite 200, Mequon, WI 53092
    </div>
    <div class="footer-meta">
      Data: REDI CRE / Moody&#39;s Analytics Q1 2026<br>
      News: BizTimes &bull; Milwaukee Business Journal<br>
      &copy; PARADIGM Real Estate Corporation 2026
    </div>
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<p class="wp-block-paragraph"></p>
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			</item>
		<item>
		<title>Ozaukee County &#124; Q1 2026 Industrial Real Estate Market Update</title>
		<link>https://paradigmre.com/ozaukee-county-q1-2026-industrial-real-estate-market-update/</link>
		
		<dc:creator><![CDATA[PARADIGM Real Estate]]></dc:creator>
		<pubDate>Thu, 14 May 2026 17:38:42 +0000</pubDate>
				<category><![CDATA[Market Reports]]></category>
		<category><![CDATA[News]]></category>
		<guid isPermaLink="false">https://paradigmre.com/?p=5845</guid>

					<description><![CDATA[Ozaukee County Q1 2026 Infographic &#124; Paradigm Real Estate (262) 717-5151 paradigmre.com • info@paradigmre.com MARKET UPDATE &#160;•&#160; Q1 2026 Ozaukee County Industrial Rockwell&#8217;s $62.5M acquisition headlines a quarter of steady fundamentals and tightening multi-tenant vacancy 5.8% Vacancy ▲ 200 bps YoY (from 2.0%) $6.81 Avg Rent NNN ▼ 5.8% YoY&#8230;]]></description>
										<content:encoded><![CDATA[
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<title>Ozaukee County Q1 2026 Infographic | Paradigm Real Estate</title> 

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" alt="Paradigm Real Estate" class="logo-img"> 

    </div> 

    <div class="contact-info"> 

      (262) 717-5151<br> 

      <span style="font-weight:normal;font-size:11px;color:#444;">paradigmre.com  •  info@paradigmre.com</span> 

    </div> 

  </div> 

 

  <!-- HERO --> 

  <div class="hero"> 

    <div class="hero-tag">MARKET UPDATE &nbsp;•&nbsp; Q1 2026</div> 

    <h1 class="hero-title">Ozaukee County <em>Industrial</em></h1> 

    <div class="hero-sub">Rockwell&#8217;s $62.5M acquisition headlines a quarter of steady fundamentals and tightening multi-tenant vacancy</div> 

  </div> 

 

  <!-- HEADLINE STAT STRIP --> 

  <div class="headline-strip"> 

    <div class="headline-stat"> 

      <div class="headline-number">5.8<span style="font-size:24px;">%</span></div> 

      <div class="headline-label">Vacancy</div> 

      <div class="headline-delta">▲ 200 bps YoY (from 2.0%)</div> 

    </div> 

    <div class="headline-stat"> 

      <div class="headline-number">$6.81</div> 

      <div class="headline-label">Avg Rent NNN</div> 

      <div class="headline-delta">▼ 5.8% YoY (from $7.23)</div> 

    </div> 

    <div class="headline-stat"> 

      <div class="headline-number">14.5<span style="font-size:22px;">M</span></div> 

      <div class="headline-label">SF Inventory</div> 

      <div class="headline-delta">224 buildings</div> 

    </div> 

    <div class="headline-stat"> 

      <div class="headline-number">635<span style="font-size:22px;">K</span></div> 

      <div class="headline-label">SF Sold Q1</div> 

      <div class="headline-delta">2nd highest in region</div> 

    </div> 

  </div> 

 

  <!-- COUNTY COMPARISON --> 

  <div class="section"> 

    <div class="section-title"> 

      Ozaukee vs. Southeast Wisconsin 

       

    </div> 

    <div class="county-compare"> 

      <div> 

        <div style="font-size:11px;color:#666;letter-spacing:1.5px;font-weight:bold;margin-bottom:8px;">VACANCY RATE — ALL PROPERTIES</div> 

        <div class="county-row"><span class="county-name">Walworth</span><div class="bar-track"><div class="bar-fill" style="width:11%"></div></div><span class="county-value">1.3%</span></div> 

        <div class="county-row"><span class="county-name">Sheboygan</span><div class="bar-track"><div class="bar-fill" style="width:15%"></div></div><span class="county-value">1.7%</span></div> 

        <div class="county-row"><span class="county-name">Waukesha</span><div class="bar-track"><div class="bar-fill" style="width:22%"></div></div><span class="county-value">2.5%</span></div> 

        <div class="county-row"><span class="county-name">Washington</span><div class="bar-track"><div class="bar-fill" style="width:36%"></div></div><span class="county-value">4.1%</span></div> 

        <div class="county-row"><span class="county-name highlight">OZAUKEE</span><div class="bar-track"><div class="bar-fill accent" style="width:51%"></div></div><span class="county-value">5.8%</span></div> 

        <div class="county-row"><span class="county-name">Milwaukee</span><div class="bar-track"><div class="bar-fill" style="width:62%"></div></div><span class="county-value">7.0%</span></div> 

        <div class="county-row"><span class="county-name">Racine</span><div class="bar-track"><div class="bar-fill" style="width:79%"></div></div><span class="county-value">8.9%</span></div> 

        <div class="county-row"><span class="county-name">Kenosha</span><div class="bar-track"><div class="bar-fill" style="width:89%"></div></div><span class="county-value">10.0%</span></div> 

      </div> 

      <div> 

        <div style="font-size:11px;color:#666;letter-spacing:1.5px;font-weight:bold;margin-bottom:8px;">AVG ASKING RENT NNN ($/SF)</div> 

        <div class="county-row"><span class="county-name">Waukesha</span><div class="bar-track"><div class="bar-fill" style="width:100%"></div></div><span class="county-value">$8.30</span></div> 

        <div class="county-row"><span class="county-name highlight">OZAUKEE</span><div class="bar-track"><div class="bar-fill accent" style="width:82%"></div></div><span class="county-value">$6.81</span></div> 

        <div class="county-row"><span class="county-name">Racine</span><div class="bar-track"><div class="bar-fill" style="width:84%"></div></div><span class="county-value">$6.96</span></div> 

        <div class="county-row"><span class="county-name">Washington</span><div class="bar-track"><div class="bar-fill" style="width:79%"></div></div><span class="county-value">$6.60</span></div> 

        <div class="county-row"><span class="county-name">Kenosha</span><div class="bar-track"><div class="bar-fill" style="width:77%"></div></div><span class="county-value">$6.38</span></div> 

        <div class="county-row"><span class="county-name">Milwaukee</span><div class="bar-track"><div class="bar-fill" style="width:72%"></div></div><span class="county-value">$5.94</span></div> 

        <div class="county-row"><span class="county-name">Sheboygan</span><div class="bar-track"><div class="bar-fill" style="width:96%"></div></div><span class="county-value">$7.95</span></div> 

        <div class="county-row"><span class="county-name">Walworth</span><div class="bar-track"><div class="bar-fill" style="width:73%"></div></div><span class="county-value">$6.04</span></div> 

      </div> 

    </div> 

  </div> 

 

  <!-- PROPERTY TYPE BREAKDOWN --> 

  <div class="section" style="padding-top:0; background:#fafafa;"> 

    <div style="padding-top:28px;"> 

    <div class="section-title"> 

      Vacancy by Property Type 

       

    </div> 

    <div class="prop-grid"> 

      <div class="prop-card"> 

        <div class="prop-type">Flex / R&amp;D</div> 

        <div class="prop-vacancy">2.7<span style="font-size:16px;">%</span></div> 

        <div class="prop-vacancy-label">Vacancy Rate</div> 

        <div class="prop-rate">Avg Rate: <strong>$8.73</strong>/SF NNN</div> 

      </div> 

      <div class="prop-card"> 

        <div class="prop-type">Manufacturing</div> 

        <div class="prop-vacancy">5.6<span style="font-size:16px;">%</span></div> 

        <div class="prop-vacancy-label">Vacancy Rate</div> 

        <div class="prop-rate">Avg Rate: <strong>$5.50</strong>/SF NNN</div> 

      </div> 

      <div class="prop-card"> 

        <div class="prop-type">Whse. Distribution</div> 

        <div class="prop-vacancy">8.1<span style="font-size:16px;">%</span></div> 

        <div class="prop-vacancy-label">Vacancy Rate</div> 

        <div class="prop-rate">Avg Rate: <strong>$5.50</strong>/SF NNN</div> 

      </div> 

      <div class="prop-card"> 

        <div class="prop-type">Whse. Office</div> 

        <div class="prop-vacancy">5.8<span style="font-size:16px;">%</span></div> 

        <div class="prop-vacancy-label">Vacancy Rate</div> 

        <div class="prop-rate">Avg Rate: <strong>$7.50</strong>/SF NNN</div> 

      </div> 

    </div> 

    </div> 

  </div> 

 

  <!-- NOTABLE RECENT SALES --> 

  <div class="section"> 

    <div class="section-title"> 

      Notable Recent Sales 

      <span class="section-title-accent">— Three Ozaukee County industrial transactions, Q1 2026</span> 

    </div> 

 

    <table class="sales-table"> 

      <thead> 

        <tr> 

          <th>Property</th> 

          <th>City</th> 

          <th class="num">SF</th> 

          <th class="num">Sale Price</th> 

          <th class="num">$ / SF</th> 

          <th class="date">Closed</th> 

        </tr> 

      </thead> 

      <tbody> 

        <tr> 

          <td>6400 W Enterprise Dr</td> 

          <td>Mequon</td> 

          <td class="num">538,092</td> 

          <td class="num">$62,500,000</td> 

          <td class="num">$116.15</td> 

          <td class="date">Jan &#8217;26</td> 

        </tr> 

        <tr> 

          <td>3830 County Hwy H</td> 

          <td>Port Washington</td> 

          <td class="num">23,267</td> 

          <td class="num">$2,000,000</td> 

          <td class="num">$85.96</td> 

          <td class="date">Jan &#8217;26</td> 

        </tr> 

        <tr> 

          <td>420 9th Ave</td> 

          <td>Grafton</td> 

          <td class="num">36,800</td> 

          <td class="num">$1,473,780</td> 

          <td class="num">$40.05</td> 

          <td class="date">Feb &#8217;26</td> 

        </tr> 

      </tbody> 

    </table> 

 

    <div class="sales-summary"> 

      <strong>Q1 2026 Ozaukee Sales Snapshot:</strong> Three industrial transactions closed totaling 598,159 SF and approximately $65.97M in combined consideration. The quarter was headlined by Rockwell Automation&#8217;s $62.5M acquisition of its own Mequon manufacturing campus — one of the largest industrial transactions in Southeast Wisconsin in recent memory. The deals in Port Washington and Grafton reflect continued end-user demand for owner-occupied product in the county. 

    </div> 

  </div> 

 

  <!-- PARADIGM LISTING SPOTLIGHT --> 

  <div class="section" style="padding:0;"> 

    <div style="padding:0 32px 28px; background:#fafafa;"> 

      <div style="padding-top:28px;"> 

      <div class="section-title"> 

        PARADIGM Listing Spotlight 

        <span class="section-title-accent">— Available for Lease in Cedarburg</span> 

      </div> 

      <div class="spotlight"> 

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" alt="N19W6717 Commerce Court, Cedarburg, WI" class="spotlight-img"> 

        <div class="spotlight-content"> 

          <div class="spotlight-tag-row"> 

            <span class="spotlight-tag">★ PARADIGM LISTING SPOTLIGHT</span> 

            <span class="spotlight-status">AVAILABLE FOR LEASE</span> 

          </div> 

          <div class="spotlight-title">N19W6717 Commerce Court, Cedarburg, WI</div> 

          <div class="spotlight-body"> 

            An end cap unit in the Cedarburg Business Park featuring one drive-in door and ample parking. Quick access to Hwy 60 and I-43 provides easy regional connectivity across Ozaukee County and greater Southeast Wisconsin. Ideal for light manufacturing, distribution, or service operations supported by Cedarburg&#8217;s strong, stable local economy. 

          </div> 

          <div class="spotlight-stats"> 

            <div> 

              <div class="spot-stat-label">AVAILABLE SF</div> 

              <div class="spot-stat-value teal">3,430</div> 

            </div> 

            <div> 

              <div class="spot-stat-label">LOADING</div> 

              <div class="spot-stat-value">1 Drive-In</div> 

            </div> 

            <div> 

              <div class="spot-stat-label">SUBMARKET</div> 

              <div class="spot-stat-value">Ozaukee</div> 

            </div> 

          </div> 

        </div> 

      </div> 

      </div> 

    </div> 

  </div> 

 

  <!-- TRENDS (SVG CHARTS) --> 

  <div class="section"> 

    <div class="section-title"> 

      5-Quarter Trend — Ozaukee County 

      <span class="section-title-accent">— Vacancy trending up from historic lows; rents moderating</span> 

    </div> 

    <div class="trend-wrap"> 

      <div class="trend-box"> 

        <div class="trend-title">VACANCY RATE — ALL PROPERTIES</div> 

        <svg viewBox="0 0 320 150" xmlns="http://www.w3.org/2000/svg" style="width:100%;height:auto;"> 

          <line x1="30" y1="20" x2="30" y2="130" stroke="#ddd" stroke-width="1"/> 

          <line x1="30" y1="130" x2="310" y2="130" stroke="#ddd" stroke-width="1"/> 

          <!-- Q1 25: 2.0%, Q2: 4.1%, Q3: 4.1%, Q4: 3.8%, Q1 26: 5.8% --> 

          <!-- Max 7%, scale: height = val/7 * 100 --> 

          <rect x="45" y="101" width="40" height="29" fill="#b8b8b8"/> 

          <rect x="100" y="71" width="40" height="59" fill="#b8b8b8"/> 

          <rect x="155" y="71" width="40" height="59" fill="#b8b8b8"/> 

          <rect x="210" y="75" width="40" height="55" fill="#b8b8b8"/> 

          <rect x="265" y="47" width="40" height="83" fill="#22a7c4"/> 

          <!-- Values --> 

          <text x="65" y="96" text-anchor="middle" font-family="Arial" font-size="11" font-weight="bold" fill="#333">2.0%</text> 

          <text x="120" y="66" text-anchor="middle" font-family="Arial" font-size="11" font-weight="bold" fill="#333">4.1%</text> 

          <text x="175" y="66" text-anchor="middle" font-family="Arial" font-size="11" font-weight="bold" fill="#333">4.1%</text> 

          <text x="230" y="70" text-anchor="middle" font-family="Arial" font-size="11" font-weight="bold" fill="#333">3.8%</text> 

          <text x="285" y="42" text-anchor="middle" font-family="Arial" font-size="12" font-weight="bold" fill="#22a7c4">5.8%</text> 

          <!-- Labels --> 

          <text x="65" y="145" text-anchor="middle" font-family="Arial" font-size="9" fill="#888">Q1 &#8217;25</text> 

          <text x="120" y="145" text-anchor="middle" font-family="Arial" font-size="9" fill="#888">Q2 &#8217;25</text> 

          <text x="175" y="145" text-anchor="middle" font-family="Arial" font-size="9" fill="#888">Q3 &#8217;25</text> 

          <text x="230" y="145" text-anchor="middle" font-family="Arial" font-size="9" fill="#888">Q4 &#8217;25</text> 

          <text x="285" y="145" text-anchor="middle" font-family="Arial" font-size="9" font-weight="bold" fill="#22a7c4">Q1 &#8217;26</text> 

        </svg> 

      </div> 

      <div class="trend-box"> 

        <div class="trend-title">AVG ASKING RENT NNN ($/SF)</div> 

        <svg viewBox="0 0 320 150" xmlns="http://www.w3.org/2000/svg" style="width:100%;height:auto;"> 

          <line x1="30" y1="20" x2="30" y2="130" stroke="#ddd" stroke-width="1"/> 

          <line x1="30" y1="130" x2="310" y2="130" stroke="#ddd" stroke-width="1"/> 

          <!-- Q1 25: $7.23, Q2: $7.20, Q3: $7.07, Q4: $6.83, Q1 26: $6.81 --> 

          <!-- Range 6.70–7.30, y = 130 - ((val-6.70)/0.60)*100 --> 

          <polyline points="65,34 120,38 175,55 230,88 285,91" 

            fill="none" stroke="#22a7c4" stroke-width="3"/> 

          <circle cx="65" cy="34" r="5" fill="#22a7c4"/> 

          <circle cx="120" cy="38" r="5" fill="#22a7c4"/> 

          <circle cx="175" cy="55" r="5" fill="#22a7c4"/> 

          <circle cx="230" cy="88" r="5" fill="#22a7c4"/> 

          <circle cx="285" cy="91" r="7" fill="#1a1a1a" stroke="#22a7c4" stroke-width="2"/> 

          <!-- Values --> 

          <text x="65" y="26" text-anchor="middle" font-family="Arial" font-size="10" font-weight="bold" fill="#333">$7.23</text> 

          <text x="120" y="30" text-anchor="middle" font-family="Arial" font-size="10" font-weight="bold" fill="#333">$7.20</text> 

          <text x="175" y="47" text-anchor="middle" font-family="Arial" font-size="10" font-weight="bold" fill="#333">$7.07</text> 

          <text x="230" y="80" text-anchor="middle" font-family="Arial" font-size="10" font-weight="bold" fill="#333">$6.83</text> 

          <text x="285" y="83" text-anchor="middle" font-family="Arial" font-size="12" font-weight="bold" fill="#1a1a1a">$6.81</text> 

          <!-- Labels --> 

          <text x="65" y="145" text-anchor="middle" font-family="Arial" font-size="9" fill="#888">Q1 &#8217;25</text> 

          <text x="120" y="145" text-anchor="middle" font-family="Arial" font-size="9" fill="#888">Q2 &#8217;25</text> 

          <text x="175" y="145" text-anchor="middle" font-family="Arial" font-size="9" fill="#888">Q3 &#8217;25</text> 

          <text x="230" y="145" text-anchor="middle" font-family="Arial" font-size="9" fill="#888">Q4 &#8217;25</text> 

          <text x="285" y="145" text-anchor="middle" font-family="Arial" font-size="9" font-weight="bold" fill="#1a1a1a">Q1 &#8217;26</text> 

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    <div class="section-title"> 

      What We&#8217;re Watching 

      <span class="section-title-accent">— Capital events and demand drivers for Q2</span> 

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    <div class="watch-grid"> 

      <div class="watch-item"> 

        <div class="watch-title">Rockwell Automation&#8217;s $62.5M Buy-Back</div> 

        <div class="watch-body">Rockwell Automation has acquired the property that houses its Mequon plant for $62.5M — buying out a long-term lease from RA Mequon Fee Owner, LLC. At $116/SF for a 538,092 SF manufacturing campus, this is one of the largest industrial transactions in Southeast Wisconsin history and removes a major single-tenant asset from the investable market.</div> 

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        <div class="watch-title">Data Center Demand Ripple: Gurtz Electric</div> 

        <div class="watch-body">Gurtz Electric — an Illinois-based electrical contractor — has purchased a 23,200 SF building on a 4-acre site at 3830 County Road H in Port Washington to support its work on the $15 billion data center project under construction nearby. Already operating in Racine County, the firm is adding a second Wisconsin location to position itself for long-term regional growth. This deal may signal broader demand from trades and suppliers tied to the data center build-out seeking a foothold in Ozaukee County.</div> 

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        <div class="watch-title">No New Construction Underway</div> 

        <div class="watch-body">Ozaukee is the only Southeastern Wisconsin county reporting zero square footage under construction in Q1 2026 — a notable contrast to Washington County&#8217;s 605,140 SF pipeline just to the west. With no new supply arriving, any uptick in user demand should tighten vacancy relatively quickly. Owner-users and investors should watch for opportunity in the existing base.</div> 

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      <strong>PARADIGM Real Estate</strong><br> 

      <a href="tel:2627175151">262-717-5151</a> &nbsp;•&nbsp; <a href="https://paradigmre.com">paradigmre.com</a> &nbsp;•&nbsp; <a href="mailto:info@paradigmre.com">info@paradigmre.com</a><br> 

      <span style="font-size:10px;color:#888;font-weight:normal;">11649 N. Port Washington Rd, Ste 200, Mequon, WI 53092</span> 

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      <span style="color:#fff;font-weight:bold;letter-spacing:1.5px;font-size:11px;">SOURCES</span><br> 

      Data: REDI CRE Q1 2026 Market Trends<br> 

      Moody&#8217;s Analytics / Catylist<br> 

      News: BizTimes, Milwaukee Business Journal 

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