<?xml version="1.0" encoding="utf-8"?>
<rss version="2.0">
    <channel>
        <title><![CDATA[Customer Care Blog]]></title>
        <link><![CDATA[https://customercare.cutlerhomes.com/blog]]></link>
        <description><![CDATA[Customer Care Blog]]></description>
        <language><![CDATA[en-us]]></language>
        <ttl><![CDATA[60]]></ttl>
                <item>
        <title>
            <![CDATA["Don't Stop Believin'" in Winter Magic: The Ultimate November & December Guide to Akron & Canton]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2026/10/27/don-t-stop-believin-in-winter-magic-the-ultimate-november-december-guide-to-akron-canton]]>
        </link>
        <description>
            <![CDATA[<h3 dir="ltr"><span>"Don't Stop Believin'" in Winter Magic: The Ultimate November & December Guide to Akron & Canton</span></h3>
<p dir="ltr"><span>When the air turns crisp in Northeast Ohio, it's easy to want to stay indoors—but as Journey sang in 1981 and kept playing on repeat through the late 80s and 90s, </span><span>don't stop believin'</span><span> in the magic of our local communities! November and December transform the Akron and Canton regions into a true winter wonderland filled with bright lights, local shopping, and cozy traditions.</span></p>
<p dir="ltr"><span>Whether you're looking to buy a home in Stark County or settling into Summit County, here are the top lifestyle activities you shouldn't miss this holiday season.</span></p>
<h4 dir="ltr"><span>1. "Walking in Memphis"... or Canton's First Friday?</span></h4>
<p dir="ltr"><span>Marc Cohn had us daydreaming about walking through Memphis in 1991, but around here, we prefer walking down the vibrant streets of downtown Canton! Kick off November and December by attending </span><span>Canton First Friday</span><span>. It's a monthly party celebrating local art, live music, and amazing food downtown.</span></p>
<p dir="ltr"><span><img src="data:image/jpeg;base64,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" width="624" height="416" style="display: block; margin-left: auto; margin-right: auto;"></span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Explore:</span><span> </span><a href="https://www.cantonfirstfriday.com/"><span>Canton First Friday</span></a></p>
</li>
</ul>
<h4 dir="ltr"><span>2. "Wild Wild West" Meets Wild Lights at Akron Zoo</span></h4>
<p dir="ltr"><span>Throwing it back to Will Smith's 1999 hit, things get a little wild around the holidays—in the best way possible! </span><span>Wild Lights at the Akron Zoo</span><span> features millions of dazzling lights, visits with Santa, and festive treats across the zoo grounds. It's one of the highest-rated family holiday events in Northeast Ohio.</span></p>
<p><b><br><br></b></p>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/De5UPvcjAHA/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;"><a href="https://www.instagram.com/p/De5UPvcjAHA/?utm_source=ig_embed&utm_campaign=loading" style="background: #FFFFFF; line-height: 0; padding: 0 0; text-align: center; text-decoration: none; width: 100%;" target="_blank" rel="noopener">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #F4F4F4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewBox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<div style="padding: 12.5% 0;"></div>
<div style="display: flex; flex-direction: row; margin-bottom: 14px; align-items: center;">
<div>
<div style="background-color: #F4F4F4; border-radius: 50%; height: 12.5px; width: 12.5px; transform: translateX(0px) translateY(7px);"></div>
<div style="background-color: #F4F4F4; height: 12.5px; transform: rotate(-45deg) translateX(3px) translateY(1px); width: 12.5px; flex-grow: 0; margin-right: 14px; margin-left: 2px;"></div>
<div style="background-color: #F4F4F4; border-radius: 50%; height: 12.5px; width: 12.5px; transform: translateX(9px) translateY(-18px);"></div>
</div>
<div style="margin-left: 8px;">
<div style="background-color: #F4F4F4; border-radius: 50%; flex-grow: 0; height: 20px; width: 20px;"></div>
<div style="width: 0; height: 0; border-top: 2px solid transparent; border-left: 6px solid #f4f4f4; border-bottom: 2px solid transparent; transform: translateX(16px) translateY(-4px) rotate(30deg);"></div>
</div>
<div style="margin-left: auto;">
<div style="width: 0px; border-top: 8px solid #F4F4F4; border-right: 8px solid transparent; transform: translateY(16px);"></div>
<div style="background-color: #F4F4F4; flex-grow: 0; height: 12px; width: 16px; transform: translateY(-4px);"></div>
<div style="width: 0; height: 0; border-top: 8px solid #F4F4F4; border-left: 8px solid transparent; transform: translateY(-4px) translateX(8px);"></div>
</div>
</div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center; margin-bottom: 24px;">
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 224px;"></div>
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; width: 144px;"></div>
</div>
</a>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/De5UPvcjAHA/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Akron Zoo (@akronzoo)</a></p>
</div>
</blockquote>
<p>

</p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Explore:</span><span> </span><a href="https://www.akronzoo.org/wild-lights"><span>Akron Zoo Wild Lights</span></a></p>
</li>
</ul>
<h4 dir="ltr"><span>3. Deck the Halls at Stan Hywet Hall & Gardens</span></h4>
<p dir="ltr"><span>If you want to feel like royalty (</span><span>Cue "Smooth" by Santana feat. Rob Thomas, 1999</span><span>), take a stroll through </span><span>Deck the Hall at Stan Hywet Hall & Gardens</span><span>. This historic 65-room Tudor Revival manor house is illuminated with over one million lights, featuring themed indoor trees, gingerbread houses, and courtyard fires to warm up with hot cocoa.<br><br><br></span></p>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/Dew2sEpFLsL/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;"><a href="https://www.instagram.com/p/Dew2sEpFLsL/?utm_source=ig_embed&utm_campaign=loading" style="background: #FFFFFF; line-height: 0; padding: 0 0; text-align: center; text-decoration: none; width: 100%;" target="_blank" rel="noopener">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #F4F4F4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewBox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<div style="padding: 12.5% 0;"></div>
<div style="display: flex; flex-direction: row; margin-bottom: 14px; align-items: center;">
<div>
<div style="background-color: #F4F4F4; border-radius: 50%; height: 12.5px; width: 12.5px; transform: translateX(0px) translateY(7px);"></div>
<div style="background-color: #F4F4F4; height: 12.5px; transform: rotate(-45deg) translateX(3px) translateY(1px); width: 12.5px; flex-grow: 0; margin-right: 14px; margin-left: 2px;"></div>
<div style="background-color: #F4F4F4; border-radius: 50%; height: 12.5px; width: 12.5px; transform: translateX(9px) translateY(-18px);"></div>
</div>
<div style="margin-left: 8px;">
<div style="background-color: #F4F4F4; border-radius: 50%; flex-grow: 0; height: 20px; width: 20px;"></div>
<div style="width: 0; height: 0; border-top: 2px solid transparent; border-left: 6px solid #f4f4f4; border-bottom: 2px solid transparent; transform: translateX(16px) translateY(-4px) rotate(30deg);"></div>
</div>
<div style="margin-left: auto;">
<div style="width: 0px; border-top: 8px solid #F4F4F4; border-right: 8px solid transparent; transform: translateY(16px);"></div>
<div style="background-color: #F4F4F4; flex-grow: 0; height: 12px; width: 16px; transform: translateY(-4px);"></div>
<div style="width: 0; height: 0; border-top: 8px solid #F4F4F4; border-left: 8px solid transparent; transform: translateY(-4px) translateX(8px);"></div>
</div>
</div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center; margin-bottom: 24px;">
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 224px;"></div>
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; width: 144px;"></div>
</div>
</a>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/Dew2sEpFLsL/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Stan Hywet Hall & Gardens (@stanhywet)</a></p>
</div>
</blockquote>
<p>

</p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Explore:</span><span> </span><a href="https://www.stanhywet.org/"><span>Stan Hywet Hall & Gardens</span></a></p>
</li>
</ul>
<h4 dir="ltr"><span>4. Score Big at the Pro Football Hall of Fame</span></h4>
<p dir="ltr"><span>Winter in Canton means football season is in full swing. Give your holiday guests an unforgettable outing at the </span><span>Pro Football Hall of Fame</span><span>. November and December feature special holiday promotions, interactive exhibits, and football history that sports fans of all ages will love.</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Explore:</span><span> </span><a href="https://www.proft.org/"><span>Pro Football Hall of Fame</span></a></p>
</li>
</ul>
<p dir="ltr"><span>Thinking of making a move? From historic </span><a href="https://www.cutlerhomes.com/akron-ohio-real-estate-and-homes.html"><span>Akron Ohio</span></a><span> neighborhoods to charming suburban developments in </span><a href="https://www.cutlerhomes.com/stark-county-ohio-real-estate-and-homes.html"><span>Stark County Ohio</span></a><span>. Cutler Real Estate is here to help you find your dream home this winter.</span></p>
<p></p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 02 Nov 2026 14:47:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2026/10/27/don-t-stop-believin-in-winter-magic-the-ultimate-november-december-guide-to-akron-canton]]>
        </guid>
                    <category>
                <![CDATA[Northeast Ohio]]>
            </category>
                            <tag>
                <![CDATA[Akron Events]]>
            </tag>
                    <tag>
                <![CDATA[Canton Events]]>
            </tag>
                    <tag>
                <![CDATA[Holiday Events]]>
            </tag>
                        <overviewPhoto><![CDATA[data:image/jpeg;base64,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]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA["Wonderwall" of Lights: Cincinnati's Premier November & December Lifestyle Guide]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2026/11/02/wonderwall-of-lights-cincinnati-s-premier-november-december-lifestyle-guide]]>
        </link>
        <description>
            <![CDATA[<h3 dir="ltr"><span>"Wonderwall" of Lights: Cincinnati's Premier November & December Lifestyle Guide</span></h3>
<p dir="ltr"><span>Oasis released </span><span>"Wonderwall"</span><span> in 1995, asking: </span><span>"Because maybe, you're gonna be the one that saves me?"</span><span> Well, these incredible Cincinnati holiday events are here to save your winter weekends from boredom! From the banks of the Ohio River to historic neighborhoods, the Queen City knows how to celebrate November and December in style.</span></p>
<h4 dir="ltr"><span>1. PNC Festival of Lights at the Cincinnati Zoo</span></h4>
<p dir="ltr"><span>Recognized consistently as one of the best zoo light displays in the nation, the </span><span>PNC Festival of Lights at the Cincinnati Zoo & Botanical Garden</span><span> is a must-visit. Featuring 4 million LED lights, a black-light puppet show, and s'mores stations, it's pure magic.</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Explore:</span><span> </span><a href="https://cincinnatizoo.org/events/festival-of-lights/"><span>Cincinnati Zoo Festival of Lights</span></a></p>
</li>
</ul>
<h4 dir="ltr"><span>2. "Jump Around" at Elm Street Plaza Ice Rink</span></h4>
<p dir="ltr"><span>House of Pain had everyone jumping in 1992, and you can jump (or glide!) on the ice at the </span><span>UC Health Ice Rink presented by Fifth Third Bank formerly at Fountain Square has relocated to the Elm Street Plaza for 2026</span><span>. Located in the heart of downtown Cincinnati, it's perfect for ice skating, and festive city energy.</span></p>
<blockquote class="instagram-media" data-instgrm-captioned="" data-instgrm-permalink="https://www.instagram.com/reel/Deu-eAnt6CY/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;"><a href="https://www.instagram.com/reel/Deu-eAnt6CY/?utm_source=ig_embed&utm_campaign=loading" style="background: #FFFFFF; line-height: 0; padding: 0 0; text-align: center; text-decoration: none; width: 100%;" target="_blank" rel="noopener">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #F4F4F4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewBox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<div style="padding: 12.5% 0;"></div>
<div style="display: flex; flex-direction: row; margin-bottom: 14px; align-items: center;">
<div>
<div style="background-color: #F4F4F4; border-radius: 50%; height: 12.5px; width: 12.5px; transform: translateX(0px) translateY(7px);"></div>
<div style="background-color: #F4F4F4; height: 12.5px; transform: rotate(-45deg) translateX(3px) translateY(1px); width: 12.5px; flex-grow: 0; margin-right: 14px; margin-left: 2px;"></div>
<div style="background-color: #F4F4F4; border-radius: 50%; height: 12.5px; width: 12.5px; transform: translateX(9px) translateY(-18px);"></div>
</div>
<div style="margin-left: 8px;">
<div style="background-color: #F4F4F4; border-radius: 50%; flex-grow: 0; height: 20px; width: 20px;"></div>
<div style="width: 0; height: 0; border-top: 2px solid transparent; border-left: 6px solid #f4f4f4; border-bottom: 2px solid transparent; transform: translateX(16px) translateY(-4px) rotate(30deg);"></div>
</div>
<div style="margin-left: auto;">
<div style="width: 0px; border-top: 8px solid #F4F4F4; border-right: 8px solid transparent; transform: translateY(16px);"></div>
<div style="background-color: #F4F4F4; flex-grow: 0; height: 12px; width: 16px; transform: translateY(-4px);"></div>
<div style="width: 0; height: 0; border-top: 8px solid #F4F4F4; border-left: 8px solid transparent; transform: translateY(-4px) translateX(8px);"></div>
</div>
</div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center; margin-bottom: 24px;">
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 224px;"></div>
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; width: 144px;"></div>
</div>
</a>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/reel/Deu-eAnt6CY/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Elm Street Plaza (@elmstreetplazacincy)</a></p>
</div>
</blockquote>
<ul>

<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Explore:</span><span> </span><a href="https://elmstreetplazacincy.com/ice-rink/" target="_blank" rel="noopener">Elm Street Plaza Ice Rink</a></p>
</li>
</ul>
<h4 dir="ltr"><span>3. "Waterfalls" of Lights at Nights of Lights</span></h4>
<p dir="ltr"><span>TLC told us in 1995 not to go chasing waterfalls, but you should definitely drive out to </span><span>Cincinnati's Nights of Lights</span><span> . Stay warm in your vehicle as you drive through synchronized light tunnels set to classic holiday tunes for nearly 2 miles at the Warren County Fairgrounds!</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Explore:</span><span> </span><a href="https://store.queencitylightshow.com/night-lights-26"><span>Cincinnati Nights of Lights</span></a></p>
</li>
</ul>
<h4 dir="ltr"><span>4. "Empire State of Mind" at Findlay Market</span></h4>
<p dir="ltr"><span>Jay-Z and Alicia Keys sang about the bustling energy of NYC in 2009, but Cincinnati's historic </span><span>Findlay Market</span><span> brings that exact vibrant market charm to Ohio! In November and December, Findlay Market hosts holiday markets, artisan pop-ups, and seasonal food tastings perfect for buying local gifts.</span></p>
<blockquote class="instagram-media" data-instgrm-captioned="" data-instgrm-permalink="https://www.instagram.com/p/DfMrtMJF2_K/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;"><a href="https://www.instagram.com/p/DfMrtMJF2_K/?utm_source=ig_embed&utm_campaign=loading" style="background: #FFFFFF; line-height: 0; padding: 0 0; text-align: center; text-decoration: none; width: 100%;" target="_blank" rel="noopener">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #F4F4F4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewBox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<div style="padding: 12.5% 0;"></div>
<div style="display: flex; flex-direction: row; margin-bottom: 14px; align-items: center;">
<div>
<div style="background-color: #F4F4F4; border-radius: 50%; height: 12.5px; width: 12.5px; transform: translateX(0px) translateY(7px);"></div>
<div style="background-color: #F4F4F4; height: 12.5px; transform: rotate(-45deg) translateX(3px) translateY(1px); width: 12.5px; flex-grow: 0; margin-right: 14px; margin-left: 2px;"></div>
<div style="background-color: #F4F4F4; border-radius: 50%; height: 12.5px; width: 12.5px; transform: translateX(9px) translateY(-18px);"></div>
</div>
<div style="margin-left: 8px;">
<div style="background-color: #F4F4F4; border-radius: 50%; flex-grow: 0; height: 20px; width: 20px;"></div>
<div style="width: 0; height: 0; border-top: 2px solid transparent; border-left: 6px solid #f4f4f4; border-bottom: 2px solid transparent; transform: translateX(16px) translateY(-4px) rotate(30deg);"></div>
</div>
<div style="margin-left: auto;">
<div style="width: 0px; border-top: 8px solid #F4F4F4; border-right: 8px solid transparent; transform: translateY(16px);"></div>
<div style="background-color: #F4F4F4; flex-grow: 0; height: 12px; width: 16px; transform: translateY(-4px);"></div>
<div style="width: 0; height: 0; border-top: 8px solid #F4F4F4; border-left: 8px solid transparent; transform: translateY(-4px) translateX(8px);"></div>
</div>
</div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center; margin-bottom: 24px;">
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 224px;"></div>
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; width: 144px;"></div>
</div>
</a>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/DfMrtMJF2_K/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Findlay Market (@findlaymarket)</a></p>
</div>
</blockquote>
<ul>

<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Explore:</span><span> </span><a href="https://www.findlaymarket.org/events"><span>Findlay Market</span></a></p>
</li>
</ul>
<p dir="ltr"><span>Looking for your Queen City castle? Discover modern urban living or quiet suburban charm across </span><a href="https://www.cutlerhomes.com/hamilton-county-ohio-real-estate-and-homes.html"><span>Cincinnati</span></a><span> with the experts at Cutler Real Estate.</span></p>
<p></p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 02 Nov 2026 11:37:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2026/11/02/wonderwall-of-lights-cincinnati-s-premier-november-december-lifestyle-guide]]>
        </guid>
                    <category>
                <![CDATA[Cincinnati & Northern Kentucky]]>
            </category>
                            <tag>
                <![CDATA[Cincinnati Events]]>
            </tag>
                            </item>
        <item>
        <title>
            <![CDATA["Ice Ice Baby": Cool Ways to Celebrate November & December in Central Ohio]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2026/11/02/ice-ice-baby-cool-ways-to-celebrate-november-december-in-central-ohio]]>
        </link>
        <description>
            <![CDATA[<h3 dir="ltr"><span>"Ice Ice Baby": Cool Ways to Celebrate November & December in Central Ohio</span></h3>
<p dir="ltr"><span>Vanilla Ice dominated the charts in 1990 with </span><span>"Ice Ice Baby"</span><span>, and while Central Ohio gets its fair share of winter chill, Columbus stays red hot with incredible holiday events throughout November and December! From twinkling downtown lights to bustling shopping centers, living in Columbus during the holidays offers something for everyone.</span></p>
<h4 dir="ltr"><span>1. "Steal My Sunshine" at the Columbus Zoo Wildlights</span></h4>
<p dir="ltr"><span>LEN's 1999 hit was all about chasing the bright spots, and nothing brightens winter nights quite like </span><span>Wildlights at the Columbus Zoo and Aquarium</span><span>. Millions of LED lights, animated light shows set to music, and reindeer encounters make this a top-tier tradition for Central Ohio families.<br><br></span></p>
<blockquote class="instagram-media" data-instgrm-captioned="" data-instgrm-permalink="https://www.instagram.com/p/DfNASTNFyU6/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;"><a href="https://www.instagram.com/p/DfNASTNFyU6/?utm_source=ig_embed&utm_campaign=loading" style="background: #FFFFFF; line-height: 0; padding: 0 0; text-align: center; text-decoration: none; width: 100%;" target="_blank" rel="noopener">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #F4F4F4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px; text-align: center;"></div>
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewBox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<div style="padding: 12.5% 0;"></div>
<div style="display: flex; flex-direction: row; margin-bottom: 14px; align-items: center;">
<div>
<div style="background-color: #F4F4F4; border-radius: 50%; height: 12.5px; width: 12.5px; transform: translateX(0px) translateY(7px);"></div>
<div style="background-color: #F4F4F4; height: 12.5px; transform: rotate(-45deg) translateX(3px) translateY(1px); width: 12.5px; flex-grow: 0; margin-right: 14px; margin-left: 2px;"></div>
<div style="background-color: #F4F4F4; border-radius: 50%; height: 12.5px; width: 12.5px; transform: translateX(9px) translateY(-18px);"></div>
</div>
<div style="margin-left: 8px;">
<div style="background-color: #F4F4F4; border-radius: 50%; flex-grow: 0; height: 20px; width: 20px;"></div>
<div style="width: 0; height: 0; border-top: 2px solid transparent; border-left: 6px solid #f4f4f4; border-bottom: 2px solid transparent; transform: translateX(16px) translateY(-4px) rotate(30deg);"></div>
</div>
<div style="margin-left: auto;">
<div style="width: 0px; border-top: 8px solid #F4F4F4; border-right: 8px solid transparent; transform: translateY(16px);"></div>
<div style="background-color: #F4F4F4; flex-grow: 0; height: 12px; width: 16px; transform: translateY(-4px);"></div>
<div style="width: 0; height: 0; border-top: 8px solid #F4F4F4; border-left: 8px solid transparent; transform: translateY(-4px) translateX(8px);"></div>
</div>
</div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center; margin-bottom: 24px;">
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 224px;"></div>
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; width: 144px;"></div>
</div>
</a>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/DfNASTNFyU6/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Columbus Zoo and Aquarium (@columbuszoo)</a></p>
</div>
</blockquote>
<ul>

<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Explore:</span><span> </span><a href="https://www.columbuszoo.org/wildlights"><span>Columbus Zoo Wildlights</span></a></p>
</li>
</ul>
<h4 dir="ltr"><span>2. "All Star" Shopping & Dining at Easton Town Center</span></h4>
<p dir="ltr"><span>Smash Mouth told us in 1999 that </span><span>"all that glitters is gold,"</span><span> but at </span><span>Easton Town Center</span><span>, all that glitters is millions of festive holiday lights and a giant 50-foot Christmas tree! Easton offers premier holiday shopping, a holiday drone show, and dining options that make holiday prep a delight.</span></p>
<blockquote class="instagram-media" data-instgrm-captioned="" data-instgrm-permalink="https://www.instagram.com/p/DfNAtKcEdZO/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;"><a href="https://www.instagram.com/p/DfNAtKcEdZO/?utm_source=ig_embed&utm_campaign=loading" style="background: #FFFFFF; line-height: 0; padding: 0 0; text-align: center; text-decoration: none; width: 100%;" target="_blank" rel="noopener">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #F4F4F4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewBox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<div style="padding: 12.5% 0;"></div>
<div style="display: flex; flex-direction: row; margin-bottom: 14px; align-items: center;">
<div>
<div style="background-color: #F4F4F4; border-radius: 50%; height: 12.5px; width: 12.5px; transform: translateX(0px) translateY(7px);"></div>
<div style="background-color: #F4F4F4; height: 12.5px; transform: rotate(-45deg) translateX(3px) translateY(1px); width: 12.5px; flex-grow: 0; margin-right: 14px; margin-left: 2px;"></div>
<div style="background-color: #F4F4F4; border-radius: 50%; height: 12.5px; width: 12.5px; transform: translateX(9px) translateY(-18px);"></div>
</div>
<div style="margin-left: 8px;">
<div style="background-color: #F4F4F4; border-radius: 50%; flex-grow: 0; height: 20px; width: 20px;"></div>
<div style="width: 0; height: 0; border-top: 2px solid transparent; border-left: 6px solid #f4f4f4; border-bottom: 2px solid transparent; transform: translateX(16px) translateY(-4px) rotate(30deg);"></div>
</div>
<div style="margin-left: auto;">
<div style="width: 0px; border-top: 8px solid #F4F4F4; border-right: 8px solid transparent; transform: translateY(16px);"></div>
<div style="background-color: #F4F4F4; flex-grow: 0; height: 12px; width: 16px; transform: translateY(-4px);"></div>
<div style="width: 0; height: 0; border-top: 8px solid #F4F4F4; border-left: 8px solid transparent; transform: translateY(-4px) translateX(8px);"></div>
</div>
</div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center; margin-bottom: 24px;">
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 224px;"></div>
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; width: 144px;"></div>
</div>
</a>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/DfNAtKcEdZO/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by EASTON. (@eastontownctr)</a></p>
</div>
</blockquote>
<ul>

<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Explore:</span><span> </span><a href="https://eastontowncenter.com/"><span>Easton Town Center</span></a></p>
</li>
</ul>
<h4 dir="ltr"><span>3. Stroll Through the Scioto Mile Lights</span></h4>
<p dir="ltr"><span>For a breathtaking city skyline view, take an evening walk along </span><span>The Scioto Mile</span><span>. Transformed into a glowing winter wonderland each December, downtown Columbus lights up the parkland along the riverbanks with vibrant hues.</span></p>
<blockquote class="instagram-media" data-instgrm-captioned="" data-instgrm-permalink="https://www.instagram.com/p/DejmNIyGG4Q/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;"><a href="https://www.instagram.com/p/DejmNIyGG4Q/?utm_source=ig_embed&utm_campaign=loading" style="background: #FFFFFF; line-height: 0; padding: 0 0; text-align: center; text-decoration: none; width: 100%;" target="_blank" rel="noopener">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #F4F4F4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewBox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<div style="padding: 12.5% 0;"></div>
<div style="display: flex; flex-direction: row; margin-bottom: 14px; align-items: center;">
<div>
<div style="background-color: #F4F4F4; border-radius: 50%; height: 12.5px; width: 12.5px; transform: translateX(0px) translateY(7px);"></div>
<div style="background-color: #F4F4F4; height: 12.5px; transform: rotate(-45deg) translateX(3px) translateY(1px); width: 12.5px; flex-grow: 0; margin-right: 14px; margin-left: 2px;"></div>
<div style="background-color: #F4F4F4; border-radius: 50%; height: 12.5px; width: 12.5px; transform: translateX(9px) translateY(-18px);"></div>
</div>
<div style="margin-left: 8px;">
<div style="background-color: #F4F4F4; border-radius: 50%; flex-grow: 0; height: 20px; width: 20px;"></div>
<div style="width: 0; height: 0; border-top: 2px solid transparent; border-left: 6px solid #f4f4f4; border-bottom: 2px solid transparent; transform: translateX(16px) translateY(-4px) rotate(30deg);"></div>
</div>
<div style="margin-left: auto;">
<div style="width: 0px; border-top: 8px solid #F4F4F4; border-right: 8px solid transparent; transform: translateY(16px);"></div>
<div style="background-color: #F4F4F4; flex-grow: 0; height: 12px; width: 16px; transform: translateY(-4px);"></div>
<div style="width: 0; height: 0; border-top: 8px solid #F4F4F4; border-left: 8px solid transparent; transform: translateY(-4px) translateX(8px);"></div>
</div>
</div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center; margin-bottom: 24px;">
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 224px;"></div>
<div style="background-color: #F4F4F4; border-radius: 4px; flex-grow: 0; height: 14px; width: 144px;"></div>
</div>
</a>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/DejmNIyGG4Q/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by The Scioto Mile (@thesciotomile)</a></p>
</div>
</blockquote>
<ul>

<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Explore:</span><span> </span><a href="https://www.sciotomile.com/"><span>Scioto Mile Parks</span></a></p>
</li>
</ul>
<h4 dir="ltr"><span>4. "Life is a Highway" – Head to the Conservatory</span></h4>
<p dir="ltr"><span>Tom Cochrane's 1991 anthem urges us to drive all night long, but your destination should be </span><span>Franklin Park Conservatory and Botanical Gardens</span><span> for </span><span>Conservatory Glow</span><span>. Walk among glowing light installations, outdoor displays, and warm indoor tropical gardens.</span></p>
<p dir="ltr"><span><img src="data:image/jpeg;base64,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" width="624" height="416"></span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Explore:</span><span> </span><a href="https://www.fpconservatory.org/"><span>Franklin Park Conservatory</span></a></p>
</li>
</ul>
<p><b> </b></p>
<p dir="ltr"><span>Welcome Home to Columbus! Whether you want a cozy condo in the </span><a href="https://www.cutlerhomes.com/short-north-subdivision-ohio-real-estate-and-homes.html"><span>Short North</span></a><span> or a family home in </span><a href="https://www.cutlerhomes.com/dublin-ohio-real-estate-and-homes.html"><span>Dublin</span></a><span> or Olentangy, let Cutler Real Estate guide your Columbus home search this season.</span></p>
<p></p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 02 Nov 2026 11:28:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2026/11/02/ice-ice-baby-cool-ways-to-celebrate-november-december-in-central-ohio]]>
        </guid>
                    <category>
                <![CDATA[Columbus & Central Ohio]]>
            </category>
                            <tag>
                <![CDATA[Best of Columbus]]>
            </tag>
                    <tag>
                <![CDATA[Holiday Events]]>
            </tag>
                        <overviewPhoto><![CDATA[data:image/jpeg;base64,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]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Fall Home Maintenance Checklist (Hansel and Gretel's Winter Prep)]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2026/10/20/fall-home-maintenance-checklist-hansel-and-gretel-s-winter-prep]]>
        </link>
        <description>
            <![CDATA[<p dir="ltr"><span><b id="docs-internal-guid-1fd63858-7fff-e4d2-182c-9c863879a917"><b id="docs-internal-guid-e051fa88-7fff-a227-b493-1052307889d0"><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/Fall_Home_Checklist_Graphic_4x8_2.jpg" width="100%" alt=""><br><br>Welcome to a fun, whimsical twist on home upkeep! At Cutler Real Estate, we know that keeping your home safe, efficient, and beautiful shouldn't feel like a chore.<br></b></b><br>Deep in the autumn forest, Hansel and Gretel knew that cold days were fast approaching. Rather than relying on a trail of breadcrumbs that birds might eat, they left a clear trail of fall home maintenance tasks to prepare their cottage for the long, freezing winter ahead!</span></p>
<p dir="ltr"><span>Before winter trickery catches you off guard, use our autumn home winterization guide to keep your house warm, safe, and cozy.</span></p>
<h2 dir="ltr"><span>1. Warm Up the Oven... Er, Furnace!</span></h2>
<p dir="ltr"><span>Don't wait for the first freeze to realize your heating system is out of order:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Schedule a certified HVAC professional to clean and inspect furnace burners, igniters, and safety controls.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Replace furnace filters to keep clean air circulating throughout your home.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Bleed radiator valves to release trapped air pockets in hot-water systems.</span></p>
</li>
</ul>
<h2 dir="ltr"><span>2. Clean the Chimney (No Witches Allowed!)</span></h2>
<p dir="ltr"><span>A roaring fire makes autumn evenings cozy, but creosote buildup in your chimney is a real danger:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Have a professional chimney sweep clean flues and inspect brickwork annually.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Test the damper to make sure it opens and seals tightly when closed.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Inspect fireplace glass doors and firebricks for cracks.</span></p>
</li>
</ul>
<h2 dir="ltr"><span>3. Clear the Leaf Trail from Your Gutters</span></h2>
<p dir="ltr"><span>Falling leaves may look magical, but clogged gutters can cause terrifying winter ice dams!</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Scoop out leaves and debris after trees shed their foliage.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Verify that gutter brackets are securely fastened to hold heavy snow weight.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Ensure downspouts divert water well away from your foundation and walkways.</span></p>
</li>
</ul>
<h2 dir="ltr"><span>4. Seal Up Drafts Like a Gingerbread House</span></h2>
<p dir="ltr"><span>Keep icy breezes outside and cozy heat inside by sealing up drafty cracks:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Caulk around the exterior window and door frames.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Apply weatherstripping to doors and window sashes.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Install shrink-wrap insulation kits on drafty single-pane windows.</span></p>
</li>
</ul>
<h2 dir="ltr"><span>5. Protect Your Plumbing Before It Freezes solid</span></h2>
<p dir="ltr"><span>Water expands when it freezes, which can burst pipes and create a nightmare:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Disconnect and drain outdoor garden hoses, then store them indoors.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Turn off indoor shut-off valves for outdoor faucets and drain remaining water.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Have lawn sprinkler systems blown out with compressed air.<br><br></span></p>
<hr>
<p dir="ltr" role="presentation"><span><b id="docs-internal-guid-c5f78d87-7fff-4d83-f147-5f35e320e851">Ready to make your home buying or selling dreams come true? Visit <a href="https://www.cutlerhomes.com/results/" title="Cutler Real Estate Search">Cutler Real Estate</a> today to explore local listings and partner with our expert real estate team!</b><br></span></p>
</li>
</ul>
<p></p>]]>
        </description>
        <pubDate>
            <![CDATA[Tue, 20 Oct 2026 13:54:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2026/10/20/fall-home-maintenance-checklist-hansel-and-gretel-s-winter-prep]]>
        </guid>
                    <category>
                <![CDATA[Columbus & Central Ohio]]>
            </category>
                    <category>
                <![CDATA[Northeast Ohio]]>
            </category>
                    <category>
                <![CDATA[Home Inspiration]]>
            </category>
                    <category>
                <![CDATA[Cincinnati & Northern Kentucky]]>
            </category>
                            <tag>
                <![CDATA[Home Maintenance]]>
            </tag>
                    <tag>
                <![CDATA[Home Improvement]]>
            </tag>
                        <overviewPhoto><![CDATA[http://customercare.cutlerhomes.com/shared/fs/0769/company/Fall_Home_Checklist_Graphic_4x8_2.jpg]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[The Best Time To Buy a Home in 2026 Is Almost Here]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2026/09/16/the-best-time-to-buy-a-home-in-2026-is-almost-here]]>
        </link>
        <description>
            <![CDATA[<h3>The Best Time To Buy a Home in 2026 Is Almost Here</h3>
<p><br><img src="https://ci3.googleusercontent.com/meips/ADKq_NaUtCI-azULHsobIs0lk6RnfjpZRV91sUAbS9c2IZwpg3zYWRVyye6ELWnQyAOYkNEJdGDtYG7f_sUGMNUkiWVGW7rQZ9o3yhe9X12KtVXCcJ2-gs2_iyTgpjaYVhecIkv4GywvJ_00AEQ40HikIo6aKpVpA24EhkvvXreHtcSAPp6ewc8c5loiJZ_CrngvF6bdQg=s0-d-e1-ft#https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20260915/Header-Image-20230327-Blog-original.png" width="600" class="CToWUd a6T" data-bit="iit" tabindex="0"><br><br></p>
<p>Want to buy a house this year, but not sure if the timing's right? Seasonally, it may actually be a better time to buy than you expect.</p>
<p>Yes, mortgage rates have been ticking up lately – and that's creating some real challenges with affordability. No one's arguing that. But there are also predictable trends that happen this time every year that can put some wind back in your sails.</p>
<p>According to research coming out of<em><span> </span></em><a rel="noopener noreferrer nofollow" href="https://mediaroom.realtor.com/2026-09-14-Realtor-com-R-September-27th-October-3rd-Marks-the-Best-Time-to-Buy-a-Home-in-2026" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://mediaroom.realtor.com/2026-09-14-Realtor-com-R-September-27th-October-3rd-Marks-the-Best-Time-to-Buy-a-Home-in-2026&source=gmail&ust=1789652449666000&usg=AOvVaw34iIjRJL63ZVHMMOlKIxwq"><em>Realtor.com</em></a>, nationally, the week of September 27 – October 3 will be the best time to buy this year for this very reason:</p>
<blockquote>
<p><em>"</em><strong><em>The week of September 27–October 3 brings together the market conditions buyers value most</em></strong><em>—elevated inventory, less competition and prices that have eased from their seasonal high—</em><strong><em>giving prepared buyers a way to offset high rates with savings on price and room to negotiate with confidence</em></strong><em>."</em></p>
</blockquote>
<p>But that's the national best week. Depending on where you live, your local sweet spot may come a little earlier or later (<em>see map below</em>):</p>
<p><img src="https://ci3.googleusercontent.com/meips/ADKq_NYxQah2cAez7fakZuMoEZgI4CWbt3pTjAlX9CXI8U_FT5qRCe2YDWgtgA5bwQ2kTc1X-f5RkFxQlhPzl0XPyUScr-AIW191jFfhM3wJeECXZlsOCbE1syDhGWJc57oRYxZ80m5Zbvs54Nc4RfzKDKYbNh6oI7pGLuxhEuCAunT1undSp-L-Wz9A6mYmWhuP=s0-d-e1-ft#https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20260915/20260916-The-Best-Week-original.png" alt="a map of the united states with pins" class="CToWUd a6T" data-bit="iit" tabindex="0"></p>
<p>It all depends on local trends and how inventory and buyer demand ebbs and flows seasonally where you want to live. But no matter when your market hits its peak, here are some of the<span> </span><a rel="noopener noreferrer nofollow" href="https://www.keepingcurrentmatters.com/2026/09/03/why-buyers-shouldnt-overlook-a-fall-move/" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://www.keepingcurrentmatters.com/2026/09/03/why-buyers-shouldnt-overlook-a-fall-move/&source=gmail&ust=1789652449666000&usg=AOvVaw2JHCw_DfQboSuJ3lVnbCxL">perks</a><span> </span>you can expect this time of year.</p>
<h4><strong>More Choices, Better Prices, and Less Competition</strong></h4>
<p>For starters, there are more homes to choose from. In fact, data from the<span> </span><em>National Association of Realtors</em><span> </span>(NAR)<span> </span><a rel="noopener noreferrer nofollow" href="https://www.nar.realtor/news/real-estate-news/the-best-time-to-buy-for-2026-is-coming-soon-are-your-buyers-ready" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://www.nar.realtor/news/real-estate-news/the-best-time-to-buy-for-2026-is-coming-soon-are-your-buyers-ready&source=gmail&ust=1789652449666000&usg=AOvVaw2IwI-2Wnk0vY1yxPUaRdQP">shows</a><span> </span>the number of homes for sale recently reached its<span> </span><strong>highest level in more than 10 years</strong>:</p>
<blockquote>
<p><em>"NAR's data does show a strong uptick in for-sale inventory at the end of the summer, reaching the highest level in more than 10 years."</em></p>
</blockquote>
<p>That means you may have a better shot at finding something you love<span> </span><em>and</em><span> </span>can afford without making as many compromises. And that's not the only advantage.</p>
<p><em>Realtor.com<span> </span></em><a rel="noopener noreferrer nofollow" href="https://mediaroom.realtor.com/2026-09-14-Realtor-com-R-September-27th-October-3rd-Marks-the-Best-Time-to-Buy-a-Home-in-2026" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://mediaroom.realtor.com/2026-09-14-Realtor-com-R-September-27th-October-3rd-Marks-the-Best-Time-to-Buy-a-Home-in-2026&source=gmail&ust=1789652449666000&usg=AOvVaw34iIjRJL63ZVHMMOlKIxwq">says</a><span> </span>buyers during this window could see<span> </span><strong>home prices about $14,000 lower<span> </span></strong>than the summer peak, along with<span> </span><strong>30% less competition<span> </span></strong>from other buyers.<em><span> </span></em>Plus, homes tend to stay on the market<span> </span><strong>almost 2 weeks longer (13 days)</strong>, giving you a little more breathing room to make a decision. </p>
<ul>
<li>
<p><strong>More choices.</strong></p>
</li>
<li>
<p><strong>Better pricing.</strong></p>
</li>
<li>
<p><strong>Less competition.</strong></p>
</li>
</ul>
<p><strong>That combination could be enough to ease some of the pressure higher mortgage rates are putting on your budget.</strong></p>
<h4><strong>The Window Doesn't Close After This One Week</strong></h4>
<p><strong>But you certainly don't have to buy during that very specific window. This isn't a one-week-only opportunity.<span> </span></strong>History tells us conditions should be tipped in your favor for the entire month of October:</p>
<p><img src="https://ci3.googleusercontent.com/meips/ADKq_NY9MVYzaWQuWmaUY6L6OZh-NbWxDggJj8ZTqLzJTdWmnrQ-mGqn4z-rJO331295HzjKegzHyOtUhCt5IVPF2ScMUxBuOj63NvtpA-QfDxL8XcoxQJU_G75OJW888ndhG-0xv84DGSU1UvDAME2NWZY82ASUbJ3OfQivtJRH4xpAuW37FKPxPwO_o_iL7A=s0-d-e1-ft#https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20260915/20260916-Sept27-Oct3-original.png" alt="a graph on a dark background" class="CToWUd a6T" data-bit="iit" tabindex="0"></p>
<p>In fact,<span> </span><em>Realtor.com</em><span> </span>says<span> </span><strong>42 of the 50 largest metros see their best week to buy fall sometime during October.</strong><span> </span><strong>So, don't feel like you have to rush to hit one specific date.</strong><span> </span>Use the time now to get things lined up, then jump in when the timing is right for you. As<span> </span><em>Guaranteed Rate</em><span> </span>explains: </p>
<blockquote>
<p><em>"</em><strong><em>The best time to buy a home depends on your needs.</em></strong><em><span> </span>Certain seasons can give you an advantage when starting your homebuying journey."</em></p>
</blockquote>
<h3>Bottom Line</h3>
<p>If you want to buy a house this year, there's still a way to make it happen, even with today's rates. This fall gives you the chance to get some of the best seasonal perks the market has to offer.</p>
<p><strong>Want help figuring out when those advantages typically show up in our market?</strong></p>
<p><a href="http://customercare.cutlerhomes.com/Contact">Let's have a quick conversation</a> about how our market works and the steps you'll need to take to get ready. </p>]]>
        </description>
        <pubDate>
            <![CDATA[Wed, 16 Sep 2026 09:42:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2026/09/16/the-best-time-to-buy-a-home-in-2026-is-almost-here]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                                <overviewPhoto><![CDATA[https://ci3.googleusercontent.com/meips/ADKq_NaUtCI-azULHsobIs0lk6RnfjpZRV91sUAbS9c2IZwpg3zYWRVyye6ELWnQyAOYkNEJdGDtYG7f_sUGMNUkiWVGW7rQZ9o3yhe9X12KtVXCcJ2-gs2_iyTgpjaYVhecIkv4GywvJ_00AEQ40HikIo6aKpVpA24EhkvvXreHtcSAPp6ewc8c5loiJZ_CrngvF6bdQg=s0-d-e1-ft#https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20260915/Header-Image-20230327-Blog-original.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Your Northeast Ohio Ice Cream Tour Starts Here: 9 Shops to Try]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2026/05/14/your-northeast-ohio-ice-cream-tour-starts-here-9-shops-to-try]]>
        </link>
        <description>
            <![CDATA[<p style="text-align: center;"><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2026/Your_Northeast_Ohio_Ice_Cream_Tour_Starts_Here_8_Shops_to_Try__Cutler_Real_Estate.png" alt="Your Northeast Ohio Ice Cream Tour Starts Here: 8 Shops to Try | Cutler Real Estate" width="750" height="450"></p>
<p>Ohioans love their ice cream so much that the state has spawned its own <strong><a data-cke-saved-href="https://ohio.org/home/seasons/summer/ohio-ice-cream-trail" href="https://ohio.org/home/seasons/summer/ohio-ice-cream-trail" target="_blank" title="Ice Cream Trail" rel="noopener">Ice Cream Trail</a></strong>. Can't get enough of this tasty treat? Check out these <strong>favorite ice cream shops</strong> in <strong><a data-cke-saved-href="http://customercare.cutlerhomes.com/cleveland-ohio-real-estate-and-homes.html" href="http://customercare.cutlerhomes.com/cleveland-ohio-real-estate-and-homes.html" title="Cleveland">Cleveland</a></strong>, <strong><a data-cke-saved-href="http://customercare.cutlerhomes.com/akron-ohio-real-estate-and-homes.html" href="http://customercare.cutlerhomes.com/akron-ohio-real-estate-and-homes.html" title="Akron">Akron</a></strong>, and <strong><a data-cke-saved-href="http://customercare.cutlerhomes.com/north-canton-ohio-real-estate-and-homes.html" href="http://customercare.cutlerhomes.com/north-canton-ohio-real-estate-and-homes.html" title="North Canton">North Canton</a></strong>.</p>
<h2>Top Ice Cream Shops Around Northeast Ohio</h2>
<h3><a data-cke-saved-href="https://www.facebook.com/pages/Apple-Cart/314753918699301" href="https://www.facebook.com/pages/Apple-Cart/314753918699301" target="_blank" title="Apple Cart" rel="noopener">Apple Cart</a></h3>
<h4><a data-cke-saved-href="https://www.google.com/maps/place/Apple+Cart/@41.5150469,-81.6622774,16z/data=!3m1!4b1!4m6!3m5!1s0x8830fa4635f4382b:0x6d190baadcd5ea65!8m2!3d41.5150469!4d-81.6597025!16s%2Fg%2F1jkxkcm39?entry=ttu&g_ep=EgoyMDI2MDUwNi4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Apple+Cart/@41.5150469,-81.6622774,16z/data=!3m1!4b1!4m6!3m5!1s0x8830fa4635f4382b:0x6d190baadcd5ea65!8m2!3d41.5150469!4d-81.6597025!16s%2Fg%2F1jkxkcm39?entry=ttu&g_ep=EgoyMDI2MDUwNi4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="4313 Superior Ave., Cleveland, OH 44103" rel="noopener">4313 Superior Ave., Cleveland, OH 44103</a></h4>
<p>Find out firsthand why <strong>Apple Cart</strong> has been cited as one of the <strong>best soft-serve ice cream spots in America</strong>. The shop is housed in a modest storefront that belies its status as a local icon.</p>
<p>Go beyond the basics with one of these specialty treats on the menu:</p>
<ul>
<li>Arctic Swirl, Apple Cart's take on a Blizzard</li>
<li>Caramel Apple Sundae</li>
<li>Banana Boat</li>
</ul>
<p>Hours are noon - 7 p.m. daily except Tuesday, when closing time is 5:30 p.m.</p>
<h3><a data-cke-saved-href="https://www.sweetiescandy.com/soda-shoppe/" href="https://www.sweetiescandy.com/soda-shoppe/" target="_blank" title="Sweeties Soda Shoppe" rel="noopener">Sweeties Soda Shoppe</a></h3>
<h4><a data-cke-saved-href="https://www.google.com/maps/place/Sweeties+Soda+Shoppe/@41.4202384,-81.7343787,17z/data=!3m1!4b1!4m6!3m5!1s0x8830ef010b447ec7:0x983d6490b81e704d!8m2!3d41.4202384!4d-81.7318038!16s%2Fg%2F11dfj7rvff?entry=ttu&g_ep=EgoyMDI2MDUwNi4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Sweeties+Soda+Shoppe/@41.4202384,-81.7343787,17z/data=!3m1!4b1!4m6!3m5!1s0x8830ef010b447ec7:0x983d6490b81e704d!8m2!3d41.4202384!4d-81.7318038!16s%2Fg%2F11dfj7rvff?entry=ttu&g_ep=EgoyMDI2MDUwNi4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="6770 Brookpark Rd., Cleveland, OH 44129" rel="noopener">6770 Brookpark Road, Cleveland, OH 44129</a></h4>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/CQY8ysop85e/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/CQY8ysop85e/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Sweeties Soda Shoppe (@sweetiessoda)</a></p>
</div>
</blockquote>
<p>

</p>
<p><strong>Sweeties Soda Shoppe</strong> brings the <strong>classic ice cream parlor</strong> into the 21st century. Take a seat at a table or pull up a chair at the counter to enjoy your choice of <strong>36 flavors of homemade ice cream</strong> or 300+ soda varieties.</p>
<p>Distinctive features include:</p>
<ul>
<li>Open-kitchen format</li>
<li>Sundae topping dispensers and topping bar</li>
<li>Whipped cream, hot fudge, waffle cones, and chocolate syrup made in-house</li>
</ul>
<p>Hours are noon -11 p.m. daily except Sunday, when doors close at 9 p.m.</p>
<h3><a data-cke-saved-href="https://www.instagram.com/hiphopsmoothiebar/" href="https://www.instagram.com/hiphopsmoothiebar/" target="_blank" title="Hip Hop Smoothie Bar" rel="noopener">Hip Hop Smoothie Bar</a></h3>
<h4><a data-cke-saved-href="https://www.google.com/maps/place/Hip+Hop+Smoothie+Bar/@41.4988193,-81.7033968,16z/data=!3m1!4b1!4m6!3m5!1s0x8830f19997e47153:0xc9685e0d452efc6c!8m2!3d41.4988193!4d-81.7008219!16s%2Fg%2F11krhbs_dg?entry=ttu&g_ep=EgoyMDI2MDUwNi4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Hip+Hop+Smoothie+Bar/@41.4988193,-81.7033968,16z/data=!3m1!4b1!4m6!3m5!1s0x8830f19997e47153:0xc9685e0d452efc6c!8m2!3d41.4988193!4d-81.7008219!16s%2Fg%2F11krhbs_dg?entry=ttu&g_ep=EgoyMDI2MDUwNi4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="1300 W. 9th St., Suite 300, Cleveland, OH 44113" rel="noopener">1300 W. 9th St., Suite 300, Cleveland, OH 44113</a></h4>
<p><strong>Hip Hop Smoothie Bar</strong> invites you to create your own "mixtape" of <strong>ice cream, milkshakes, and smoothies</strong> with your choice of add-ins and toppings. If you're really hungry, start out with one of their <strong>wraps or thin-crust pizzas</strong>.</p>
<p>Many items have a whimsical music-themed name, such as:</p>
<ul>
<li>Cereal Remix, which is a strawberry milkshake with Frosted Flakes, Fruity Pebbles, and Reese's</li>
<li>Blue Electric Dance Bowl with tropical fruits, bee pollen, granola, and coconut flakes</li>
<li>Mini Crispy Waffle Collab, a "sandwich" with grilled or crispy chicken topped with fresh strawberries and powdered sugar</li>
</ul>
<p>Hip Hop Smoothie Bar is open 10 a.m. - 8 p.m. Monday and Tuesday, 10 a.m. - 9 p.m. Wednesday through Friday, 11 a.m. - 9 p.m. Saturday, and noon - 8 p.m. Sunday.</p>
<h3><a data-cke-saved-href="https://chill-icecream.com/downtown-akron/" href="https://chill-icecream.com/downtown-akron/" target="_blank" title="Chill Artisan Ice Cream" rel="noopener">Chill Artisan Ice Cream</a></h3>
<h4><a data-cke-saved-href="https://www.google.com/maps/place/Chill+Artisan+Ice+Cream/@41.0796271,-81.5222288,17z/data=!3m2!4b1!5s0x8830d628975b7197:0xe26fccb2e308c37d!4m6!3m5!1s0x8830d62a76ee1bd5:0xd5c90627f3bfc577!8m2!3d41.0796271!4d-81.5196539!16s%2Fg%2F11c504m90g?entry=ttu&g_ep=EgoyMDI2MDUwNi4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Chill+Artisan+Ice+Cream/@41.0796271,-81.5222288,17z/data=!3m2!4b1!5s0x8830d628975b7197:0xe26fccb2e308c37d!4m6!3m5!1s0x8830d62a76ee1bd5:0xd5c90627f3bfc577!8m2!3d41.0796271!4d-81.5196539!16s%2Fg%2F11c504m90g?entry=ttu&g_ep=EgoyMDI2MDUwNi4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="209 S. Main St., Suite 2, Akron, OH 44308" rel="noopener">209 S. Main St., Suite 2, Akron, OH 44308</a></h4>
<p>Appropriately located in Akron's Historic Arts District, <strong>Chill Artisan Ice Cream</strong> brings a true artisan approach to <strong>gourmet ice cream</strong>. Inspired by childhood experimentation with their home ice cream maker, the Jaworski brothers apply a "food sensibility" to flavors such as French Toast & Bacon, Bourbon Granola, and Whiskey Pistachio Brittle.</p>
<p>Vegetarians and vegans can also indulge in creative flavors:</p>
<ul>
<li>Key Lime Coconut</li>
<li>Fudgsicle</li>
<li>Dr. Pepper Sorbet</li>
</ul>
<p>Hours are noon - 7 p.m. every day but Monday.</p>
<h3><a data-cke-saved-href="https://pavscreamery.com/" href="https://pavscreamery.com/" target="_blank" title="Pav's Creamery" rel="noopener">Pav's Creamery</a></h3>
<h4><a data-cke-saved-href="https://www.google.com/maps/place/Pav's+Creamery/@40.9972,-81.5594876,17z/data=!3m1!4b1!4m6!3m5!1s0x8830d51dcd61de19:0x4b626559d3ea0b8e!8m2!3d40.9972!4d-81.5569127!16s%2Fg%2F1tf320mq?entry=ttu&g_ep=EgoyMDI2MDUwNi4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Pav's+Creamery/@40.9972,-81.5594876,17z/data=!3m1!4b1!4m6!3m5!1s0x8830d51dcd61de19:0x4b626559d3ea0b8e!8m2!3d40.9972!4d-81.5569127!16s%2Fg%2F1tf320mq?entry=ttu&g_ep=EgoyMDI2MDUwNi4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="3769 Manchester Rd., Akron, OH 44319" rel="noopener">3769 Manchester Road, Akron, OH 44319</a></h4>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/DYNE7vru1WD/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/DYNE7vru1WD/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Pav's Creamery (@pavscreamery)</a></p>
</div>
</blockquote>
<p>

</p>
<p>Opened in 1969, <strong>Pav's Creamery</strong> still uses the old-school Soeder Sons Batch machines from iconic <strong>Euclid Beach Park</strong>. When the Micochero family purchased the shop from founder Robert "Pav" Pavlik, they upped the game with <strong>custard, ice cream, yogurt, and sorbet</strong> made fresh daily.</p>
<p>Here are a few of the Flavors of the Week scheduled for this summer:</p>
<ul>
<li>Strawberry Jam Shortcake / Strawberry Pretzel Palooza (6/15-6/21)</li>
<li>Fluffernutter (7/6-7/12)</li>
<li>Buckeye Fudge (8/24-8/30)</li>
</ul>
<p>Pav's Creamery is open seven days a week from noon - 9 p.m.</p>
<h3><a data-cke-saved-href="https://www.waylonshandcrafted.com" href="https://www.waylonshandcrafted.com" target="_blank" title="Waylon's Handcrafted" rel="noopener">Waylon's Handcrafted</a></h3>
<h4><a data-cke-saved-href="https://www.google.com/maps/place/Waylon's+Handcrafted+Ice+Cream/@40.9783343,-81.522984,17z/data=!3m1!4b1!4m6!3m5!1s0x8830d5fffdb3b2e9:0x285f21ad472f0bcd!8m2!3d40.9783343!4d-81.5204091!16s%2Fg%2F11vbwly6bt?entry=ttu&g_ep=EgoyMDI2MDUwNi4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Waylon's+Handcrafted+Ice+Cream/@40.9783343,-81.522984,17z/data=!3m1!4b1!4m6!3m5!1s0x8830d5fffdb3b2e9:0x285f21ad472f0bcd!8m2!3d40.9783343!4d-81.5204091!16s%2Fg%2F11vbwly6bt?entry=ttu&g_ep=EgoyMDI2MDUwNi4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="3979 S. Main St., Akron, OH 44319" rel="noopener">3979 S. Main St., Akron, OH 44319</a></h4>
<p><strong>Waylon's Handcrafted</strong> proudly proclaims to be "mom-owned and family-inspired." Jenn Myers was inspired to open the shop after travel adventures with her husband and named it for their son, Waylon.</p>
<p>Live dangerously with <strong>dessert-for-lunch</strong> with one of their <strong>gourmet ice cream sandwiches</strong> on freshly-baked cookies:</p>
<ul>
<li>4 Love of Chocolate</li>
<li>Biscoff Coffee</li>
<li>Mint Chip</li>
</ul>
<p>Waylon's Handcrafted is open noon - 9 p.m. Monday through Saturday and noon - 8:30 p.m. Sunday.</p>
<h3><a data-cke-saved-href="https://swensonsdriveins.com/locations/north-canton/" href="https://swensonsdriveins.com/locations/north-canton/" target="_blank" title="Swensons Drive-In" rel="noopener">Swensons Drive-In</a></h3>
<h4><a data-cke-saved-href="https://www.google.com/maps/place/Swensons+Drive-In/@40.8950248,-81.4083838,16z/data=!3m1!4b1!4m6!3m5!1s0x8836d3c200f15869:0x775cd765d0a75b76!8m2!3d40.8950248!4d-81.4058089!16s%2Fg%2F1tm2bb8m?entry=ttu&g_ep=EgoyMDI2MDUwNi4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Swensons+Drive-In/@40.8950248,-81.4083838,16z/data=!3m1!4b1!4m6!3m5!1s0x8836d3c200f15869:0x775cd765d0a75b76!8m2!3d40.8950248!4d-81.4058089!16s%2Fg%2F1tm2bb8m?entry=ttu&g_ep=EgoyMDI2MDUwNi4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="1558 N. Main St., North Canton, OH 44720" rel="noopener">1558 N. Main St., North Canton, OH 44720</a></h4>
<p>Take a trip back in time with a visit to <strong>Swensons Drive-In</strong>. Wesley T. "Pop" Swenson went from selling burgers out of his station wagon in front of Buchtel High School to a classic <strong>drive-in format with carside service</strong>.</p>
<p>While Swensons is well-known for their ice cream, the restaurant also features some <strong>legendary savory and beverage items</strong> on their menu:</p>
<ul>
<li>The Galley Boy, a double cheeseburger layered with Swen Red and Swen White sauces and secured with a green olive pick</li>
<li>Potato Teezers, fried nuggets of potato, cheese, and mild jalapeños</li>
<li>Whips, made with soft serve and your choice of fountain soda and shot of flavor</li>
</ul>
<p>Hours are 11 a.m. - 1 a.m. Sunday through Thursday and 11 a.m. - 1:30 a.m. Friday and Saturday.</p>
<h3><a data-cke-saved-href="https://handelsicecream.com/store/north-canton/" href="https://handelsicecream.com/store/north-canton/" target="_blank" title="Handel's Homemade Ice Cream" rel="noopener">Handel's Homemade Ice Cream</a></h3>
<h4><a data-cke-saved-href="https://www.google.com/maps/place/Handel's+Homemade+Ice+Cream+North+Canton+OH/@40.875755,-81.3689809,17z/data=!3m1!4b1!4m6!3m5!1s0x8836d18a2eb42af3:0x2ba93fee1d20745e!8m2!3d40.875755!4d-81.366406!16s%2Fg%2F1tdg_z42?entry=ttu&g_ep=EgoyMDI2MDUwNi4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Handel's+Homemade+Ice+Cream+North+Canton+OH/@40.875755,-81.3689809,17z/data=!3m1!4b1!4m6!3m5!1s0x8836d18a2eb42af3:0x2ba93fee1d20745e!8m2!3d40.875755!4d-81.366406!16s%2Fg%2F1tdg_z42?entry=ttu&g_ep=EgoyMDI2MDUwNi4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="2191 E. Maple St., North Canton, OH 44720" rel="noopener">2191 E. Maple St., North Canton, OH 44720</a></h4>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/DYFtcZvj4Wg/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/DYFtcZvj4Wg/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Handel's Ice Cream North Canton (@handelsnorthcanton)</a></p>
</div>
</blockquote>
<p>

</p>
<p>Founded in 1945, <strong>Handel's Homemade Ice Cream</strong> still employs many of the methods and recipes of their namesake. Alice Handel famously used fresh ingredients from her backyard garden to <strong>make each batch of ice cream by hand</strong>.</p>
<p>Throughout the years, Handel's Homemade Ice Cream has been recognized by nationally respected publications such as:</p>
<ul>
<li><strong><em>USA Today</em></strong></li>
<li><em><strong>National Geographic</strong></em></li>
<li><strong><em>Newsweek</em></strong></li>
<li><em><strong>Entrepreneur Magazine</strong></em></li>
</ul>
<p>Handel's Homemade Ice Cream is open seven days a week from 11 a.m. - 10 p.m.</p>
<h3><a data-cke-saved-href="https://roscustardcreations.com/" href="https://roscustardcreations.com/" target="_blank" title="Ro's Custard Creations" rel="noopener">Ro's Custard Creations</a></h3>
<h4><a data-cke-saved-href="https://www.google.com/maps/place/Ro's+Custard+Creations/@40.8665345,-81.4004003,17z/data=!3m1!4b1!4m6!3m5!1s0x8836d16efc410f11:0x696dbac1c81cd5eb!8m2!3d40.8665345!4d-81.3978254!16s%2Fg%2F1tfccvbl?entry=ttu&g_ep=EgoyMDI2MDUwNi4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Ro's+Custard+Creations/@40.8665345,-81.4004003,17z/data=!3m1!4b1!4m6!3m5!1s0x8836d16efc410f11:0x696dbac1c81cd5eb!8m2!3d40.8665345!4d-81.3978254!16s%2Fg%2F1tfccvbl?entry=ttu&g_ep=EgoyMDI2MDUwNi4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="1166 S. Main St., North Canton, OH 44720" rel="noopener">1166 S. Main St., North Canton, OH 44720</a></h4>
<p>No need for GPS when you're heading to <strong>Ro's Custard Creations</strong>. Just look for the <strong>giant candy-colored rooftop sign</strong> that's a local landmark.</p>
<p>The <strong>pet-friendly shop</strong> leaves ice cream to others, offering custard and frozen yogurt for cones, cups, and specialty treats such as:</p>
<ul>
<li>Blizzard-like Concretes, available in a dozen different flavors</li>
<li>Sundaes topped with Heggy's hot fudge</li>
<li>Root beer floats and Boston coolers</li>
</ul>
<p>Ro's Custard Creations is open 11:30 a.m. - 9 p.m. Monday through Saturday and 1 - 9 p.m. Sunday.</p>
<h2>I Scream, You Scream...</h2>
<p>If you could have only one ice cream flavor for the rest of your life, what would you choose?</p>]]>
        </description>
        <pubDate>
            <![CDATA[Fri, 22 May 2026 08:35:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2026/05/14/your-northeast-ohio-ice-cream-tour-starts-here-9-shops-to-try]]>
        </guid>
                    <category>
                <![CDATA[Northeast Ohio]]>
            </category>
                            <tag>
                <![CDATA[Cutler Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Akron OH]]>
            </tag>
                    <tag>
                <![CDATA[Cleveland OH]]>
            </tag>
                    <tag>
                <![CDATA[Things to do in Northeast Ohio]]>
            </tag>
                    <tag>
                <![CDATA[North Canton OH]]>
            </tag>
                    <tag>
                <![CDATA[Small Businesses]]>
            </tag>
                    <tag>
                <![CDATA[Dessert]]>
            </tag>
                        <overviewPhoto><![CDATA[http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2026/Your_Northeast_Ohio_Ice_Cream_Tour_Starts_Here_8_Shops_to_Try__Cutler_Real_Estate.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Retail Therapy Starts Here: 8 Local Boutiques to Shop in Columbus]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2026/05/14/retail-therapy-starts-here-8-local-boutiques-to-shop-in-columbus]]>
        </link>
        <description>
            <![CDATA[<p style="text-align: center;"><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2026/Retail_Therapy_Starts_Here_8_Local_Boutiques_to_Shop_in_Columbus__Cutler_Real_Estate.png" alt="Retail Therapy Starts Here: 8 Local Boutiques to Shop in Columbus | Cutler Real Estate" width="750" height="450"></p>
<p>When it comes to shopping, particularly for clothing, boutiques are unmatched in offering quality, on-trend merchandise. Instead of focusing on a huge selection of clothing, they offer <strong>carefully curated items</strong>. And when you're shopping, you'll receive <strong>personalized suggestions and advice</strong> from the owner or knowledgeable shop employees who can help you find just the right pieces for your needs and style.</p>
<p>When you're ready to shop, head to some of the following trendy local boutiques in <a data-cke-saved-href="http://customercare.cutlerhomes.com/communities/columbus-central-ohio/" href="http://customercare.cutlerhomes.com/communities/columbus-central-ohio/" title="Columbus"><strong>Columbus</strong></a>.</p>
<h2><a data-cke-saved-href="https://ladybirdfashion.com/" href="https://ladybirdfashion.com/" target="_blank" title="ladybirdfashion.com/" rel="noopener"><strong>Ladybird </strong></a></h2>
<h4><a data-cke-saved-href="https://www.google.com/maps/place/Ladybird/@39.978231,-83.0058636,17z/data=!3m2!4b1!5s0x88388ed77a28b8ef:0xc53e72851eb277a5!4m6!3m5!1s0x88388ed78f23d70b:0x2d5261568cb57e10!8m2!3d39.9782269!4d-83.0032887!16s%2Fg%2F1wj_tyk_!5m1!1e1?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Ladybird/@39.978231,-83.0058636,17z/data=!3m2!4b1!5s0x88388ed77a28b8ef:0xc53e72851eb277a5!4m6!3m5!1s0x88388ed78f23d70b:0x2d5261568cb57e10!8m2!3d39.9782269!4d-83.0032887!16s%2Fg%2F1wj_tyk_!5m1!1e1?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="772 N. High St., Columbus, OH 43215" rel="noopener"><strong>772 N. High St., Columbus, OH 43215</strong></a></h4>
<p><strong>Ladybird</strong> offers one-of-a-kind fashions to outfit you from head to toe, combining <strong>modern ease </strong>with <strong>timeless sophistication</strong>. Your choices will include fashions from emerging designers as well as those from popular designers. Whether you need a dress or loungewear, or want to give your outfits the perfect finishing touch with just-right accessories like sunglasses, shoes, or bags, you'll find them here. And if you need some expert guidance with your wardrobe, the owner offers personalized services, including:</p>
<ul>
<li>Closet editing</li>
<li>One-on-one consultations</li>
<li>Private shopping experiences</li>
</ul>
<ul></ul>
<h2><a data-cke-saved-href="https://shopthreadonline.com/" href="https://shopthreadonline.com/" target="_blank" title="THREAD" rel="noopener"><strong>THREAD </strong></a></h2>
<h4><a data-cke-saved-href="https://www.google.com/maps/place/THREAD+Grandview/@39.9937556,-83.0547875,15z/data=!4m10!1m2!2m1!1sthread+columbus+ohio!3m6!1s0x88388e51a2556521:0x9188c7248406821c!8m2!3d39.9937556!4d-83.0367631!15sChR0aHJlYWQgY29sdW1idXMgb2hpb1oWIhR0aHJlYWQgY29sdW1idXMgb2hpb5IBFXdvbWVuc19jbG90aGluZ19zdG9yZeABAA!16s%2Fg%2F1txy2_r8!5m1!1e1?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/THREAD+Grandview/@39.9937556,-83.0547875,15z/data=!4m10!1m2!2m1!1sthread+columbus+ohio!3m6!1s0x88388e51a2556521:0x9188c7248406821c!8m2!3d39.9937556!4d-83.0367631!15sChR0aHJlYWQgY29sdW1idXMgb2hpb1oWIhR0aHJlYWQgY29sdW1idXMgb2hpb5IBFXdvbWVuc19jbG90aGluZ19zdG9yZeABAA!16s%2Fg%2F1txy2_r8!5m1!1e1?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="1110 Chambers Road, Columbus, OH 43212" rel="noopener"><strong>1110 Chambers Road, Columbus, OH 43212</strong></a></h4>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/DX1uQsCjjbp/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/DX1uQsCjjbp/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by THREAD (@shopthread)</a></p>
</div>
</blockquote>
<p>

</p>
<p>Sometimes you need a once-in-a-lifetime outfit you want to fuss over, but far more often, you're wearing more everyday clothes. You won't have to settle for looking less than your best, but can have your choice of items that make you look and feel terrific without a lot of fuss. That's why <strong>THREAD</strong> prides itself on providing easy outfits for real life, with pieces from designers including:</p>
<ul>
<li>Anine Bing</li>
<li>Ulla Johnson</li>
<li>Veronica Beard</li>
</ul>
<p>Before you stop by the boutique, check out their website for <strong>new clothing arrivals</strong> that are styled the way you'd actually want to wear them. And to finish your outfit in style, shop for accessories including shoes, bags, scarves, hats, and belts.</p>
<h2><a data-cke-saved-href="https://hosful.com/" href="https://hosful.com/" target="_blank" title="hosful Collective" rel="noopener"><strong>hosful Collective </strong></a></h2>
<h4><a data-cke-saved-href="https://www.google.com/maps/place/hosful+Collective+Boutique/@39.962967,-82.9860057,17z/data=!3m1!4b1!4m6!3m5!1s0x883889fd42ace849:0xa7974d6fa360057c!8m2!3d39.962963!4d-82.9813923!16s%2Fg%2F11fwqrvycl!5m1!1e1?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/hosful+Collective+Boutique/@39.962967,-82.9860057,17z/data=!3m1!4b1!4m6!3m5!1s0x883889fd42ace849:0xa7974d6fa360057c!8m2!3d39.962963!4d-82.9813923!16s%2Fg%2F11fwqrvycl!5m1!1e1?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="64 Parsons Ave., Columbus, OH 43215" rel="noopener"><strong>64 Parsons Ave., Columbus, OH 43215</strong></a></h4>
<p>Located in Columbus' <strong>Olde Towne East Community</strong>, <strong>hosful Collective</strong> is a unique boutique that offers new, vintage, and consignment fashion and accessories as well as <strong>giftable items</strong>. It's dedicated to providing a place where <strong>local creatives, designers, and entrepreneurs </strong>can sell their wares in a cool, welcoming spot. Come browse for items for your home, body, lifestyle, and office, and after you've made your purchases, Hosful Collective's convenient location allows you to easily visit some of the area's <strong>best breweries and restaurants </strong>that are located just steps away.</p>
<h2><a data-cke-saved-href="https://small-talk.co/" href="https://small-talk.co/" target="_blank" title="Small Talk" rel="noopener"><strong>Small Talk </strong></a></h2>
<h4><a data-cke-saved-href="https://www.google.com/maps/place/Small+Talk/@40.0301671,-83.0204072,17z/data=!3m1!4b1!4m6!3m5!1s0x88388c3d99b7d7f3:0xda984d06088d5e55!8m2!3d40.0301631!4d-83.0157938!16s%2Fg%2F11dyzg62lx!5m1!1e1?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Small+Talk/@40.0301671,-83.0204072,17z/data=!3m1!4b1!4m6!3m5!1s0x88388c3d99b7d7f3:0xda984d06088d5e55!8m2!3d40.0301631!4d-83.0157938!16s%2Fg%2F11dyzg62lx!5m1!1e1?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="3337 N. High St., Columbus, OH 43202" rel="noopener"><strong>3337 N. High St., Columbus, OH 43202</strong></a></h4>
<p>A visit to <strong>Small Talk</strong> will probably result in you finding some amazing items you've been looking for as well as treasures you didn't know you needed. Each item the boutique carries, in categories including <strong>clothing, home goods, and body care, </strong>is thoughtfully chosen by the shop's owners. You'll find apparel from popular designers including</p>
<ul>
<li><strong>Atelier Delphine</strong></li>
<li><strong>Eliza Faulkner</strong></li>
<li><strong>Kowtow</strong></li>
</ul>
<p>Complete your outfit with <strong>stylish accessories </strong>from <strong>BAGGU</strong>, <strong>Yam NYC</strong>, and <strong>Beklina</strong>. And shoppers are also invited to browse in Small Talk's <strong>consignment items</strong> or to consign goods of their own.</p>
<h2><a data-cke-saved-href="https://www.roweboutique.com/" href="https://www.roweboutique.com/" target="_blank" title="Rowe Boutique" rel="noopener"><strong>Rowe Boutique </strong></a></h2>
<h4><a data-cke-saved-href="https://www.google.com/maps/place/Rowe+Boutique/@39.9764624,-83.0057686,17z/data=!3m1!4b1!4m6!3m5!1s0x88388ed78f3cb259:0x560eaaff87673968!8m2!3d39.9764583!4d-83.0031937!16s%2Fg%2F1vlzc0k7!5m1!1e1?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Rowe+Boutique/@39.9764624,-83.0057686,17z/data=!3m1!4b1!4m6!3m5!1s0x88388ed78f3cb259:0x560eaaff87673968!8m2!3d39.9764583!4d-83.0031937!16s%2Fg%2F1vlzc0k7!5m1!1e1?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="688 N. High St., Columbus, OH 43215" rel="noopener"><strong>688 N. High St., Columbus, OH 43215</strong></a></h4>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/DWATcQoFhgC/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/DWATcQoFhgC/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Rowe Boutique (@roweboutique)</a></p>
</div>
</blockquote>
<p>

</p>
<p>From its beginnings as a pop-up shop, <strong>Rowe Boutique</strong> opened its doors just a year later, and today, after several expansions, the store offers unique collections of creations from contemporary and emerging designers. Whether you're looking for an <strong>outfit for a special occasion </strong>or are building a <strong>wardrobe of fashionable staples for everyday wear</strong>, you'll find it at Rowe Boutique. Many types of clothing, accessories, fine jewelry, and beauty products are available to help you look your best and feel confident.</p>
<h2><a data-cke-saved-href="https://shopstellagrace.com/" href="https://shopstellagrace.com/" target="_blank" title="Stella & Grace Boutique" rel="noopener"><strong>Stella & Grace Boutique </strong></a></h2>
<h4><a data-cke-saved-href="https://www.google.com/maps/place/Stella+%26+Grace+Boutique/@39.9757665,-83.0056111,17z/data=!3m1!4b1!4m6!3m5!1s0x883861a6be1e77d1:0x2ffb5f90b6d99008!8m2!3d39.9757624!4d-83.0030362!16s%2Fg%2F11gxmw4xf7!5m1!1e1?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Stella+%26+Grace+Boutique/@39.9757665,-83.0056111,17z/data=!3m1!4b1!4m6!3m5!1s0x883861a6be1e77d1:0x2ffb5f90b6d99008!8m2!3d39.9757624!4d-83.0030362!16s%2Fg%2F11gxmw4xf7!5m1!1e1?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="654 N. High St., Columbus, OH 43215" rel="noopener"><strong>654 N. High St., Columbus, OH 43215</strong></a></h4>
<p>The goal of <strong>Stella & Grace Boutique </strong>is to provide flattering fashions that help shoppers feel confident and stylish. Jeans are a particular area of focus, and you're invited to take a quick <strong>online denim fit quiz</strong> to help find ones that actually fit your body, since this can often be a challenge for shoppers of every size. You can get more help and information when you visit the neatly arranged shop and browse their stylish collections of items, including:</p>
<ul>
<li>Tops</li>
<li>Dresses</li>
<li>Accessories</li>
<li>Jackets</li>
<li>Sweaters</li>
</ul>
<h2><a data-cke-saved-href="https://shopwhitelemon.com/" href="https://shopwhitelemon.com/" target="_blank" title="White Lemon" rel="noopener"><strong>White Lemon </strong></a></h2>
<h4><a data-cke-saved-href="https://www.google.com/maps/place/White+Lemon/@39.9777442,-83.0063998,17z/data=!3m2!4b1!5s0x88388ed780895da5:0xe8b784acbc119ae8!4m6!3m5!1s0x88388fd77d3a3d8f:0x5d44cb1d50f99090!8m2!3d39.9777401!4d-83.0038249!16s%2Fg%2F11p08sm62r!5m1!1e1?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/White+Lemon/@39.9777442,-83.0063998,17z/data=!3m2!4b1!5s0x88388ed780895da5:0xe8b784acbc119ae8!4m6!3m5!1s0x88388fd77d3a3d8f:0x5d44cb1d50f99090!8m2!3d39.9777401!4d-83.0038249!16s%2Fg%2F11p08sm62r!5m1!1e1?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="751 N. High St., Columbus, OH 43215" rel="noopener"><strong>751 N. High St., Columbus, OH 43215</strong></a></h4>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/DWHYRnqgOHE/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/DWHYRnqgOHE/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by White Lemon (@shopwhitelemon)</a></p>
</div>
</blockquote>
<p>

</p>
<p>You'll be able to keep your closet fresh by visiting <strong>White Lemon</strong>, created by and for busy women to provide the most thoughtful shopping experience. Located in the <strong>historic Greystone Building</strong>, the boutique sells trendy yet affordable women's clothing and accessories. With selections including tops, bottoms, dresses, activewear, and shoes, you can shop for an entire outfit or the pieces you need to complete your wardrobe. For additional savings, visit the boutique's website and use the pop-up box to sign up for a discount.</p>
<h2><a data-cke-saved-href="https://shoptigertree.com/?srsltid=AfmBOoqHLY2Tyv68SkfdQjSbZjZ25R3UgsjKzpRrKdbHrXPD7-puGIeP" href="https://shoptigertree.com/?srsltid=AfmBOoqHLY2Tyv68SkfdQjSbZjZ25R3UgsjKzpRrKdbHrXPD7-puGIeP" target="_blank" title="Tigertree" rel="noopener"><strong>Tigertree </strong></a></h2>
<h4><a data-cke-saved-href="https://www.google.com/maps/place/Tigertree/@40.0294331,-83.0203028,17z/data=!3m1!4b1!4m6!3m5!1s0x88388ed77c11ffdb:0x2f12ce1b56799803!8m2!3d40.0294291!4d-83.0156894!16s%2Fg%2F1tgdtt9z!5m1!1e1?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Tigertree/@40.0294331,-83.0203028,17z/data=!3m1!4b1!4m6!3m5!1s0x88388ed77c11ffdb:0x2f12ce1b56799803!8m2!3d40.0294291!4d-83.0156894!16s%2Fg%2F1tgdtt9z!5m1!1e1?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="3301 N. High St., Columbus, OH 43202" rel="noopener"><strong>3301 N. High St., Columbus, OH 43202</strong></a></h4>
<p>You'll be able to shop for yourself and many people in your life at <strong>Tigertree</strong>, which offers items ranging from apparel to wall decor and plenty in between. The boutique is known for carrying a large selection of products from <strong>Baggu</strong>, which makes eco-friendly, high-quality goods such as totes and bags in a beautiful array of colors. Apparel items include men's, women's, and unisex selections. The following items, along with many more goodies, are available:</p>
<ul>
<li>Books</li>
<li>Kitchen items</li>
<li>Journals</li>
<li>Jellycat plush animals</li>
</ul>
<h2>Find Your Next Stylish Columbus Boutique</h2>
<div class="flex max-w-full flex-col gap-4 grow">
<div data-message-author-role="assistant" data-message-id="f2671cb1-fb22-416f-9152-e11ff726786c" dir="auto" data-message-model-slug="gpt-5-5" class="min-h-8 text-message relative flex w-full flex-col items-end gap-2 text-start break-words whitespace-normal outline-none keyboard-focused:focus-ring [.text-message+&]:mt-1" data-turn-start-message="true" tabindex="0">
<div class="flex w-full flex-col gap-1 empty:hidden">
<div class="markdown prose dark:prose-invert wrap-break-word w-full light markdown-new-styling">
<p data-start="52" data-end="178" data-is-last-node="" data-is-only-node="">Which Columbus boutique will you visit to discover your next stylish find?</p>
</div>
</div>
</div>
</div>]]>
        </description>
        <pubDate>
            <![CDATA[Wed, 20 May 2026 08:35:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2026/05/14/retail-therapy-starts-here-8-local-boutiques-to-shop-in-columbus]]>
        </guid>
                    <category>
                <![CDATA[Columbus & Central Ohio]]>
            </category>
                            <tag>
                <![CDATA[Cutler Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Columbus OH]]>
            </tag>
                    <tag>
                <![CDATA[Things to do in Columbus]]>
            </tag>
                    <tag>
                <![CDATA[Shop Local]]>
            </tag>
                    <tag>
                <![CDATA[Shopping]]>
            </tag>
                    <tag>
                <![CDATA[Small Businesses]]>
            </tag>
                        <overviewPhoto><![CDATA[http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2026/Retail_Therapy_Starts_Here_8_Local_Boutiques_to_Shop_in_Columbus__Cutler_Real_Estate.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Start Your Morning Right: 9 Coffee Shops Worth the Stop Around NE Ohio]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2026/05/07/start-your-morning-right-9-coffee-shops-worth-the-stop-around-ne-ohio]]>
        </link>
        <description>
            <![CDATA[<p style="text-align: center;"><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2026/Start_Your_Morning_Right_9_Coffee_Shops_Worth_the_Stop_Around_NE_Ohio__Cutler_Real_Estate.png" alt="Start Your Morning Right: 9 Coffee Shops Worth the Stop Around NE Ohio | Cutler Real Estate" width="750" height="450"></p>
<p>Can't get your morning started without a good cup of coffee? Neither can we. Our agents rely on the many great coffee shops scattered around Northeast Ohio to keep them fueled up and ready to serve our clients. Check out these outstanding coffee shops around <strong><a data-cke-saved-href="http://customercare.cutlerhomes.com/cleveland-ohio-real-estate-and-homes.html" href="http://customercare.cutlerhomes.com/cleveland-ohio-real-estate-and-homes.html" title="Cleveland">Cleveland</a></strong>, <strong><a data-cke-saved-href="http://customercare.cutlerhomes.com/north-canton-ohio-real-estate-and-homes.html" href="http://customercare.cutlerhomes.com/north-canton-ohio-real-estate-and-homes.html" title="North Canton">North Canton</a></strong>, and <strong><a data-cke-saved-href="http://customercare.cutlerhomes.com/akron-ohio-real-estate-and-homes.html" href="http://customercare.cutlerhomes.com/akron-ohio-real-estate-and-homes.html" title="Akron">Akron</a></strong> to find your new favorite place to get your morning caffeine fix.<!--more--></p>
<h2><strong><a data-cke-saved-href="https://www.lovelionheart.com/ " href="https://www.lovelionheart.com/" target="_blank" title="Lionheart Coffee" rel="noopener">Lionheart Coffee</a></strong> </h2>
<h4><strong><a data-cke-saved-href="https://maps.app.goo.gl/NFLrk6qjdPGTKVj88 " href="https://maps.app.goo.gl/NFLrk6qjdPGTKVj88" target="_blank" title="530 Euclid Ave., Cleveland, OH 44115" rel="noopener">530 Euclid Ave., Cleveland, OH 44115</a></strong> </h4>
<p>With a menu full of eye-catching coffee drinks, Lionheart Coffee knows how to make a cup of joe that looks just as good as it tastes. They serve drip and pour-over coffee, cold brew, and a variety of espresso drinks. All of their coffee options can be made with alternative milks and flavored syrups, including pistachio, almond, and coconut.</p>
<p>We're especially fond of their Lionheart Latte, a rich drink made with bourbon-style caramel, ginger, and cinnamon. Want a drink that will wow your Instagram followers? Their enchanting Blue Lion latte is made with honey, lavender, and a dash of butterfly pea powder for that distinctive blue hue. </p>
<p>You can visit this shop from 7 a.m. to 6 p.m. Monday through Saturday or from 8 a.m. to 6 p.m. on Sundays. Order your drink at the counter or use their app to order ahead and get served faster when you arrive.  </p>
<h2><strong><a data-cke-saved-href="https://27clubcoffee.com/ " href="https://27clubcoffee.com/" target="_blank" title="27 Club Coffee" rel="noopener">27 Club Coffee</a></strong> </h2>
<h4><strong><a data-cke-saved-href="https://maps.app.goo.gl/ZKewTyirCvkkc85d6?g_st=ac" href="https://maps.app.goo.gl/ZKewTyirCvkkc85d6?g_st=ac" target="_blank" title="1215 W. 10th St., Cleveland, OH 44113" rel="noopener">1215 W. 10th St., Cleveland, OH 44113</a></strong> </h4>
<p>27 Club Coffee is a hot hangout spot in downtown Cleveland owned by rapper Machine Gun Kelly. They specialize in bold, visually striking drinks like The Pink Latte (a delightfully colorful coffee drink made with pink milk and a pink sugar rim) and the Black Swan Mocha (mocha-infused espresso topped with a chocolate swan design).</p>
<p>The café is open from 7 a.m. to 5 p.m. Monday through Thursday and from 7 a.m. to 9 p.m. on Fridays and Saturdays, and from 7 a.m. to 6 p.m. on Sundays. In addition to coffee, they also serve breakfast foods, sandwiches, wraps, and pizza.  </p>
<h2><strong><a data-cke-saved-href="https://www.roastedtremont.com/" href="https://www.roastedtremont.com/" target="_blank" title="Roasted Tremont" rel="noopener">Roasted Tremont</a></strong>  </h2>
<h4><strong><a data-cke-saved-href="https://maps.app.goo.gl/YjdeZY3rjbo84pxBA" href="https://maps.app.goo.gl/YjdeZY3rjbo84pxBA" target="_blank" title="2275 Professor Ave., Cleveland, OH 44113" rel="noopener">2275 Professor Ave., Cleveland, OH 44113</a></strong> </h4>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/DXor2CYFfJw/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/DXor2CYFfJw/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Roasted. (@roastedtremont)</a></p>
</div>
</blockquote>
<p>

</p>
<p>Roasted Tremont is a cozy coffee corner nestled in a small brick storefront on Professor Avenue. They often host social events like workshops and board game nights, and they offer a DIY mug-painting activity that earns you a discount each time you reuse the mug when ordering.  </p>
<p>Their summer menu centers on cold drinks, including the Coconut Cooler (a shaken espresso over ice with coconut, then syrup, and coconut shavings on top) and the Honey Buzz (a cup of cold brew with honey and sweet cream, doused in honey-cinnamon cold foam). They also serve an excellent tiramisu affogato, a caffeinated treat made with double espresso poured over rich vanilla ice cream and drizzled with chocolate syrup.  </p>
<p>You can visit the shop from 7 a.m. to 6 p.m. on weekdays and from 8 a.m. to 6 p.m. on weekends. Their special events tend to happen later in the day and are usually announced on their social media pages.</p>
<h2><strong><a data-cke-saved-href="https://shalecraftcoffee.com/" href="https://shalecraftcoffee.com/" target="_blank" title="Shale Craft Coffee" rel="noopener">Shale Craft Coffee</a></strong> </h2>
<h4><strong><a data-cke-saved-href="https://maps.app.goo.gl/WVjpwxm4YsX5YDdR8" href="https://maps.app.goo.gl/WVjpwxm4YsX5YDdR8" target="_blank" title="1160 S. Main St., North Canton, OH 44720" rel="noopener">1160 S. Main St., North Canton, OH 44720</a></strong> </h4>
<p>Shale Craft Coffee operates from inside a remodeled gas station on the corner of South Main Street and Mississippi Street SE. We can't get enough of their vegan Oatmeal Cookie drink, coffee mixed with oat milk and spiked with vanilla and cinnamon. We also love the timeless peanut butter and chocolate combo showcased in their Buckeye Blitz, but be warned: it's so sweet and rich that it feels more like a dessert than a morning pick-me-up. </p>
<p>They're open from 7 a.m. to 4 p.m. every day of the week. Add one of their muffins, bagels, or breakfast sandwiches to your coffee for a quick meal.  </p>
<h2><strong><a data-cke-saved-href="https://wholelattelovecafe.org/menu/" href="https://wholelattelovecafe.org/menu/" target="_blank" title="Whole Latte Love Cafe" rel="noopener">Whole Latte Love Cafe</a></strong> </h2>
<h4><strong><a data-cke-saved-href="https://maps.app.goo.gl/qSva2sJUYvXdqg6P8" href="https://maps.app.goo.gl/qSva2sJUYvXdqg6P8" target="_blank" title="1308 S. Main St., North Canton, OH 44720" rel="noopener">1308 S. Main St., North Canton, OH 44720</a></strong> </h4>
<p>Whole Latte Love Cafe is a coffee shop with a special purpose: to provide meaningful on-the-job training for North Canton residents living with disabilities. They serve a small but well-rounded drink menu full of classic options like mochas, cappuccinos, caramel macchiatos, and hazelnut frappes, all of which can be customized with more than two dozen flavored syrups.  </p>
<p>The café is open from 9 a.m. to 2 p.m. every weekday but is closed on weekends. They serve simple breakfast and lunch foods every day, as well as small goodies like snack boxes and pastries to tide you over until your next meal. </p>
<h2><strong><a data-cke-saved-href="https://www.unionparkcanton.com/" href="https://www.unionparkcanton.com/" target="_blank" title="UnionPark Coffee and Cocktails" rel="noopener">UnionPark Coffee and Cocktails</a></strong> </h2>
<h4><strong><a data-cke-saved-href="https://maps.app.goo.gl/67AHfysaA7GrqT2D7" href="https://maps.app.goo.gl/67AHfysaA7GrqT2D7" target="_blank" title="4700 Everhard Road, NW Canton, OH 44718" rel="noopener">4700 Everhard Road NW, Canton, OH 44718</a></strong> </h4>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/DV6Mu5_FdTe/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/DV6Mu5_FdTe/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by UnionPark Coffee and Cocktails (@unionparkcanton)</a></p>
</div>
</blockquote>
<p>

</p>
<p>Union Park Coffee and Cocktails is both a coffee shop and a cocktail bar, switching gears in the evening to focus on alcoholic drinks. During the day, you can order your coffee hot or iced (including cold brew and pour-over options) and with whichever flavored syrup strikes your fancy. Don't forget to try something from their limited-time summer menu: We love the Golden Berry Latte, a bright and tangy coffee creation made with strawberry syrup and honey.  </p>
<p>This shop is open 7 a.m. to 6 p.m. from Sunday to Wednesday, 7 a.m. to 10 p.m. on Thursdays, and 7 a.m. to midnight on Fridays and Saturdays. Remember, they serve coffee drinks only in the morning and afternoon.  </p>
<h2><strong><a data-cke-saved-href="https://www.akron.coffee/ " href="https://www.akron.coffee/" target="_blank" title="Akron Coffee Roasters" rel="noopener">Akron Coffee Roasters</a></strong> </h2>
<p><strong><a data-cke-saved-href="https://maps.app.goo.gl/qh5ZugHnqRf4PqSc7 " href="https://maps.app.goo.gl/qh5ZugHnqRf4PqSc7" target="_blank" title="30 N. High St., Akron, OH 44308" rel="noopener">30 N. High St., Akron, OH 44308</a></strong> </p>
<p>Akron Coffee Roasters serves brewed cups of their own signature coffee blends at their High Street storefront. Their nitro cold brew is perfect for summer,  offering all the creamy sweetness that this coveted type of coffee is known for.  </p>
<p>If you're interested in something a bit more offbeat, try their Espresso Tonic: a fizzy mix of espresso and either regular or elderflower tonic with a hint of lime juice. Avoiding cow's milk? Their Maple Almond Cortado is made with steamed almond milk and real maple syrup, and can be ordered hot or cold, depending on preference.  </p>
<p>They're open every weekday from 7 a.m. to 3 p.m. and on Saturdays from 8 a.m. to 3 p.m. Stop by for your cup of joe and pick up a bag of ground coffee or coffee beans to take home too.</p>
<h2><strong><a data-cke-saved-href="https://artisancoffee.us/" href="https://artisancoffee.us/" target="_blank" title="Artisan Coffee" rel="noopener">Artisan Coffee</a></strong> </h2>
<h4><strong><a data-cke-saved-href="https://maps.app.goo.gl/gE8XPUsZMDYYbWzG7 " href="https://maps.app.goo.gl/gE8XPUsZMDYYbWzG7" target="_blank" title="662 S. Canton Road, Akron, OH 44312" rel="noopener">662 S. Canton Road, Akron, OH 44312</a></strong> </h4>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/DXt_k7SDc1T/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/DXt_k7SDc1T/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Artisan Coffee (@artisancoffeeshop)</a></p>
</div>
</blockquote>
<p>

</p>
<p>Sipping a cup of coffee in Artisan Coffee's cozy wood-paneled dining room is a great way to jump-start your morning in Akron. Their Strawberry Cream Cold Brew pairs their smooth cold-brew mocha with vanilla syrup and pale pink, strawberry-infused cold foam to create a refreshing drink perfect for hot summer days. If you prefer your coffee hot, you can't go wrong with the brown sugar, maple, and cinnamon notes of their French Toast Latte. </p>
<p>The shop operates from 6:30 a.m. to 9 p.m. on weekdays and from 7:30 a.m. to 8 p.m. on Saturdays. They serve simple breakfast plates and wraps until 10:30 a.m. and always have some muffins and gluten-free baked goods ready for customers to snack on.  </p>
<h2><strong><a data-cke-saved-href="https://www.facebook.com/profile.php?id=100057490028026#" href="https://www.facebook.com/profile.php?id=100057490028026" target="_blank" title="Angel Falls Coffee Company" rel="noopener">Angel Falls Coffee Company</a></strong>  </h2>
<p><strong><a data-cke-saved-href="https://maps.app.goo.gl/hvtPeQc6nCxhdzCK7 " href="https://maps.app.goo.gl/hvtPeQc6nCxhdzCK7" target="_blank" title="792 W. Market St., Akron, OH 44303" rel="noopener">792 W. Market St., Akron, OH 44303</a></strong> </p>
<p>The elegant dining room and patio at Angel Falls Coffee Company are always buzzing with students and young professionals from all over downtown Akron. Their summer coffee menu features drinks with distinctly fruity flavors, including the Malibu Sunset (a latte with notes of white chocolate and orange, plus a hint of ginger and nutmeg) and the Blueberry Hill (a mildly tart treat made with a blend of blueberry and caramel syrup). </p>
<p>They're open from 7 a.m. to 9 p.m. Monday through Saturday and from 9 a.m. to 9 p.m. on Sundays. If you're hungry, they serve simple foods like soups, salads, and sandwiches as well as a variety of house-made pastries and candies.  </p>
<h2>Power Up Your Morning Routine </h2>
<p>Which of these Northeast Ohio coffee shops will you visit for your next morning caffeine boost? </p>]]>
        </description>
        <pubDate>
            <![CDATA[Fri, 15 May 2026 08:35:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2026/05/07/start-your-morning-right-9-coffee-shops-worth-the-stop-around-ne-ohio]]>
        </guid>
                    <category>
                <![CDATA[Northeast Ohio]]>
            </category>
                            <tag>
                <![CDATA[Cutler Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Restaurants]]>
            </tag>
                    <tag>
                <![CDATA[Akron OH]]>
            </tag>
                    <tag>
                <![CDATA[Canton OH]]>
            </tag>
                    <tag>
                <![CDATA[Cleveland OH]]>
            </tag>
                    <tag>
                <![CDATA[Dining]]>
            </tag>
                    <tag>
                <![CDATA[North Canton OH]]>
            </tag>
                    <tag>
                <![CDATA[Specialty Foods]]>
            </tag>
                    <tag>
                <![CDATA[Local Businesses]]>
            </tag>
                        <overviewPhoto><![CDATA[http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2026/Start_Your_Morning_Right_9_Coffee_Shops_Worth_the_Stop_Around_NE_Ohio__Cutler_Real_Estate.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[9 Places for a Beer Flight Around Cincinnati]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2026/05/07/9-places-for-a-beer-flight-around-cincinnati]]>
        </link>
        <description>
            <![CDATA[<p style="text-align: center;"><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2026/9_Places_for_a_Beer_Flight_Around_Cincinnati__Cutler_Real_Estate.png" alt="9 Places for a Beer Flight Around Cincinnati | Cutler Real Estate" width="750" height="450"></p>
<p>Cincinnati's craft beer scene attracts beer lovers from all over the country. With so many large and small breweries around town, you won't have to travel far to find a cool spot to hang out with friends and try new pours. Whether you enjoy IPAs, lagers, or stouts, ordering a beer flight makes it easy to sample multiple styles. Many of these breweries also offer lively taprooms, outdoor patios, and rotating events that can make your visit a unique experience. We pulled together a list of nine standout breweries around <strong><a href="http://customercare.cutlerhomes.com/cincinnati-northern-kentucky/" title="Cincinnati and Northern Kentucky">Cincinnati and Northern Kentucky</a></strong>, where you can discover your new favorite brew.<!--more--></p>
<h2><strong><a data-cke-saved-href="http://rhinegeist.com" href="http://rhinegeist.com" target="_blank" title="Rhinegeist Brewery" rel="noopener">Rhinegeist Brewery</a></strong></h2>
<h4><strong><a data-cke-saved-href="https://www.google.com/maps/place/Rhinegeist+Brewery/@39.1172664,-84.5226761,17z/data=!3m1!4b1!4m6!3m5!1s0x8841b3f9acd61b67:0x402ea6be65897064!8m2!3d39.1172664!4d-84.5201012!16s%2Fg%2F1jglwv9ld?entry=ttu&g_ep=EgoyMDI2MDUwMi4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Rhinegeist+Brewery/@39.1172664,-84.5226761,17z/data=!3m1!4b1!4m6!3m5!1s0x8841b3f9acd61b67:0x402ea6be65897064!8m2!3d39.1172664!4d-84.5201012!16s%2Fg%2F1jglwv9ld?entry=ttu&g_ep=EgoyMDI2MDUwMi4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="1910 Elm St, Cincinnati, OH 45202" rel="noopener">1910 Elm St, Cincinnati, OH 45202</a></strong></h4>
<p>Ohio's most popular craft brewery has to be at the top of our list. Rhinegeist Brewery is a Cincinnati staple, and with so many great beers to choose from, ordering a flight only makes sense. With new beers coming out every year, there is always something new to try. Relax in the taproom, which often hosts fun events throughout the week, or hang out with friends on the rooftop bar. Cornhole, ping pong, and other games are available, too. We highly recommend taking a tour of the historic brewery and bottling site before you leave. </p>
<h2><a data-cke-saved-href="https://www.bigashbrewing.com" href="https://www.bigashbrewing.com" target="_blank" title="Big Ash Brewing" rel="noopener">Big Ash Brewing</a></h2>
<h4><strong><a data-cke-saved-href="https://www.google.com/maps/place/Big+Ash+Brewing/@39.1066627,-84.3986069,17z/data=!3m1!4b1!4m6!3m5!1s0x8841adace4f769ed:0xd0d4f922dba41bee!8m2!3d39.1066627!4d-84.3960266!16s%2Fg%2F11gy1jthqq?entry=ttu&g_ep=EgoyMDI2MDUwMi4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Big+Ash+Brewing/@39.1066627,-84.3986069,17z/data=!3m1!4b1!4m6!3m5!1s0x8841adace4f769ed:0xd0d4f922dba41bee!8m2!3d39.1066627!4d-84.3960266!16s%2Fg%2F11gy1jthqq?entry=ttu&g_ep=EgoyMDI2MDUwMi4wIKXMDSoASAFQAw%3D%3D" title="5230 Beechmont Ave., Cincinnati, OH 45230">5230 Beechmont Ave., Cincinnati, OH 45230</a></strong></h4>
<p>Enjoy Cincy's first self-serve tap system, equipped with beer, wine, and hard seltzer. Enjoy 28 pour-your-own taps at Big Ash Brewing. This fun destination has indoor and outdoor seating and plenty of space. Big Ash has also teamed up with LaRosa's Taphouse to offer pizza, salads, apps, and more. Trivia nights, live music on the weekends, and the dog-friendly, covered outdoor patio make this a fantastic summer hangout spot.</p>
<h2><strong><a data-cke-saved-href="https://madtree.com/locations/oakley-taproom/" href="https://madtree.com/locations/oakley-taproom/" target="_blank" title="MadTree Brewing" rel="noopener">MadTree Brewing</a></strong></h2>
<h4><strong><a data-cke-saved-href="https://www.google.com/maps/place/3301+Madison+Rd,+Cincinnati,+OH+45209/@39.1565939,-84.4267257,17z/data=!3m1!4b1!4m6!3m5!1s0x8841ad6e1ff254c9:0x74f7601212177c8c!8m2!3d39.1565939!4d-84.4241454!16s%2Fg%2F11bw4jf4h_?entry=ttu&g_ep=EgoyMDI2MDUwMi4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/3301+Madison+Rd,+Cincinnati,+OH+45209/@39.1565939,-84.4267257,17z/data=!3m1!4b1!4m6!3m5!1s0x8841ad6e1ff254c9:0x74f7601212177c8c!8m2!3d39.1565939!4d-84.4241454!16s%2Fg%2F11bw4jf4h_?entry=ttu&g_ep=EgoyMDI2MDUwMi4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="3301 Madison Road, Cincinnati, OH 45209" rel="noopener">3301 Madison Road, Cincinnati, OH 45209</a></strong></h4>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/DVrNJfYEi_q/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/DVrNJfYEi_q/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by MadTree Brewing (@madtreebrewing)</a></p>
</div>
</blockquote>
<p>

</p>
<p>The Oakley Taproom at MadTree Brewing has been voted Cincinnati's best local taproom three years in a row. From craft beer to vodka sodas, this brewery offers a wide variety of beverages, so you'll find something for everyone. Plus, they're constantly rotating in new seasonal drinks. If you're looking for a bite to eat, pizza, sandwiches, and snacks are available.</p>
<h2><strong><a data-cke-saved-href="https://www.esotericbrewing.com" href="https://www.esotericbrewing.com" target="_blank" title="Esoteric Brewing Co." rel="noopener">Esoteric Brewing Co.</a></strong></h2>
<h4><strong><a data-cke-saved-href="https://www.google.com/maps/place/Esoteric+Brewing+Co./@39.1260294,-84.4923549,17z/data=!3m1!4b1!4m6!3m5!1s0x8841b3c864a10261:0xec02b57a5469cb50!8m2!3d39.1260294!4d-84.4897746!16s%2Fg%2F11gxyf9trn?entry=ttu&g_ep=EgoyMDI2MDUwMi4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Esoteric+Brewing+Co./@39.1260294,-84.4923549,17z/data=!3m1!4b1!4m6!3m5!1s0x8841b3c864a10261:0xec02b57a5469cb50!8m2!3d39.1260294!4d-84.4897746!16s%2Fg%2F11gxyf9trn?entry=ttu&g_ep=EgoyMDI2MDUwMi4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="918 E. McMillan St., Cincinnati, OH 45206" rel="noopener">918 E. McMillan St., Cincinnati, OH 45206</a></strong></h4>
<p>Located in Walnut Hills, Esoteric Brewing Co. is a true community hub and event space. This brewery serves high-quality beverages made with pure, locally-sourced, organic ingredients. The dimly lit taproom is also full of unique art. For something light and refreshing, try the Walnut Hills Lager, or, if you'd prefer a fruity IPA, the Lotus IPA is a good choice. Stop by for brunch, trivia nights, and karaoke throughout the week.</p>
<h2><strong><a data-cke-saved-href="https://fabledbrewworks.beer" href="https://fabledbrewworks.beer" target="_blank" title="Fabled Brew Works" rel="noopener">Fabled Brew Works</a></strong></h2>
<h4><strong><a data-cke-saved-href="https://www.google.com/maps/place/331+Kenton+Lands+Rd+Suite+300,+Erlanger,+KY+41018/@39.0277064,-84.596577,17z/data=!3m1!4b1!4m6!3m5!1s0x8841b81d16a4a235:0x1c85f1e124592ab3!8m2!3d39.0277064!4d-84.5939967!16s%2Fg%2F11sf2cgpty?entry=ttu&g_ep=EgoyMDI2MDUwMi4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/331+Kenton+Lands+Rd+Suite+300,+Erlanger,+KY+41018/@39.0277064,-84.596577,17z/data=!3m1!4b1!4m6!3m5!1s0x8841b81d16a4a235:0x1c85f1e124592ab3!8m2!3d39.0277064!4d-84.5939967!16s%2Fg%2F11sf2cgpty?entry=ttu&g_ep=EgoyMDI2MDUwMi4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="331 Kenton Lands Rd Suite 300, Erlanger, KY 41018" rel="noopener">331 Kenton Lands Road, Suite 300, Erlanger, KY 41018</a></strong></h4>
<p>With a whopping 34 beers on tap, flights are the best way to sample the variety at Fabled Brew Works. The storybook-themed interior combined with a great selection of beer makes for a memorable experience. You'll love the family- and dog-friendly covered patio, which can seat up to 40 people. Food trucks are scheduled every day for lunch and dinner. </p>
<h2><strong><a data-cke-saved-href="https://www.streetsidebrewery.com" href="https://www.streetsidebrewery.com" target="_blank" title="Streetside Brewery" rel="noopener">Streetside Brewery</a></strong></h2>
<h4><strong><a data-cke-saved-href="http://4003 Eastern Ave, Cincinnati, OH 45226" href="http://4003 Eastern Ave, Cincinnati, OH 45226" target="_blank" title="4003 Eastern Ave., Cincinnati, OH 45226" rel="noopener">4003 Eastern Ave., Cincinnati, OH 45226</a></strong></h4>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/DYCcFBgCI4l/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/DYCcFBgCI4l/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Streetside Brewery (@streetsidebrewery)</a></p>
</div>
</blockquote>
<p>

</p>
<p>With 24 beers on tap and many more in cans, grabbing a flight at Streetside Brewery is the perfect way to try them all. This family-friendly (including dogs) brewery often hosts food trucks, making it a great place to chill on weekend afternoons. Beer is made onsite in the state-of-the-art brewing facility, which sits directly below the taproom. The great variety and outdoor patio make this one of Cincy's best. </p>
<h2><strong><a data-cke-saved-href="http://braxtonbrewing.com/pages/braxton-union" href="http://braxtonbrewing.com/pages/braxton-union" target="_blank" title="Braxton Brewing Company" rel="noopener">Braxton Brewing Company</a></strong></h2>
<h4><strong><a data-cke-saved-href="http://27 W 7th St, Covington, KY 41011" href="http://27 W 7th St, Covington, KY 41011" target="_blank" title="8901 US-42, Union, KY 41091" rel="noopener">8901 US-42, Union, KY 41091</a></strong></h4>
<p>A huge brewery with great pours, plenty of TVs, and a partnership with Dewey's Pizza and Graeter's Ice Cream, Braxton Brewing Company in Union is the ultimate family-friendly weekend destination. Whether you're looking for a place to catch the game, relax with friends, or let the kids run around, Braxton Brewing has something for everyone.</p>
<h2><strong><a data-cke-saved-href="https://westsidebrewing.com" href="https://westsidebrewing.com" target="_blank" title="West Side Brewing" rel="noopener">West Side Brewing</a></strong></h2>
<h4><strong><a data-cke-saved-href="https://www.google.com/maps/place/West+Side+Brewing/@39.1495888,-84.6037726,17z/data=!3m1!4b1!4m6!3m5!1s0x8841b58385450063:0xcbb28c9525ff1003!8m2!3d39.1495889!4d-84.5989071!16s%2Fg%2F11d_4r57s2?entry=ttu&g_ep=EgoyMDI2MDUwMi4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/West+Side+Brewing/@39.1495888,-84.6037726,17z/data=!3m1!4b1!4m6!3m5!1s0x8841b58385450063:0xcbb28c9525ff1003!8m2!3d39.1495889!4d-84.5989071!16s%2Fg%2F11d_4r57s2?entry=ttu&g_ep=EgoyMDI2MDUwMi4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="3044 Harrison Ave., Cincinnati, OH 45211" rel="noopener">3044 Harrison Ave., Cincinnati, OH 45211</a></strong></h4>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/DXwrjw0FaW5/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/DXwrjw0FaW5/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by West Side Brewing (@westsidebrewing)</a></p>
</div>
</blockquote>
<p>

</p>
<p>The Hefeweizen and Citrus Wheat are two of our favorite West Side Brewing pours, but there are dozens of options to choose from. This brewery is in the heart of Town Hall District in Cincy's west side. They also partner with Catch-A-Fire Pizza to serve delicious wood-fired pizzas. Beer is brewed onsite, and the spacious taproom offers a cool, modern vibe and plenty of seating.</p>
<h2><strong><a data-cke-saved-href="http://www.brinkbrewing.com" href="http://www.brinkbrewing.com" target="_blank" title="Brink Brewing Company" rel="noopener">Brink Brewing Company</a></strong></h2>
<h4><strong><a data-cke-saved-href="https://www.google.com/maps/place/5905+Hamilton+Ave,+Cincinnati,+OH+45224/@39.199019,-84.5496352,17z/data=!3m1!4b1!4m6!3m5!1s0x88404b369868dd61:0xa6d07ba115a58276!8m2!3d39.199019!4d-84.5470549!16s%2Fg%2F11c0xqq4hb?entry=ttu&g_ep=EgoyMDI2MDUwMi4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/5905+Hamilton+Ave,+Cincinnati,+OH+45224/@39.199019,-84.5496352,17z/data=!3m1!4b1!4m6!3m5!1s0x88404b369868dd61:0xa6d07ba115a58276!8m2!3d39.199019!4d-84.5470549!16s%2Fg%2F11c0xqq4hb?entry=ttu&g_ep=EgoyMDI2MDUwMi4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="5905 Hamilton Ave., Cincinnati, OH 45224" rel="noopener">5905 Hamilton Ave., Cincinnati, OH 45224</a></strong></h4>
<p>This friendly neighborhood brewery has a nice selection of light, dark, hoppy, and fruity beers on tap. Brink Brewing Company offers a fun, garage-style taproom with plenty of space and TVs. While they aren't equipped with a kitchen, they have a "bring your own food" policy, and there are plenty of good restaurants within walking distance. </p>
<h2>Sip, Savor, Repeat</h2>
<p>Where will your Cincinnati beer tour take you?</p>]]>
        </description>
        <pubDate>
            <![CDATA[Wed, 13 May 2026 08:35:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2026/05/07/9-places-for-a-beer-flight-around-cincinnati]]>
        </guid>
                    <category>
                <![CDATA[Uncategorized]]>
            </category>
                                <overviewPhoto><![CDATA[http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2026/9_Places_for_a_Beer_Flight_Around_Cincinnati__Cutler_Real_Estate.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Patio Season Is Here: 9 Outdoor Dining Spots to Try in Columbus]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2026/05/05/patio-season-is-here-9-outdoor-dining-spots-to-try-in-columbus]]>
        </link>
        <description>
            <![CDATA[<p style="text-align: center;"><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2026/Patio_Season_Is_Here_9_Outdoor_Dining_Spots_to_Try_in_Columbus__Cutler_Real_Estate__1_.png" alt="Patio Season Is Here: 9 Outdoor Dining Spots to Try in Columbus | Cutler Real Estate" width="750" height="450"></p>
<p>Fresh air may not actually make food taste better, but you can't beat the ambiance. Celebrate the return of patio season at <strong>these delightful outdoor dining spots</strong> around <strong><a data-cke-saved-href="http://customercare.cutlerhomes.com/communities/columbus-central-ohio/" href="http://customercare.cutlerhomes.com/communities/columbus-central-ohio/" title="Columbus">Columbus</a></strong>.<!--more--></p>
<h2>Top Outdoor Dining Spots in Columbus, OH</h2>
<h3><a data-cke-saved-href="https://www.thewalruscolumbus.com/" href="https://www.thewalruscolumbus.com/" target="_blank" title="The Walrus" rel="noopener">The Walrus</a></h3>
<h4><em><a data-cke-saved-href="https://www.google.com/maps/place/The+Walrus/@39.9563609,-82.9980225,17z/data=!3m1!4b1!4m6!3m5!1s0x88388f350437711d:0x7807339e67bc22e2!8m2!3d39.9563609!4d-82.9954476!16s%2Fg%2F11b7wc4_c5?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/The+Walrus/@39.9563609,-82.9980225,17z/data=!3m1!4b1!4m6!3m5!1s0x88388f350437711d:0x7807339e67bc22e2!8m2!3d39.9563609!4d-82.9954476!16s%2Fg%2F11b7wc4_c5?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="143 E. Main St., Columbus, OH 43215" rel="noopener">143 E. Main St., Columbus, OH 43215</a></em></h4>
<p>With a prime spot <strong>overlooking Main Street</strong>, the patio at <strong>The Walrus</strong> is often cited as one of the <strong>best people-watching venues in Columbus</strong>. Mark your calendar for Sunday, 5/17, when The Walrus will be hosting <strong>an all-day party for their 11th anniversary</strong> with half-off any entree.</p>
<p>Stop in for weekend brunch, featuring creative dishes such as:</p>
<ul>
<li>Fajita omelet</li>
<li>Candied bacon melt</li>
<li>Fried French toast</li>
</ul>
<p>The Walrus is open 11 a.m. - midnight daily except Friday and Saturday, when closing time is 2:30 a.m.</p>
<h3><a data-cke-saved-href="https://www.understorycbus.com/commons" href="https://www.understorycbus.com/commons" target="_blank" title="Understory" rel="noopener">Understory</a></h3>
<h4><em><strong><a data-cke-saved-href="https://www.google.com/maps/place/Understory/@40.0144258,-83.0167484,17z/data=!3m1!4b1!4m6!3m5!1s0x88388f3649678e7f:0xf4aee1174636270e!8m2!3d40.0144258!4d-83.0141735!16s%2Fg%2F11rgw95h97?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Understory/@40.0144258,-83.0167484,17z/data=!3m1!4b1!4m6!3m5!1s0x88388f3649678e7f:0xf4aee1174636270e!8m2!3d40.0144258!4d-83.0141735!16s%2Fg%2F11rgw95h97?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="2571 Neil Ave., Columbus, OH 43202" rel="noopener">2571 Neil Ave., Columbus, OH 43202</a></strong></em></h4>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/C8nK_xiy8Bg/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/C8nK_xiy8Bg/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Understory (@understory_cbus)</a></p>
</div>
</blockquote>
<p>

</p>
<p><strong>Understory</strong> is one school where you won't mind staying after hours. Located in the <strong>historic Open Air School</strong> just off <strong>the scenic Olentangy Trail</strong>, Understory features a comfortable Commons that opens onto a dog-friendly patio. </p>
<p>Check out some of the upcoming special events:</p>
<ul>
<li>Mother's Day Market (10 a.m. - 4 p.m. on Sunday, 5/10)</li>
<li>Wetlands Walk (10 a.m. - 3 p.m. on Sunday, 5/17)</li>
<li>Live music (every Wednesday from 5 - 8 p.m.)</li>
</ul>
<p>Hours are 11 a.m. - 11 p.m. Tuesday through Thursday, 11 a.m. - midnight Friday and Saturday, and 11 a.m. - 10 p.m. Sunday.</p>
<h3><a data-cke-saved-href="https://lincolnsocialrooftop.com/" href="https://lincolnsocialrooftop.com/" target="_blank" title="Lincoln Social Rooftop" rel="noopener">Lincoln Social Rooftop</a></h3>
<h4><em><a data-cke-saved-href="https://www.google.com/maps/place/Lincoln+Social+Rooftop/@39.9768141,-83.0063565,17z/data=!3m2!4b1!5s0x88388ed78bc13455:0x225aaaf067d79ef9!4m6!3m5!1s0x88388f3f5a43ac03:0xaa333da8ae894dce!8m2!3d39.9768141!4d-83.0037816!16s%2Fg%2F11h0bxm3j6?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Lincoln+Social+Rooftop/@39.9768141,-83.0063565,17z/data=!3m2!4b1!5s0x88388ed78bc13455:0x225aaaf067d79ef9!4m6!3m5!1s0x88388f3f5a43ac03:0xaa333da8ae894dce!8m2!3d39.9768141!4d-83.0037816!16s%2Fg%2F11h0bxm3j6?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="711 N. High St., Columbus, OH 43215" rel="noopener">711 N. High St., Columbus, OH 43215</a></em></h4>
<p>Perched atop nine stories, <strong>Lincoln Social Rooftop</strong> is literally "above it all." The 21-and-over restaurant makes a great choice for <strong>post-workday Happy Hour</strong> or an elegant yet relaxing dinner.</p>
<p>Try one of their craft cocktails, including:</p>
<ul>
<li>Desert Bloom Mule, with pear and rhubarb flavors</li>
<li>Mojito, featuring a hint of lavender</li>
<li>Amaretto Sidecar, made with Grand Marnier and lemon</li>
</ul>
<p>Hours are 4 - 11 p.m. Tuesday through Thursday, 4 p.m. - 1 a.m. Friday, 3 p.m. - 1 a.m. Saturday, 3 - 10 p.m. Sunday.</p>
<h3><a data-cke-saved-href="https://www.storiesonhigh.com/" href="https://www.storiesonhigh.com/" target="_blank" title="Stories on High" rel="noopener">Stories on High</a></h3>
<h4><em><a data-cke-saved-href="https://www.google.com/maps/place/Stories+on+High/@39.9707246,-83.0046842,17z/data=!3m1!4b1!4m6!3m5!1s0x88388fd252a08259:0xc2dc33c15c6f662d!8m2!3d39.9707246!4d-83.0021093!16s%2Fg%2F11kb2byj0k?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Stories+on+High/@39.9707246,-83.0046842,17z/data=!3m1!4b1!4m6!3m5!1s0x88388fd252a08259:0xc2dc33c15c6f662d!8m2!3d39.9707246!4d-83.0021093!16s%2Fg%2F11kb2byj0k?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="404 N. High St., Columbus, OH 43215" rel="noopener">404 N. High St., Columbus, OH 43215</a></em></h4>
<p>Come for the clever name and stay for the stunning views at <strong>Stories on High</strong>. At 28 stories above ground level, Stories on High boasts the distinction of being <strong>the tallest rooftop restaurant in Columbus</strong>.</p>
<p>Don't miss the <strong>nightly Omakase experience</strong>, a chef's-choice seven-course meal that may include dishes such as the following:</p>
<ul>
<li>Kushiyaki beef with crab miso butter</li>
<li>Wagyu rice bowl topped with salmon roe</li>
<li>Green tea ice cream</li>
</ul>
<p>Hours are 4 - 11 p.m. Tuesday through Thursday and 4 p.m. - 1 a.m. Friday and Saturday. Stories on High is for guests age 21 and up.</p>
<h3><a data-cke-saved-href="https://www.littlewesttavern.com/?utm_source=google-gbp&utm_medium=organic&utm_campaign=gbp" href="https://www.littlewesttavern.com/?utm_source=google-gbp&utm_medium=organic&utm_campaign=gbp" target="_blank" title="Little West Tavern" rel="noopener">Little West Tavern</a></h3>
<h4><em><a data-cke-saved-href="https://www.google.com/maps/place/Little+West+Tavern/@39.9594682,-83.0116789,17z/data=!3m1!4b1!4m6!3m5!1s0x88388f3172512c3f:0x615849a37bb80c6!8m2!3d39.9594682!4d-83.009104!16s%2Fg%2F11t9qn7ppl?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Little+West+Tavern/@39.9594682,-83.0116789,17z/data=!3m1!4b1!4m6!3m5!1s0x88388f3172512c3f:0x615849a37bb80c6!8m2!3d39.9594682!4d-83.009104!16s%2Fg%2F11t9qn7ppl?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="77 Belle St., Columbus, OH 43215" rel="noopener">77 Belle St., Columbus, OH 43215</a></em></h4>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/DXKO_FvE9Bl/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/DXKO_FvE9Bl/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Little West Tavern (@littlewesttavern_)</a></p>
</div>
</blockquote>
<p>

</p>
<p>Planning <strong>a dinner outing with the family</strong>? Skip the fast-food joints and head to <strong>Little West Tavern</strong>, where Fido is also welcome out on their patio.</p>
<p>Little West Tavern ups their bar-food game with <strong>a poutine window</strong> on the patio, where you can order the following:</p>
<ul>
<li>OG Poutine with white cheddar curds, shredded sharp cheddar, OG gravy, and scallions</li>
<li>Nashville Poutine with crispy chicken, white cheddar curds, spicy chicken gravy, chopped pickles, and special sauce (vegan option available)</li>
<li>Breakfast Poutine, which is the OG Poutine with the addition of smoked bacon and a sunny-side-up egg</li>
</ul>
<p>Lunch and dinner are served seven days a week. Visit the website for hours.</p>
<h3><a data-cke-saved-href="https://www.hofbrauhauscolumbus.com/" href="https://www.hofbrauhauscolumbus.com/" target="_blank" title="Hofbräuhaus Columbus" rel="noopener">Hofbräuhaus Columbus</a></h3>
<h4><em><a data-cke-saved-href="https://www.google.com/maps/place/Hofbräuhaus+Columbus/@39.9744438,-83.0266706,17z/data=!3m1!4b1!4m6!3m5!1s0x88388f1d1c11916f:0x6ac0c20ccfc51739!8m2!3d39.9744438!4d-83.0240957!16s%2Fg%2F11btmqrq16?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Hofbräuhaus+Columbus/@39.9744438,-83.0266706,17z/data=!3m1!4b1!4m6!3m5!1s0x88388f1d1c11916f:0x6ac0c20ccfc51739!8m2!3d39.9744438!4d-83.0240957!16s%2Fg%2F11btmqrq16?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="Grandview Yard, 800 Goodale Blvd., Columbus, OH 43212" rel="noopener">Grandview Yard, 800 Goodale Blvd., Columbus, OH 43212</a></em></h4>
<p>Enjoy a beloved German tradition when you dine in the biergarten at <strong>Hofbräuhaus Columbus</strong>. Friendly servers will provide fresh water for Fido as you sip one of the <strong>flagship or seasonal beers from Hofbräuhaus</strong>.</p>
<p>Explore <strong>classic German cuisine</strong> with some of these great dishes:</p>
<ul>
<li>Potato pancakes served with applesauce and sour cream</li>
<li>Schnitzel, a deep-fried pork cutlet accompanied by German potato salad, fried cabbage, and cranberry sauce</li>
<li>Sausage combo platter with bierwurst, bratwurst, and mettwurst</li>
</ul>
<p>Hofbräuhaus Columbus is open 11 a.m. - 10 p.m. Sunday through Thursday, 11 a.m. - 11 p.m. Friday, and 11 a.m. - midnight Saturday.</p>
<h3><a data-cke-saved-href="https://www.boathouserestaurantoh.com/" href="https://www.boathouserestaurantoh.com/" target="_blank" title="The Boat House" rel="noopener">The Boat House</a> </h3>
<h4><em><a data-cke-saved-href="https://www.google.com/maps/place/The+Boat+House/@39.9647082,-83.0209163,17z/data=!3m1!4b1!4m6!3m5!1s0x88388f176cd8c21b:0xded8c361b4edfe0f!8m2!3d39.9647082!4d-83.0183414!16s%2Fg%2F1tdpmrd8?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/The+Boat+House/@39.9647082,-83.0209163,17z/data=!3m1!4b1!4m6!3m5!1s0x88388f176cd8c21b:0xded8c361b4edfe0f!8m2!3d39.9647082!4d-83.0183414!16s%2Fg%2F1tdpmrd8?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="679 W. Spring St., Columbus, OH 43215" rel="noopener">679 W. Spring St., Columbus, OH 43215</a></em></h4>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/DOod_F2D-35/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/DOod_F2D-35/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by The Boat House Restaurant (@theboathouseoh)</a></p>
</div>
</blockquote>
<p>

</p>
<p>Outdoor dining takes on a new dimension at <strong>The Boat House's riverfront setting</strong>. Panoramic <strong>views of the Scioto River and Columbus skyline</strong> create a stunning backdrop for a meal showcasing <strong>seafood, steaks, and seasonal ingredients</strong>.</p>
<p>Start the night out right with a selection from the raw bar:</p>
<ul>
<li>Caviar chips & dip</li>
<li>Spicy tuna </li>
<li>Signature seafood tower with lobster tail, oysters, shrimp cocktail, spicy tuna, snow crab, and caviar dip</li>
</ul>
<p>Dinner is served 4 - 9 p.m. Wednesday through Sunday, with weekend brunch available from 11 a.m. - 3:30 p.m.</p>
<h3><a data-cke-saved-href="https://capcityfinediner.com/locations-menus/grandview/" href="https://capcityfinediner.com/locations-menus/grandview/" target="_blank" title="Cap City Fine Diner & Bar" rel="noopener">Cap City Fine Diner & Bar</a></h3>
<h4><em><a data-cke-saved-href="https://www.google.com/maps/place/Cap+City+Fine+Diner+and+Bar/@39.986456,-83.0275726,17z/data=!3m1!4b1!4m6!3m5!1s0x88388efaac90e891:0xc48c3daa331bbccb!8m2!3d39.986456!4d-83.0249977!16s%2Fg%2F1tg5vqmx?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Cap+City+Fine+Diner+and+Bar/@39.986456,-83.0275726,17z/data=!3m1!4b1!4m6!3m5!1s0x88388efaac90e891:0xc48c3daa331bbccb!8m2!3d39.986456!4d-83.0249977!16s%2Fg%2F1tg5vqmx?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="1299 Olentangy River Rd., Columbus, OH 43212" rel="noopener">1299 Olentangy River Road, Columbus, OH 43212</a></em></h4>
<p><strong>Cap City Fine Diner & Bar</strong> perfectly bridges the distance between past and present. The upscale diner features <strong>classic counter seating overlooking the open kitchen</strong> as well as a semi-enclosed patio.</p>
<p>The menu levels up <strong>comfort food</strong> with mouthwatering selections such as:</p>
<ul>
<li>Pecan-crusted pork chops</li>
<li>Meatloaf melt</li>
<li>Tamarind-glazed chicken wings</li>
</ul>
<p>Cap City Fine Diner & Bar is open for lunch, dinner, and weekend brunch. Visit the website for hours.</p>
<h3><a data-cke-saved-href="https://standardcomplex.com/" href="https://standardcomplex.com/" target="_blank" title="Standard Complex" rel="noopener">Standard Complex</a></h3>
<h4><em><a data-cke-saved-href="https://www.google.com/maps/place/Standard+Hall/@39.984807,-83.0072349,17z/data=!3m1!4b1!4m6!3m5!1s0x88388edabac1c947:0x50f8fe1744d4f7f1!8m2!3d39.984807!4d-83.00466!16s%2Fg%2F11bzv5cgg_?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" href="https://www.google.com/maps/place/Standard+Hall/@39.984807,-83.0072349,17z/data=!3m1!4b1!4m6!3m5!1s0x88388edabac1c947:0x50f8fe1744d4f7f1!8m2!3d39.984807!4d-83.00466!16s%2Fg%2F11bzv5cgg_?entry=ttu&g_ep=EgoyMDI2MDQyOS4wIKXMDSoASAFQAw%3D%3D" target="_blank" title="1100 N. High St., Columbus, OH 43201" rel="noopener">1100 N. High St., Columbus, OH 43201</a></em></h4>
<p>With multiple connected venues in a 20,000-square-foot space, <strong>Standard Complex</strong> provides endless entertainment for the whole family. In addition to a spacious patio, there's <strong>a restaurant, live music bar, and arcade</strong>.</p>
<p>Challenge family and friends to one of the games on the pet-friendly patio:</p>
<ul>
<li>Giant Jenga</li>
<li>Cornhole</li>
<li>Trash pong</li>
<li>Dunk tank (on special events)</li>
</ul>
<p>Visit the website for full schedule.</p>
<h2>Food + Fresh Air = Fun</h2>
<p>What's <strong>your go-to treat</strong> when dining outdoors in Columbus?</p>]]>
        </description>
        <pubDate>
            <![CDATA[Fri, 08 May 2026 08:35:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2026/05/05/patio-season-is-here-9-outdoor-dining-spots-to-try-in-columbus]]>
        </guid>
                    <category>
                <![CDATA[Columbus & Central Ohio]]>
            </category>
                            <tag>
                <![CDATA[Cutler Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Columbus OH]]>
            </tag>
                    <tag>
                <![CDATA[Columbus Restaurants]]>
            </tag>
                    <tag>
                <![CDATA[Things to do in Columbus]]>
            </tag>
                    <tag>
                <![CDATA[Dining]]>
            </tag>
                    <tag>
                <![CDATA[Bars and Restaurants]]>
            </tag>
                        <overviewPhoto><![CDATA[http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2026/Patio_Season_Is_Here_9_Outdoor_Dining_Spots_to_Try_in_Columbus__Cutler_Real_Estate__1_.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Get Growing This Spring: 8 Garden Centers and Nurseries in Akron and North Canton]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2026/05/01/get-growing-this-spring-8-garden-centers-and-nurseries-in-akron-and-north-canton]]>
        </link>
        <description>
            <![CDATA[<p style="text-align: center;"><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2026/Get_Growing_This_Spring_8_Garden_Centers_and_Nurseries_in_Akron_and_Canton__Cutler_Real_Estate.png" alt="Get Growing This Spring: 8 Garden Centers and Nurseries in Akron and Canton | Cutler Real Estate" width="750" height="450"></p>
<p>Spring is in full swing, and those of us with green thumbs couldn't be happier about it. If you've been wanting to work on your garden this year, now is the perfect time to dive in. <strong><a data-cke-saved-href="https://tinyurl.com/4u6vcczb" href="http://customercare.cutlerhomes.com/north-canton-ohio-real-estate-and-homes.html" title="North Canton">North Canton</a></strong> and <strong><a data-cke-saved-href="https://tinyurl.com/ysbbzeu7" href="http://customercare.cutlerhomes.com/akron-ohio-real-estate-and-homes.html" title="Akron">Akron</a></strong>'s many nurseries and garden centers have everything you need to make the most of our area's planting season. Visit these popular local garden retailers to pick up plants, supplies, and a hearty dose of inspiration.<!--more--></p>
<h2><a data-cke-saved-href="https://www.aquaticgardensofohio.com/" href="https://www.aquaticgardensofohio.com/" target="_blank" title="Aquatic Gardens of Ohio" rel="noopener">Aquatic Gardens of Ohio</a> </h2>
<h4><a data-cke-saved-href="https://maps.app.goo.gl/YUx4cst6WLHs6CwC8" href="https://maps.app.goo.gl/YUx4cst6WLHs6CwC8" target="_blank" title="932 S. Main St., North Canton, OH 44720" rel="noopener">932 S. Main St., North Canton, OH 44720</a> </h4>
<p>Not all gardening happens when you're up to your elbows in potting soil. Aquatic Gardens of Ohio stocks everything you need to make your garden's pond shine this spring, including pond plants like water lilies and duckweed, and pond supplies like filters, pumps, and liners. </p>
<p>If you want to stock your pond with fish, they've got live goldfish, koi, and other hardy species that can survive an Ohio winter. Their staff can also give you tips on how to take care of your pond if this is your first spring with one on your property. Getting it set up properly from the start will make maintenance much easier when summer rolls around. </p>
<h2><a data-cke-saved-href="https://www.petittigardencenter.com/locations/canton/ " href="https://www.petittigardencenter.com/locations/canton/" target="_blank" title="Petitti Garden Center" rel="noopener">Petitti Garden Center</a>  </h2>
<h4><a data-cke-saved-href="https://maps.app.goo.gl/1HexuXvwNo8dn5EY7" href="https://maps.app.goo.gl/1HexuXvwNo8dn5EY7" target="_blank" title="5656 Dressler Road NW, North Canton, OH 44720" rel="noopener">5656 Dressler Road NW, North Canton, OH 44720</a> </h4>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/DXwZ9StFOGB/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0px; text-align: center;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/DXwZ9StFOGB/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Petitti Garden Centers (@gardeningwithpetittis)</a></p>
</div>
</blockquote>
<p>

</p>
<p>Petitti Garden Center grows almost all of the plants they sell in company greenhouses, ensuring that only the best ones make it onto the store's shelves. You'll find a wide selection of annuals and perennials here, including color-coordinated selections available through the store's Color Your Garden product line.  </p>
<p>They've also got showstopping roses and hydrangeas (some of our favorite options to boost curb appeal quickly!) and plenty of trees and shrubs that are perfect for adding shade and making colorful flowers pop. They even offer planting services for homeowners looking for a little extra help establishing their garden.  </p>
<h2><a data-cke-saved-href="https://www.facebook.com/share/1NPFPwFFjY/ " href="https://www.facebook.com/share/1NPFPwFFjY/" target="_blank" title="North Canton Repair Shop and Greenhouse" rel="noopener">North Canton Repair Shop and Greenhouse</a> </h2>
<h4><a data-cke-saved-href="https://maps.app.goo.gl/k1W1Suyzf6xGuM1ZA" href="https://maps.app.goo.gl/k1W1Suyzf6xGuM1ZA" target="_blank" title="1555 N. Main St., North Canton, OH 44720" rel="noopener">1555 N. Main St., North Canton, OH 44720</a> </h4>
<p>North Canton Repair Shop is your one-stop shop for landscaping supplies here in town. In springtime, they stock their greenhouse full to bursting with freshly grown plants and the supplies you need to help them thrive. Visit the shop's North Main Street location to pick up potted plants to brighten up your indoor spaces or hanging baskets full of pretty blossoms like geraniums and petunias.  </p>
<p>If you're working on your garden beds, shop their selection of established saplings, shrubs, flowers, and ferns that are ready to take root. Their selection of tools, like spades and watering cans, has everything you need to get started. </p>
<h2><a data-cke-saved-href="https://www.greensandthingsnursery.com/" href="https://www.greensandthingsnursery.com/" target="_blank" title="Greens & Things Nursery" rel="noopener">Greens & Things Nursery</a>  </h2>
<h4><a data-cke-saved-href="https://maps.app.goo.gl/MJNnyfT7Kz1eMTBF7" href="https://maps.app.goo.gl/MJNnyfT7Kz1eMTBF7" target="_blank" title="4004 Applegrove St., North Canton, OH, 44720" rel="noopener">4004 Applegrove St., North Canton, OH 44720</a> </h4>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/DW1S4_Gjkoh/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/DW1S4_Gjkoh/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Greens And Things Nursery (@greensandthingsnursery)</a></p>
</div>
</blockquote>
<p>

</p>
<p>The same family has run Greens & Things Nursery for more than 45 years, and they're thrilled to be opening their greenhouses again this spring. Stop by this plant paradise to browse dozens of different annuals and perennials, and a few tropical plants like hibiscus and parlor palms—and don't forget to pick up some mulch, potting soil, and peat moss to help your new purchases thrive! </p>
<p>Have you been wanting to try hardscaping? They've got an incredible selection of landscaping stones, including patio tiles and stones for garden walkways. If you're lucky, you might even score a one-of-a-kind piece of salvaged antique garden decor. </p>
<h2><a data-cke-saved-href="https://www.cantonroadgarden.com/" href="https://www.cantonroadgarden.com/" target="_blank" title="Canton Road Garden Center" rel="noopener">Canton Road Garden Center</a> </h2>
<h4><a data-cke-saved-href="https://maps.app.goo.gl/zKSfnh3CW6kUZ7uBA" href="https://maps.app.goo.gl/zKSfnh3CW6kUZ7uBA" target="_blank" title="1881 S. Canton Road, Akron, OH 44312" rel="noopener">1881 S. Canton Road, Akron, OH 44312</a> </h4>
<p>Canton Road Garden Center's 12,000-square-foot nursery and greenhouse is a dream come true for anyone with a green thumb. They carry a wide range of annuals, perennials, hostas, and ferns with a few rare tropical blooms thrown in for good measure. They're especially proud of their collection of Proven Winner® annuals, eye-catching flowers that are consistently popular with their customers.  </p>
<p>Want to spruce up your garden with some ornamental pots, statues, or fountains? They've got those too. They're also partnered with Monrovia Nursery Company, offering in-store pickup of any Monrovia plants you buy online.  </p>
<h2><a data-cke-saved-href="https://shop.grafsgardenshop.com/inventory/" href="https://shop.grafsgardenshop.com/inventory/" target="_blank" title="Graf's Garden Shop" rel="noopener">Graf's Garden Shop</a> </h2>
<h4><a data-cke-saved-href="https://maps.app.goo.gl/ucCsqwonVHHec2BSA" href="https://maps.app.goo.gl/ucCsqwonVHHec2BSA" target="_blank" title="1015 White Pond Drive, Akron, OH 44320" rel="noopener">1015 White Pond Drive, Akron, OH 44320</a> </h4>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/DXmER1kkq1a/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/DXmER1kkq1a/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Graf's Garden Shop & Landscape (@grafgrowers)</a></p>
</div>
</blockquote>
<p>

</p>
<p>Graf's Garden Shop has everything you need to get your garden flourishing this spring. You'll love getting your planting started with their house-made mulch and topsoil, organic growth aids packed with essential nutrients to help your budding plants grow. They also sell established plants, including herbs like basil and mint, flowers like petunias and coneflowers, and even fruit and vegetable plants.  </p>
<p>Don't forget to pick up some fresh, locally grown flowers and produce at the shop's farm market. You'll need good food to fuel all that planting!</p>
<h2><a data-cke-saved-href="https://www.akronsfinestmulch.com/garden-center" href="https://www.akronsfinestmulch.com/garden-center" target="_blank" title="Akron's Finest Mulch Garden Center" rel="noopener">Akron's Finest Mulch Garden Center</a> </h2>
<h4><a data-cke-saved-href="https://maps.app.goo.gl/phC4YebdqX4yym8h8" href="https://maps.app.goo.gl/phC4YebdqX4yym8h8" target="_blank" title="1285 N. Cleveland Massillon Road, Akron, OH 44333" rel="noopener">1285 N. Cleveland Massillon Road, Akron, OH 44333</a> </h4>
<p>Akron's Finest Mulch Garden Center might not sound like the most exciting place to shop for plants, but they've got much more than mulch and soil on their shelves. Visit their Akron shop to find more shrubs, blooming flowers, trees, and houseplants than you can shake a stick at. They're always adding new plants to their stock, so check back often to see what new finds are waiting for you.  </p>
<h2><a data-cke-saved-href="https://kernsflorist.com/" href="https://kernsflorist.com/" target="_blank" title="Kern's Florist and Greenhouse" rel="noopener">Kern's Florist and Greenhouse</a> </h2>
<h4><a data-cke-saved-href="https://maps.app.goo.gl/WY25v6fRCFRGDmzQA" href="https://maps.app.goo.gl/WY25v6fRCFRGDmzQA" target="_blank" title="2438 Canton Road, Akron, OH 44312" rel="noopener">2438 Canton Road, Akron, OH 44312</a> </h4>
<p>Kern's Florist and Greenhouse puts a new spin on classic garden center offerings with their handcrafted greenhouse collections. Their adorable planters and baskets are filled with a curated section of live flowers and plants that you can keep intact or place in a special spot in one of your garden beds.  </p>
<p>If you're more of an indoor gardener, rejoice: They have oodles of potted trees and leafy plants as well as a few assortments of indoor plants like succulents, ferns, and peace lilies. </p>
<h2><span style="color: #f26721;">It's Time to Get Your Hands Dirty </span></h2>
<p>What will you plant in your Akron or North Canton garden this year? </p>]]>
        </description>
        <pubDate>
            <![CDATA[Wed, 06 May 2026 08:40:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2026/05/01/get-growing-this-spring-8-garden-centers-and-nurseries-in-akron-and-north-canton]]>
        </guid>
                    <category>
                <![CDATA[Northeast Ohio]]>
            </category>
                            <tag>
                <![CDATA[Cutler Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Things to Do]]>
            </tag>
                    <tag>
                <![CDATA[Akron OH]]>
            </tag>
                    <tag>
                <![CDATA[Things to do in Northeast Ohio]]>
            </tag>
                    <tag>
                <![CDATA[Shop Local]]>
            </tag>
                    <tag>
                <![CDATA[North Canton OH]]>
            </tag>
                    <tag>
                <![CDATA[Landscaping]]>
            </tag>
                    <tag>
                <![CDATA[Local Businesses]]>
            </tag>
                        <overviewPhoto><![CDATA[http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2026/Get_Growing_This_Spring_8_Garden_Centers_and_Nurseries_in_Akron_and_Canton__Cutler_Real_Estate.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Mortgage Rates Recently Hit a 3-Year Low. Here's Why That's Still a Big Deal.]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2026/01/28/mortgage-rates-recently-hit-a-3-year-low-here-s-why-that-s-still-a-big-deal]]>
        </link>
        <description>
            <![CDATA[<div><br><img src="https://ci3.googleusercontent.com/meips/ADKq_NaBLykm1vKF3qEmC5XOLmzp6-37pz2qeb51JsZkX2Ci18rig_wD7hT3j1gPiR90nZ9DTMjERPHR8BsRuiLYsWRBzdckFO5tHvbn15eBhFpU4bmvY_1aKor9IdlHQVkFpEVNmafBP7kjkTK8LXpWAKVuf-g14VRgBG8fZxb6Oh3xZk30xHINAtAIg02n_RYCJgNn1_2D1Rdx1VLR3Sg=s0-d-e1-ft#https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20260121/Header-Image-GettyImages-1682152507-original.png" width="100%" class="CToWUd a6T" data-bit="iit" tabindex="0"><br><br>
<p>If you're one of the thousands of homebuyers waiting for rates to fall, you should know it's already happening. And they recently crossed an important milestone.<span> </span><strong>Rates officially dipped their toes into the 5s – something that hasn't happened in about 3 years.</strong></p>
<p>This moment marked a critical threshold. Now, rates are sitting in the low 6% territory. And expert forecasts project they'll hover near this range throughout the year.</p>
<p>Here's why that's so good for you.<strong></strong></p>
<h4><strong>Why Current Rates Are Such a Big Deal</strong></h4>
<p>A mortgage rate doesn't just affect the interest you end up paying on your home loan. It shapes your entire buying experience.</p>
<p>When rates were up around 7% just one year ago, a lot of buyers felt priced out. Payments were higher. Budgets felt tighter. Affordability was a bigger challenge. That's especially true for first-time homebuyers, who felt the biggest pinch.</p>
<p>But according to industry experts, that's starting to change now that rates are slowly inching down. Let's break down why.</p>
<p><strong>Right now, borrowing costs are in their lowest range in almost<span> </span></strong><a href="https://www.mortgagenewsdaily.com/mortgage-rates/30-year-fixed" rel="noopener noreferrer" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://www.mortgagenewsdaily.com/mortgage-rates/30-year-fixed&source=gmail&ust=1769716339142000&usg=AOvVaw1KCA7QtOGN1EnASmLhQTT1"><strong>3 years</strong></a><strong>. And that can change the type of home you can afford.</strong></p>
<p><strong>At 6% or below, you'll see:</strong></p>
<ul>
<li><strong>Lower monthly payments.<span> </span></strong>The payment on a $400k home loan is down over $300 compared to when rates were around 7%.</li>
<li><strong>More buying power,<span> </span></strong>thanks to the extra breathing room in your budget.</li>
</ul>
<p>In other words, you can now make a stronger offer, purchase in a different location, or buy a home that checks more of your boxes. And that feels like a big shift compared to when rates were at 7%.</p>
<h4><strong>This Opens the Door for 550,000 Buyers</strong></h4>
<p>To drive home just how much this helps potential homebuyers like you, consider this<span> </span><a href="https://www.nar.realtor/magazine/real-estate-news/economy/what-mortgage-rate-will-get-more-buyers-moving" rel="noopener noreferrer" target="_blank" data-saferedirecturl="https://www.google.com/url?q=https://www.nar.realtor/magazine/real-estate-news/economy/what-mortgage-rate-will-get-more-buyers-moving&source=gmail&ust=1769716339142000&usg=AOvVaw3G9Frwxa0_-o0DUETMtKNP">research</a><span> </span>from the<span> </span><em>National Association of Realtors</em><span> </span>(NAR). It shows that when mortgage rates sit around this level, millions more households can afford a home. When rates are at 6% or below:</p>
<ul>
<li><strong>5.5 million more households can afford the median-priced home</strong></li>
<li><strong>And roughly 550,000 of those people will likely buy a home within 12 to 18 months</strong></li>
</ul>
<p>That's not just speculation. That's pent-up demand finally getting the green light they've been waiting for. You've got the chance right now to get ahead and buy before more people notice the game has just changed.</p>
<p>Because whether rates stay in the low 6s or dip back down into the upper 5s, the math is already working in your favor. And the difference from a low 6% to a high 5% isn't as big as you may think. But the difference from 7% to 6%? That is very much a big deal, and it's a number that's already working in your favor.</p>
<h4><strong>An Important Call Out</strong></h4>
<p>Mortgage rates don't operate in a vacuum. Home prices, local inventory, property taxes, home insurance, and your personal finances still matter.</p>
<p>And a rate in this territory doesn't mean every home suddenly works for every buyer. That's why getting<span> </span>pre-approved<span> </span>and running your numbers with a trusted lender is key.</p>
<p><strong>Still,</strong><span> </span><strong>this rate environment puts more buyers in play than we've seen in years</strong>.<span> </span><strong>So, if buying didn't work for you before, it's worth taking another look.</strong></p>
<h3>Bottom Line</h3>
<p><strong>Mortgage rates dropping to a 3-year low isn't just a headline.</strong></p>
<p>For many buyers, where rates are now could be the difference between watching from the sidelines and finally getting the keys to their next home.</p>
<p>If you've been waiting for a sign to re-run your numbers and see what's possible now, this is it.</p>
<p>Let's take a look at what today's rates mean for your budget and your options.</p>
</div>
<div></div>]]>
        </description>
        <pubDate>
            <![CDATA[Wed, 28 Jan 2026 14:53:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2026/01/28/mortgage-rates-recently-hit-a-3-year-low-here-s-why-that-s-still-a-big-deal]]>
        </guid>
                    <category>
                <![CDATA[Columbus & Central Ohio]]>
            </category>
                    <category>
                <![CDATA[Northeast Ohio]]>
            </category>
                    <category>
                <![CDATA[Cincinnati & Northern Kentucky]]>
            </category>
                                <overviewPhoto><![CDATA[https://ci3.googleusercontent.com/meips/ADKq_NaBLykm1vKF3qEmC5XOLmzp6-37pz2qeb51JsZkX2Ci18rig_wD7hT3j1gPiR90nZ9DTMjERPHR8BsRuiLYsWRBzdckFO5tHvbn15eBhFpU4bmvY_1aKor9IdlHQVkFpEVNmafBP7kjkTK8LXpWAKVuf-g14VRgBG8fZxb6Oh3xZk30xHINAtAIg02n_RYCJgNn1_2D1Rdx1VLR3Sg=s0-d-e1-ft#https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20260121/Header-Image-GettyImages-1682152507-original.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[4 Reasons Your House Is High on Every Buyer's Wish List This Season]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2025/11/25/4-reasons-your-house-is-high-on-every-buyer-s-wish-list-this-season]]>
        </link>
        <description>
            <![CDATA[<div>
<div class="pt-8 px-8">
<h2 class="profile-color-text text-3xl"><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/wonderlane-ADeF0nyAvLo-unsplash.jpg" width="100%" alt=""></h2>
</div>
</div>
<div class="p-6 px-8">
<div class="grid grid-cols-3 sm:flex gap-1 flex-wrap w-fit sm:w-full my-4"></div>
<div class="mt-6 flex flex-col gap-4 mb-8">
<div class="mb-2">
<p class="flex flex-col gap-4"></p>
<p>When the holidays roll around, travel plans, family gatherings, and all the chaos of the season may make you think it's better to pull your listing off the market or to wait until 2026 to<span> </span>sell your house. But here's the thing.</p>
<p>Waiting could mean missing out on a great window of opportunity. Because while other sellers are stepping away, you can lean in – and that might actually give you the edge. Here are 4 reasons selling now may be the better bet.<strong> </strong></p>
<h4><strong>1. Buyers This Time of Year Are Serious</strong></h4>
<p>Don't let the season fool you. While casual browsers tend to step back around the holidays, serious buyers stay in the game. The people looking for homes right now usually aren't just browsing. They're ready to make a move and they usually want to close before the new year. As<span> </span><em>Zillow<span> </span></em>says:</p>
<blockquote><em>"While more buyers have tended to shop in the spring and summer months, those shopping in the winter are likely to be motivated — often moving because of a job relocation, change in financial situation, or change in family needs."</em></blockquote>
<p>Their timelines are real and missing them would create a hassle for the buyer, so they're eager to get the deal done. And that's exactly the kind of buyer you want to work with.</p>
<h4><strong>2. You Have Control Over Your Schedule (and Showings)</strong></h4>
<p>Some homeowners decide not to sell this time of year because they don't want to juggle showings during the holiday rush. They're anticipating traveling to see family and thinking about buyers in their home only adds another layer of complexity. </p>
<p>But here's what no one's reminded them.<span> </span><strong>You can control your showings and can set times that work for your schedule.<span> </span></strong>You don't have to stop your plans to keep your sale on track. The right agent can help you manage your calendar, your showings, and your stress level.</p>
<h4><strong>3. Other Sellers May Step Back, Which Means Less Competition</strong></h4>
<p>Because fewer sellers tend to list this time of year, the number of<span> </span>homes for sale<span> </span>usually falls a bit. Lisa Sturtevant, Chief Economist at<span> </span><em>Bright MLS</em>, explains:</p>
<blockquote><em>"As we approach the end of the year, listing activity tends to slow and would-be sellers decide to wait until after the new year to list . . ."</em></blockquote>
<p>And in a year when inventory has been steadily rising, that seasonal slowdown works in your favor. With the potential for fewer sellers on the market, your house will stand out. So, a seasonal dip in listings could help you<span> </span>get noticed, especially if your home is priced right and presented well.</p>
<h4><strong>4. Homes Decorated for the Holidays Can Feel More Inviting</strong></h4>
<p>You may not realize it, but seasonal decor can actually help you appeal to buyers. Maybe it's that they have an easier time picturing themselves making memories in the home. Maybe it just feels cozier and more inviting. Whatever the reason, it works. Sometimes tasteful seasonal touches can make it easier to sell your house.</p>
<p>But don't go overboard. Keep your choices simple to let your home's charm shine through.</p>
<p></p>
</div>
<div>
<h3 class="text-xl mb-2">Bottom Line</h3>
<p></p>
<p>There are plenty of good reasons to put (or keep) your house on the market during this time of year.</p>
<p>If you want to talk strategy for how to make the most of this season in our market, let's <a href="http://customercare.cutlerhomes.com/contact">connect</a>.</p>
<p></p>
</div>
</div>
</div>]]>
        </description>
        <pubDate>
            <![CDATA[Tue, 25 Nov 2025 13:01:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2025/11/25/4-reasons-your-house-is-high-on-every-buyer-s-wish-list-this-season]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                    <category>
                <![CDATA[Columbus & Central Ohio]]>
            </category>
                    <category>
                <![CDATA[Northeast Ohio]]>
            </category>
                    <category>
                <![CDATA[Cincinnati & Northern Kentucky]]>
            </category>
                            <tag>
                <![CDATA[Sell a Home]]>
            </tag>
                    <tag>
                <![CDATA[Selling Your Home with a Realtor]]>
            </tag>
                        <overviewPhoto><![CDATA[http://customercare.cutlerhomes.com/shared/fs/0769/company/wonderlane-ADeF0nyAvLo-unsplash.jpg]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Don't Let Student Loans Hold You Back from Homeownership]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2025/05/14/don-t-let-student-loans-hold-you-back-from-homeownership]]>
        </link>
        <description>
            <![CDATA[<h3>Don't Let Student Loans Hold You Back from Homeownership</h3>
<p><br><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20250507/20250514-Don-t-Let-Student-Loans-Hold-You-Back-from-Homeownership-original.png" width="600"><br><br></p>
<p>Did you know? According to a recent study, <strong>72%</strong> of people with student loans think their debt will delay their ability to buy a home. Maybe you're one of them and you're wondering:</p>
<ul>
<li>Do you have to wait until you've paid off those loans before you can buy your first home?</li>
<li>Or is it possible you could still qualify for a home loan even with that debt?</li>
</ul>
<p>Having questions like these is normal, especially when you're thinking about making such a big purchase. But you should know, you may be putting your homeownership goals on the backburner unnecessarily.</p>
<h4><strong>Can You Qualify for a Home Loan if You Have Student Loans?</strong></h4>
<p>In the simplest sense, what you want to know is can you still buy your first home if you have student debt. Here's what <em>Yahoo Finance</em> says:</p>
<blockquote><em>" . . . student loans don't have to get in your way when it comes to becoming a homeowner. With the right approach and an understanding of how debt impacts your home-buying options, </em><strong><em>buying a house when you have student loans is possible.</em></strong><em>"</em></blockquote>
<p>And the data backs this up. An annual <a href="https://www.nar.realtor/research-and-statistics/research-reports/highlights-from-the-profile-of-home-buyers-and-sellers" rel="noopener noreferrer" target="_blank">report</a> from the <em>National Association of Realtors </em>(NAR), shows that <strong>32%</strong> of first-time buyers had student loan debt (<em>see graph below</em>): </p>
<p><a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20250507/20250514-Percentage-of-Buyers-Who-Have-Student-Loan-Debt-original.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20250507/20250514-Percentage-of-Buyers-Who-Have-Student-Loan-Debt-original.png" alt="a graph of a student loan"></a>While everyone's situation is unique, your goal may be more doable than you realize. Plenty of people with student loans have been able to qualify for and buy a home. Let that reassure you that it is still possible, even as a first-time buyer. And just in case it's helpful to know, the median student loan debt was<strong> </strong><a href="https://www.nar.realtor/research-and-statistics/research-reports/highlights-from-the-profile-of-home-buyers-and-sellers" rel="noopener noreferrer" target="_blank"><strong>$30,000</strong></a>. As an article from <em>Chase </em>says:</p>
<blockquote><em>"</em><strong><em>It's important to note that student loans usually don't affect your ability to qualify for a mortgage any differently than other types of debt </em></strong><em>you have on your credit report, such as credit card debt and auto loans."</em></blockquote>
<p>If your income is steady and your overall finances are solid, homeownership can still be within reach. <strong>So, having student loans doesn't necessarily mean you have to wait to buy a home.</strong></p>
<h3>Bottom Line</h3>
<p>Having student loans doesn't mean buying a home is off the table. Before you count yourself out, talk to a lender to get a clearer picture of what you can afford and how close you are to taking the first step toward homeownership.</p>]]>
        </description>
        <pubDate>
            <![CDATA[Wed, 14 May 2025 09:17:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2025/05/14/don-t-let-student-loans-hold-you-back-from-homeownership]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                    <category>
                <![CDATA[Columbus & Central Ohio]]>
            </category>
                    <category>
                <![CDATA[Northeast Ohio]]>
            </category>
                    <category>
                <![CDATA[Cincinnati & Northern Kentucky]]>
            </category>
                                <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20250507/20250514-Don-t-Let-Student-Loans-Hold-You-Back-from-Homeownership-original.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[The #1 Thing Sellers Need To Know About Their Asking Price]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2025/04/04/the-1-thing-sellers-need-to-know-about-their-asking-price]]>
        </link>
        <description>
            <![CDATA[<h3>The #1 Thing Sellers Need To Know About Their Asking Price</h3>
<p><br><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20250402/20250403--original.png" width="600"><br><br></p>
<p>When you put your house on the market, you want to sell it quickly and for the best price possible; that's generally the goal. But too many sellers are shooting too high right now. They don't realize the market has shifted as inventory has grown. The side effect? Price cuts are on the rise, but they really don't have to be. Here's why.</p>
<p>According to <a href="https://www.realtor.com/research/february-2025-data/" rel="noopener noreferrer" target="_blank">data</a> from <em>Realtor.com</em>, in February, price cuts were the highest they've been in any other February since 2019 (<em>see graph below</em>):</p>
<p><a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20250402/20250403-The-Number-of-Price-Cuts-Is-Back-at-Normal-Levels-original.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20250402/20250403-The-Number-of-Price-Cuts-Is-Back-at-Normal-Levels-original.png" alt="a graph of blue rectangles with numbers" width="600"><br></a></p>
<p><strong>If you consider that 2019 was the last true normal year for the housing market – that's a big deal. We're getting back to what's typical for the market. </strong></p>
<p>This isn't the same frenzied seller's market we saw a few years ago. You may not get the same price your neighbor did at the height of the pandemic. And that means you may need to reset your expectations.</p>
<p>Because here's the reality. If you shoot too high and have to lower your price after the fact, you could actually end up walking away with lower offers than if you'd priced it right from the start. So, how do you avoid that? You lean on your agent.</p>
<h4><strong>How an Agent Helps You Nail the Right Price </strong></h4>
<p>A great agent doesn't just pull a number out of thin air. They'll use real data and market trends to make sure your house is priced based on what your specific home is valued at today. So, you're setting a realistic price – one that'll draw in serious buyers.</p>
<p>And based on your agent's analysis of your local market, they may even recommend strategically pricing slightly below market value to help your house attract more eyes and more competitive offers. Here's how your agent will determine the right number for your house:</p>
<ul>
<li><strong>They look at recent sales. </strong>What did similar homes in your area actually sell for? Not list for, sell for.</li>
<li><strong>They analyze local market trends</strong>. Your home's value isn't just about what you want for it, it's about what buyers in your area are willing to pay.</li>
<li><strong>They craft the right strategy. </strong>They'll make sure your home is priced to attract attention and create a sense of urgency among buyers.</li>
</ul>
<h4><strong>Why Overpricing Backfires </strong></h4>
<p>Unfortunately, some sellers still ignore their agent's advice and prefer to start high just to see what happens. The hope being maybe they get their full asking price, or they at least have more wiggle room for negotiation. But pricing high usually ends up costing you, and here's why:</p>
<ul>
<li><strong>Buyers may not even look at it</strong>. Today's buyers are more budget-conscious than ever. If they see a home that seems overpriced, they're likely to skip it completely rather than try to negotiate.</li>
<li><strong>It could sit on the market for too long</strong>. The longer your home sits unsold, the more buyers will assume something's wrong with it. That can make it even harder to sell down the line.</li>
<li><strong>You might end up getting less</strong>. Homes that require a price cut often sell for less than they would have if they had been priced right from the start.</li>
</ul>
<p>You can see that shake out in the graph below. It uses <a href="https://www.nar.realtor/research-and-statistics/research-reports/highlights-from-the-profile-of-home-buyers-and-sellers" rel="noopener noreferrer" target="_blank">data</a> from the <em>National Association of Realtors</em> (NAR) to show that the longer a house sits, the less it'll sell for:</p>
<p><a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20250402/20250403-The-Longer-a-House-Sits-the-Less-It-Sells-For-original.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20250402/20250403-The-Longer-a-House-Sits-the-Less-It-Sells-For-original.png" alt="a graph of blue rectangular objects" width="600"><br></a>This graph shows that if a house sells within the first 4 weeks it is listed, it usually goes for full price. Based on experience, that's what usually happens to homes that are priced at or just below current market value. If it's priced right, buyers will be interested, and, ultimately, willing to pay the asking price – or compete with other buyers and even go over asking.</p>
<p>But if a house isn't priced right, it doesn't sell as quickly. And this graph shows that, after the first 4 weeks on the market, the price starts to drop from there. That's because buyer interest falls off the longer it sits. So, it becomes more likely a seller will either accept a lower offer because that's all they have, or opt to do a price drop to draw people back in.</p>
<h3>Bottom Line</h3>
<p>The last thing you want is to list too high, watch your house sit, and then have to drop the price just to get attention. Let's <a href="http://customercare.cutlerhomes.com/contact">connect</a> so that doesn't happen to you.</p>
<p><strong>Want to make sure your home sells quickly and for the best price? Let's go over the right pricing strategy for your house.</strong></p>]]>
        </description>
        <pubDate>
            <![CDATA[Fri, 04 Apr 2025 10:33:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2025/04/04/the-1-thing-sellers-need-to-know-about-their-asking-price]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                                <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20250402/20250403--original.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[The Real Benefits of Buying a Home This Year]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2025/02/07/the-real-benefits-of-buying-a-home-this-year]]>
        </link>
        <description>
            <![CDATA[<h3><b>The Real Benefits of Buying a Home This Year</b></h3>
<p><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20250129/20250203-The-Real-Benefits-of-Buying-a-Home-This-Year-original.png"><br><br></p>
<p><span style="font-weight: 400;">Have you been wondering whether you should keep renting or finally make the leap into homeownership? It's a big decision, and let's be real — renting can feel like the easier option, especially if buying a home feels out of reach.</span></p>
<p><span style="font-weight: 400;">But here's the thing: a recent report from </span><i><span style="font-weight: 400;">Bank of America</span></i><span style="font-weight: 400;"> highlights that </span><b>70% of prospective buyers fear the long-term consequences of renting</b><span style="font-weight: 400;">, including not building equity and dealing with rising rents.</span></p>
<p><span style="font-weight: 400;">Maybe you're feeling that too — concerned about where renting might leave you down the road, but still unsure if you'd even be able to buy right now. The truth is, if you're able to make the numbers work, buying a home has powerful long-term financial benefits.</span></p>
<p><span style="font-weight: 400;">Let's break down why homeownership is worth considering in 2025 and beyond, and how it can help set you up for the future.</span></p>
<h4><b>Buying Builds Wealth Over Time</b></h4>
<p><span style="font-weight: 400;">Buying a home allows you to turn your monthly housing costs into a long-term investment. That's because, as shown in </span><a href="https://fred.stlouisfed.org/series/ASPUS"><span style="font-weight: 400;">data</span></a><span style="font-weight: 400;"> from the </span><i><span style="font-weight: 400;">Census</span></i><span style="font-weight: 400;"> and the </span><i><span style="font-weight: 400;">Department of Housing and Urban Development</span></i><span style="font-weight: 400;"> (HUD), home prices tend to increase over time (</span><i><span style="font-weight: 400;">see graph below</span></i><span style="font-weight: 400;">):</span></p>
<p><span style="font-weight: 400;"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20250129/20250203-Home-Price-Appreciation-Since-1988-original.png" alt="a graph of a price of houses sold in the united states"></span></p>
<p><span style="font-weight: 400;">Rising home prices directly benefit homeowners. That's because when you own a home, you build equity — meaning your ownership stake in your home grows as you pay down your mortgage and your home's value appreciates. And that, in turn, makes your net worth grow too.</span></p>
<p><span style="font-weight: 400;">Maybe that's why, according to the </span><i><span style="font-weight: 400;">National Association of Realtors</span></i><span style="font-weight: 400;"> (NAR), </span><a href="https://www.nar.realtor/research-and-statistics/research-reports/highlights-from-the-profile-of-home-buyers-and-sellers"><b>79%</b></a><b> of buyers believe owning a home is a good financial investment</b><span style="font-weight: 400;">.</span></p>
<h4><b>Renting Comes with Rising Costs</b></h4>
<p><span style="font-weight: 400;">Renting may feel more affordable in the short term, especially right now with today's home prices and mortgage rates. But the reality is, over time, rent almost always goes up too. Take a look at the data and you can see that play out. According to </span><i><span style="font-weight: 400;">Census</span></i> <a href="http://www.census.gov/housing/hvs/files/currenthvspress.pdf%20(Q3%20$1,523)"><span style="font-weight: 400;">data</span></a><span style="font-weight: 400;">, rents have significantly increased over the decades (</span><i><span style="font-weight: 400;">see graph below</span></i><span style="font-weight: 400;">):</span></p>
<p><span style="font-weight: 400;"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20250129/20250203-Increase-in-Rents-Since-1988-original.png" alt="a graph of a number of people"></span></p>
<p><span style="font-weight: 400;">This means if you decide to rent, you'll likely face growing expenses each time you renew or sign a new lease – and that'll happen without building any wealth in return. Plus, those rising costs may make it harder to save up to buy a home down the road.</span></p>
<h4><b>Renting vs. Buying: The Long-Term Impact</b></h4>
<p><span style="font-weight: 400;">When you own a home, your payments are an investment in your future. Renting, on the other hand, means your money is gone for good — it helps your landlord build equity, not you.</span></p>
<p><span style="font-weight: 400;">Renting works for those not ready (or able) to buy today. But if you are able to make the numbers work, buying a home builds equity and sets you up for long-term financial success. So, even though renting may seem easier now, it can't match the benefits of homeownership.</span></p>
<h3><b>Bottom Line</b></h3>
<p><span style="font-weight: 400;">If you can afford it, take control of your financial future by making homeownership part of your plan. It's an investment you won't regret.</span></p>
<p><b>Do you want to see what starter homes are available in our market?</b><span style="font-weight: 400;"> Let's <a href="http://customercare.cutlerhomes.com/contact">connect</a> today to explore your options.</span></p>
<p></p>]]>
        </description>
        <pubDate>
            <![CDATA[Fri, 07 Feb 2025 09:24:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2025/02/07/the-real-benefits-of-buying-a-home-this-year]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                                <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20250129/20250203-The-Real-Benefits-of-Buying-a-Home-This-Year-original.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[How Home Equity May Help You Buy Your Next Home in Cash]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/12/23/how-home-equity-may-help-you-buy-your-next-home-in-cash]]>
        </link>
        <description>
            <![CDATA[<p><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20241216/20241223-Image-Header-original.png"></p>
<p><span style="font-weight: 400;">Building equity in your house is one of the biggest financial advantages of homeownership. And right now, homeowners across the country are sitting on record amounts of it.</span></p>
<p><span style="font-weight: 400;">Here's a look at how that equity could be a game changer for you, and why it'll flip your </span><a href="https://www.inman.com/2024/11/21/heres-how-to-answer-todays-most-pressing-buyer-and-seller-questions/"><span style="font-weight: 400;">perspective</span></a><span style="font-weight: 400;"> from "</span><i><span style="font-weight: 400;">Why would I move right now?</span></i><span style="font-weight: 400;">" to "</span><i><span style="font-weight: 400;">Why wouldn't I?</span></i><span style="font-weight: 400;">"</span></p>
<h4><b>Home Equity: What Is It?</b></h4>
<p><span style="font-weight: 400;">Home equity</span><span style="font-weight: 400;"> is the difference between how much your house is worth and how much you still owe on your mortgage. For example, if your house is valued at $400,000 and you only owe $200,000 on your mortgage, your equity would be $200,000.</span></p>
<h4><b>Why Equity Is Such a Big Deal for Homeowners Looking To Sell</b></h4>
<p><span style="font-weight: 400;">Recent data from the </span><a href="https://data.census.gov/cedsci/all?q=mortgage"><i><span style="font-weight: 400;">Census</span></i></a><span style="font-weight: 400;"> and </span><a href="https://www.attomdata.com/news/most-recent/q2-2024-home-equity-and-underwater-report/"><i><span style="font-weight: 400;">ATTOM</span></i></a><span style="font-weight: 400;"> shows how significant today's home equity really is. In fact, more than two out of three homeowners have either completely paid off their mortgages (</span><i><span style="font-weight: 400;">shown in green in the chart below</span></i><span style="font-weight: 400;">) or have at least 50% equity in their homes (</span><i><span style="font-weight: 400;">shown in blue in the chart below</span></i><span style="font-weight: 400;">):</span></p>
<p><span style="font-weight: 400;"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20241216/20241223-Over-2-3-of-Americans-Have-Paid-Off-Their-Mortgage-or-Have-at-Least-50-Percent-Equity-original.png" alt="a pie chart with text"></span></p>
<p><span style="font-weight: 400;">And that's a big deal. Think about it: 2 out of 3 homeowners have at least 50% equity in their homes. To put a more tangible number on it so you can think about what that really means for someone like you, </span><i><span style="font-weight: 400;">CoreLogic</span></i><span style="font-weight: 400;"> shows the average homeowner has </span><a href="https://www.corelogic.com/intelligence/homeowner-equity-insights-q3-2024/"><span style="font-weight: 400;">$311,000</span></a><span style="font-weight: 400;"> worth of equity built up. That kind of net worth can go a long way if you're trying to make a move.</span></p>
<p><span style="font-weight: 400;">And that's part of the reason why the share of all-cash buyers recently reached a new high. According to an </span><a href="https://www.nar.realtor/research-and-statistics/research-reports/highlights-from-the-profile-of-home-buyers-and-sellers"><span style="font-weight: 400;">annual report</span></a><span style="font-weight: 400;"> from the </span><i><span style="font-weight: 400;">National Association of Realtors</span></i><span style="font-weight: 400;"> (NAR), 26% of buyers were able to buy without a mortgage (</span><i><span style="font-weight: 400;">see graph below</span></i><span style="font-weight: 400;">):</span></p>
<p><span style="font-weight: 400;"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20241216/20241223-The-Share-of-All-Cash-Buyers-Reaches-New-High-original.png" alt="a graph with numbers and lines"></span></p>
<p><span style="font-weight: 400;">Imagine buying your next house in cash. No mortgage. No monthly payment. No interest rate to mess with. If you want to find out how much equity you have to see if that's an option for you, connect with a real estate agent and ask for a professional equity assessment report (PEAR).</span></p>
<p><span style="font-weight: 400;">Who knows, you may find out you have enough equity to buy your next place outright– and with today's mortgage rates, not having to take out a home loan is pretty incredible. Even if you don't have enough equity to buy in all cash, you may still have enough to make a larger down payment, which has its own benefits too.</span></p>
<h3><b>Bottom Line</b></h3>
<p><span style="font-weight: 400;">Homeowners have an incredible amount of equity today – and that's why the share of all-cash buyers is on the rise. To see how much equity you have and talk through how it can help fuel your next move, let's <a href="http://customercare.cutlerhomes.com/contact">connect.</a></span></p>
<p></p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 23 Dec 2024 11:54:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/12/23/how-home-equity-may-help-you-buy-your-next-home-in-cash]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                                <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20241216/20241223-Image-Header-original.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[When Will Mortgage Rates Come Down?]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/12/09/when-will-mortgage-rates-come-down]]>
        </link>
        <description>
            <![CDATA[<h3><b>When Will Mortgage Rates Come Down?</b></h3>
<p><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20241202/20241204-When-Will-Mortgage-Rates-Come-Down-original.png"><br><br></p>
<p><span style="font-weight: 400;">One of the biggest questions on everyone's minds right now is: when will mortgage rates come down? After several years of rising rates and a lot of bouncing around in 2024, we're all eager for some relief.</span></p>
<p><span style="font-weight: 400;">While no one can project where rates will go with complete accuracy or the exact timing, experts offer some insight into what we might see going into next year. Here's what the latest forecasts show.</span></p>
<h4><b>Mortgage Rates Are Expected To Ease and Stabilize in 2025</b></h4>
<p><span style="font-weight: 400;">After a lot of volatility and uncertainty, the </span><a href="https://www.fanniemae.com/media/53846/display"><span style="font-weight: 400;">most updated</span></a><span style="font-weight: 400;"> forecasts suggest </span><a href="https://img03.en25.com/Web/MortgageBankersAssociation/%7Bd6cd1c27-d804-4051-9c35-6c1b1117b50c%7D_Mortgage_Finance_Forecast_Nov_2024.pdf"><span style="font-weight: 400;">rates</span></a><span style="font-weight: 400;"> will start to stabilize over the next year, and should </span><a href="https://wellsfargo.bluematrix.com/links2/html/05ca4b0c-2522-4b31-a2c1-1bcca918664d"><span style="font-weight: 400;">ease</span></a><span style="font-weight: 400;"> a bit compared to where they are right now (</span><i><span style="font-weight: 400;">see graph below</span></i><span style="font-weight: 400;">):</span></p>
<p><span style="font-weight: 400;"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20241202/20241204-Mortgage-Rate-Projections-original.png" alt="a blue and white graph with numbers"></span></p>
<p><span style="font-weight: 400;">As Lawrence Yun, Chief Economist at the</span><i><span style="font-weight: 400;"> National Association of Realtors </span></i><span style="font-weight: 400;">(NAR), </span><a href="https://www.inman.com/2024/11/21/nar-signals-worst-of-downturn-may-be-over-as-existing-home-sales-rise/"><span style="font-weight: 400;">says</span></a><span style="font-weight: 400;">: </span></p>
<p><i><span style="font-weight: 400;">"While mortgage rates remain elevated, they are expected to stabilize."</span></i></p>
<h4><b>Key Factors That'll Impact the Future of Mortgage Rates</b></h4>
<p><span style="font-weight: 400;">It's important to note that the timing and the pace of what happens with mortgage rates is one of the most challenging forecasts to make in the housing market. That's because these forecasts hinge on a few key factors all lining up. So don't be fooled, because while rates are expected to come down slightly, they're going to be a moving target. And the ups and downs of ongoing economic drivers will likely stick around. Here's a look at just a few of the things that'll influence where they go from here:</span></p>
<ul>
<li style="font-weight: 400;" aria-level="1"><b>Inflation</b><span style="font-weight: 400;">: If inflation cools, rates could dip a bit more. On the flip side, if inflation rises or remains stubbornly high, rates may stay elevated longer.</span></li>
<li style="font-weight: 400;" aria-level="1"><b>Unemployment Rate:</b><span style="font-weight: 400;"> The unemployment rate also plays a significant role in upcoming decisions by the </span><i><span style="font-weight: 400;">Federal Reserve</span></i><span style="font-weight: 400;"> (the Fed). And while the Fed doesn't set mortgage rates, their actions do reflect what's happening in the greater economy, which can have an impact.</span></li>
<li style="font-weight: 400;" aria-level="1"><b>Government Policies</b><span style="font-weight: 400;">: With the next administration set to take office in January, fiscal and monetary policies could also affect how financial markets respond and where rates go from here.</span></li>
</ul>
<p><span style="font-weight: 400;">Remember, these forecasts are based on the best information available right now. As new economic data comes out, experts will revise their projections accordingly. So, don't try to time the market based on these forecasts alone.</span></p>
<p><span style="font-weight: 400;">Instead, the best thing you can do is focus on what you can control right now. Work on improving your credit score, put away any extra cash for your down payment, and automate your savings. All of these things will help you reach your homeownership goals even faster.</span></p>
<p><span style="font-weight: 400;">And be sure to connect with a trusted agent and a lender, so you always have the latest updates – and an expert opinion on what that means for your move.</span></p>
<h3><b>Bottom Line</b></h3>
<p><span style="font-weight: 400;">If you're planning to move and want to stay informed about where mortgage rates are heading, let's connect.</span></p>
<p></p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 09 Dec 2024 10:05:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/12/09/when-will-mortgage-rates-come-down]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                                <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20241202/20241204-When-Will-Mortgage-Rates-Come-Down-original.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Renting vs. Buying: The Net Worth Gap You Need To See]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/11/07/renting-vs-buying-the-net-worth-gap-you-need-to-see]]>
        </link>
        <description>
            <![CDATA[<p><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20241105/20241107-Renting-vs-original.-Buying-The-Net-Worth-Gap-You-Need-To-See"></p>
<p><span style="font-weight: 400;">Trying to decide between renting or buying a home? One key factor that could help you choose is just how much homeownership can grow your net worth.</span></p>
<p><span style="font-weight: 400;">Every three years, the </span><i><span style="font-weight: 400;">Federal Reserve Board</span></i><span style="font-weight: 400;"> shares a report called the </span><a href="https://www.federalreserve.gov/publications/files/scf23.pdf"><i><span style="font-weight: 400;">Survey of Consumer Finances</span></i></a><span style="font-weight: 400;"> (SCF). It shows how much wealth homeowners and renters have – and the difference is significant.</span></p>
<p><b>On average, a homeowner's net worth is nearly 40 times higher than a renter's.</b><span style="font-weight: 400;"> Check out the graph below to see the difference for yourself:</span></p>
<h4><b><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20241105/20241107-Homeowner-Net-Worth-Almost-40X-Greater-original.png"></b></h4>
<h4><b>Why Homeowner Wealth Is So High</b></h4>
<p><span style="font-weight: 400;">In the previous version of that report, the average homeowner's net worth was about $255,000, while the average renter's was just $6,300. That's still a big gap. But in the most recent update, the spread got even bigger as homeowner wealth grew even more (</span><i><span style="font-weight: 400;">see graph below</span></i><span style="font-weight: 400;">):</span></p>
<p><span style="font-weight: 400;"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20241105/20241107-The-Net-Worth-Gap-Between-Homeowners-and-Renters-Has-Reached-a-Historic-High-original.png" alt="a graph with green line and orange line"></span></p>
<p><span style="font-weight: 400;">As the SCF report </span><a href="https://www.federalreserve.gov/publications/files/scf23.pdf"><span style="font-weight: 400;">says</span></a><span style="font-weight: 400;">:</span></p>
<p><i><span style="font-weight: 400;">". . . the 2019-2022 growth in median net worth was the largest three-year increase over the history of the modern SCF, more than double the next-largest one on record."</span></i></p>
<p><b>One big reason why homeowner wealth shot up is home equity.</b></p>
<p><span style="font-weight: 400;">Equity is the difference between your home's value and what you owe on your mortgage. You gain equity by paying down your mortgage and when your home's value goes up.</span></p>
<p><span style="font-weight: 400;">Over the past few years, home prices have gone up a lot. That's because there weren't enough available homes for all the people who wanted one. This supply-demand imbalance pushed home prices up – and that translated into faster equity gains and even more net worth for homeowners.</span></p>
<p><span style="font-weight: 400;">If you're still torn between whether to rent or buy, here's what you should know. While inventory has grown this year, in most places, there's still not enough to go around. That's why expert forecasts show prices are expected to go up again next year nationally. It'll just be at a more moderate pace.</span></p>
<p><span style="font-weight: 400;">While that's not the sky-high appreciation we saw during the pandemic, it still means potential equity gains for you if you buy now. As Ksenia Potapov, Economist at </span><i><span style="font-weight: 400;">First American</span></i><span style="font-weight: 400;">, </span><a href="https://blog.firstam.com/economics/building-wealth-brick-by-brick"><span style="font-weight: 400;">explains</span></a><span style="font-weight: 400;">:</span></p>
<p><i><span style="font-weight: 400;">"Despite the risk of volatility in the housing market</span></i><b><i>, homeownership remains an important driver of wealth accumulation and the largest source of total wealth among most households</i></b><i><span style="font-weight: 400;">."</span></i></p>
<p><span style="font-weight: 400;">But prices and inventory are going to vary by area. So, lean on a local real estate agent. They'll be able to give you the local trends and speak to the other financial and lifestyle benefits that come with owning a home. That crucial information will help you decide the best move for you right now. As </span><i><span style="font-weight: 400;">Bankrate</span></i><span style="font-weight: 400;"> explains:</span></p>
<p><i><span style="font-weight: 400;">"Deciding between renting and buying a home isn't just about cost — the decision also involves long-term financial strategies and personal circumstances. </span></i><b><i>If you're on the fence about which is right for you, it may be helpful to speak with a local real estate agent who knows your market well. An experienced agent can help you weigh your options and make a more informed decision.</i></b><i><span style="font-weight: 400;">"</span></i></p>
<h3><b>Bottom Line</b></h3>
<p><span style="font-weight: 400;">If you're not sure if you should rent or buy, keep in mind that if you can make the numbers work, owning a home can really grow your wealth over time.</span></p>
<p><span style="font-weight: 400;">And if homeownership feels out of reach, let's <a href="http://customercare.cutlerhomes.com/contact">connect</a> so we can explore programs that may make buying possible. </span></p>
<p></p>]]>
        </description>
        <pubDate>
            <![CDATA[Thu, 07 Nov 2024 11:10:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/11/07/renting-vs-buying-the-net-worth-gap-you-need-to-see]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                                <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20241105/20241107-Renting-vs-original.-Buying-The-Net-Worth-Gap-You-Need-To-See]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Today's Biggest Housing Market Myths]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/08/26/today-s-biggest-housing-market-myths]]>
        </link>
        <description>
            <![CDATA[<h3><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240820/20240822-Today-s-Biggest-Housing-Market-Myths-original.png"></h3>
<p><br><br></p>
<p><span style="font-weight: 400;">Have you ever heard the phrase: don't believe everything you hear? That's especially true if you're thinking about buying or selling a home in today's housing market. There's a lot of misinformation out there. And right now, making sure you have someone you can go to for trustworthy information is extra important.</span></p>
<p><span style="font-weight: 400;">If you partner with a real estate agent, they can clear up some common misconceptions and reassure you by backing them up with research-driven facts. Here are just a few misconceptions they can help disprove.</span></p>
<h4><b>1. I'll Get a Better Deal Once Prices Crash</b></h4>
<p><span style="font-weight: 400;">If you've heard home prices are going to come crashing down, it's time to look at what's actually happening. While prices vary by local market, there's a lot of data out there from numerous sources that shows a crash is not going to happen. Back in 2008, there was a dramatic oversupply of homes that led to prices crashing. Across the board, there's an undersupply of homes for sale today. That makes this market a whole different scenario (</span><i><span style="font-weight: 400;">see chart below</span></i><span style="font-weight: 400;">):</span></p>
<p><span style="font-weight: 400;"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240820/20240822-Why-Today-s-Inventory-Won-t-Make-Home-Prices-Crash-original.png" alt="No Caption Received"></span></p>
<p><span style="font-weight: 400;">So, if you think waiting will score you a deal, know that </span><a href="https://www.census.gov/construction/nrc/current/index.html"><span style="font-weight: 400;">data</span></a><span style="font-weight: 400;"> shows there's </span><a href="https://www.attomdata.com/news/most-recent/u-s-foreclosure-activity-increases-quarterly-in-q1-2024/"><span style="font-weight: 400;">not a crash</span></a><span style="font-weight: 400;"> on the horizon, and waiting isn't going to pay off the way you'd hoped.</span></p>
<h4><b>2. I Won't Be Able To Find Anything To Buy</b></h4>
<p><span style="font-weight: 400;">If this nagging fear about finding the right home if you move is still holding you back, you probably haven't talked with an expert real estate agent lately. Throughout the year, the supply of homes for sale has grown. </span><a href="https://www.realtor.com/research/july-2024-data/"><span style="font-weight: 400;">Data</span></a><span style="font-weight: 400;"> from </span><i><span style="font-weight: 400;">Realtor.com </span></i><span style="font-weight: 400;">helps put this into context. While there are still fewer homes on the market than in a more normal year like 2019, inventory is still above where it was at this time last year (</span><i><span style="font-weight: 400;">see graph below</span></i><span style="font-weight: 400;">):</span></p>
<p><span style="font-weight: 400;"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240820/20240822-The-Supply-of-Homes-for-Sale-Is-Improving-original.png" alt="No Caption Received"></span></p>
<p><span style="font-weight: 400;">So, if you're remembering all that media coverage about record-low supply during the pandemic, you can rest a bit easier. While the market isn't back to normal just yet, inventory is moving in a healthier direction. And that means as your </span><a href="https://www.simplifyingthemarket.com/en/2024/08/08/where-will-you-go-after-you-sell/?a=175015-a1c09b42c6c82bece817616dc5ed9097"><span style="font-weight: 400;">options improve</span></a><span style="font-weight: 400;">, you can let go of this now outdated myth because finding a home to buy won't feel quite so impossible anymore.</span></p>
<h4><b>3. I Have To Wait Until I Have Enough for a 20% Down Payment</b></h4>
<p><span style="font-weight: 400;">Many people still believe you need a 20% down payment to buy a home. To show just how widespread this myth is, </span><a href="https://www.fanniemae.com/media/52106/display"><i><span style="font-weight: 400;">Fannie Mae</span></i></a> <span style="font-weight: 400;">says:</span></p>
<p><i><span style="font-weight: 400;">"Approximately 90% of consumers overstate or don't know the minimum required down payment for a typical mortgage."</span></i></p>
<p><span style="font-weight: 400;">And if you look at </span><a href="https://www.nar.realtor/research-and-statistics/research-reports/highlights-from-the-profile-of-home-buyers-and-sellers"><span style="font-weight: 400;">the data</span></a><span style="font-weight: 400;"> from the </span><i><span style="font-weight: 400;">National Association of Realtors </span></i><span style="font-weight: 400;">(NAR), you can see the typical homeowner isn't putting down as much as you might expect (</span><i><span style="font-weight: 400;">see graph below</span></i><span style="font-weight: 400;">):</span></p>
<p><span style="font-weight: 400;"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240820/20240822-Today-s-Median-Down-Payment-Is-Less-Than-20percent-original.png"></span></p>
<p><span style="font-weight: 400;">First-time homebuyers are typically only putting down 6%. That's far less than the 20% so many people think they need. And if you're looking at that graph and you're more focused on how the number for repeat buyers is closer to 20%, here's what you need to realize. That's only because they have so much equity built up in their current house that can be used to make a larger down payment for their next move.</span></p>
<p><span style="font-weight: 400;">This goes to show you don't have to put 20% down, unless it's specified by your loan type or lender. Many people put down a lot less. Not to mention, depending on the type of home loan you get, you may only need to put </span><a href="https://www.benefits.gov/benefit/504"><span style="font-weight: 400;">3.5%</span></a><span style="font-weight: 400;"> or even </span><a href="https://www.benefits.gov/benefit/504"><span style="font-weight: 400;">0%</span></a> <a href="https://www.rd.usda.gov/programs-services/single-family-housing-programs/single-family-housing-guaranteed-loan-program"><span style="font-weight: 400;">down</span></a><span style="font-weight: 400;">. So, if you're buying your first home, you likely don't need nearly as much for your down payment as you may think.</span></p>
<h4><b>An Agent's Role in Fighting Misconceptions</b></h4>
<p><span style="font-weight: 400;">If you put your move on pause because you heard one or more of these myths yourself, it's time to talk to a trusted agent. An expert agent has more data and the facts, just like this, to reassure you and help break through any misconceptions that may be holding you back.</span></p>
<h3><b>Bottom Line</b></h3>
<p><span style="font-weight: 400;">If you have questions about what you're hearing or reading, let's <a href="http://customercare.cutlerhomes.com/contact">connect.</a> You deserve to have someone you can trust to get the facts.</span></p>
<p></p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 26 Aug 2024 08:07:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/08/26/today-s-biggest-housing-market-myths]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                                <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240820/20240822-Today-s-Biggest-Housing-Market-Myths-original.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Is Affordability Starting To Improve?]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/08/19/is-affordability-starting-to-improve]]>
        </link>
        <description>
            <![CDATA[<h3></h3>
<h3><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240812/20240813-is-affordability-starting-to-improve-original.png"><br><br></h3>
<p><span style="font-weight: 400;">Over the past couple of years, a lot of people have had a hard time buying a home. And while affordability is still tight, there are signs it's getting a little better and might keep improving throughout the rest of the year. Lawrence Yun, Chief Economist at the </span><i><span style="font-weight: 400;">National Association of Realtors</span></i><span style="font-weight: 400;"> (NAR), </span><a href="https://www.cnbc.com/2024/07/30/here-are-the-signs-of-an-improving-housing-market.html"><span style="font-weight: 400;">says</span></a><span style="font-weight: 400;">:</span></p>
<p><i><span style="font-weight: 400;">"Housing affordability is improving ever so modestly, but it is moving in the right direction."</span></i></p>
<p><span style="font-weight: 400;">Here's a look at the latest data on the three biggest factors affecting home affordability: mortgage rates, home prices, and wages. </span></p>
<h4><b>1. Mortgage Rates</b></h4>
<p><span style="font-weight: 400;">Mortgage rates</span><span style="font-weight: 400;"> have been volatile this year, bouncing around from the mid-6% to low 7% range. But there's some good news. Data from </span><i><span style="font-weight: 400;">Freddie Mac</span></i><span style="font-weight: 400;"> shows rates have been </span><a href="https://www.freddiemac.com/pmms/archive"><span style="font-weight: 400;">trending down</span></a><span style="font-weight: 400;"> overall since May (</span><i><span style="font-weight: 400;">see graph below</span></i><span style="font-weight: 400;">):</span></p>
<p><span style="font-weight: 400;"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240812/20240813-mortgage-rates-are-declining-steadily-original.png" alt="No Caption Received"></span></p>
<p><span style="font-weight: 400;">Mortgage rates have improved lately in part because of recent economic, employment, and inflation data. Moving forward, some rate volatility is to be expected. But if future economic data continues to show signs of cooling, experts say mortgage rates could keep going down.</span></p>
<p><span style="font-weight: 400;"> Even a small drop can help you out. When rates decline, it's easier to afford the home you want because your monthly payment will be lower. Just don't expect them to go back down to 3%.</span></p>
<h4><b>2. Home Prices</b></h4>
<p><span style="font-weight: 400;">The second big thing to think about is home prices. Nationally, they're still going up this year, but not as fast as they did a couple of years ago. The graph below uses home price </span><a href="https://www.spglobal.com/spdji/en/indices/indicators/sp-corelogic-case-shiller-20-city-composite-home-price-nsa-index/#news-research"><span style="font-weight: 400;">data</span></a><span style="font-weight: 400;"> from </span><i><span style="font-weight: 400;">Case-Shiller</span></i><span style="font-weight: 400;"> to illustrate that point:</span></p>
<p><span style="font-weight: 400;"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240812/20240813-home-prices-are-moderating-original.png" alt="No Caption Received"></span></p>
<p><span style="font-weight: 400;">If you're thinking about buying a home, slower price growth is good news. Home prices went up a lot during the pandemic, making it hard for many people to buy. Now, with prices rising more slowly, buying a home may feel less out of reach. As Odeta Kushi, Deputy Chief Economist at </span><i><span style="font-weight: 400;">First American</span></i><span style="font-weight: 400;">, </span><a href="https://blog.firstam.com/economics/for-potential-first-time-home-buyers-it-may-be-memphis-or-bust"><span style="font-weight: 400;">says</span></a><span style="font-weight: 400;">: </span></p>
<p><i><span style="font-weight: 400;">"While housing affordability is low for potential first-time home buyers, </span></i><b><i>slowing price appreciation and lower mortgage rates could help</i></b><i><span style="font-weight: 400;"> – so the dream of homeownership isn't boarded up just yet."</span></i></p>
<h4><b>3. Wages</b></h4>
<p><span style="font-weight: 400;">Another factor helping with affordability is rising wages. The graph below uses </span><a href="https://www.bls.gov/ces/"><span style="font-weight: 400;">data</span></a><span style="font-weight: 400;"> from the </span><i><span style="font-weight: 400;">Bureau of Labor Statistics</span></i><span style="font-weight: 400;"> (BLS) to show how wages have increased over time:</span></p>
<p><span style="font-weight: 400;"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240812/20240813-wages-climbing-at-a-faster-pace-original.png" alt="No Caption Received"></span></p>
<p><span style="font-weight: 400;">Look at the blue dotted line. It shows how wages usually go up in a typical year. On the right side of the graph, you'll see wages are rising even faster than normal right now – that's the green line.</span></p>
<p><span style="font-weight: 400;">This helps you because if your income increases, it's easier to afford a home. That's because you won't have to spend as much of your paycheck on your monthly mortgage payment.</span></p>
<h3><b>Bottom Line</b></h3>
<p><span style="font-weight: 400;">When you put all these factors together, you see mortgage rates are trending down, home prices are rising more slowly, and wages are going up faster than usual. Though affordability is still a challenge, these trends are early signs things might be starting to improve.</span></p>
<h3><br><br></h3>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 19 Aug 2024 11:08:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/08/19/is-affordability-starting-to-improve]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                                <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240812/20240813-is-affordability-starting-to-improve-original.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[A Newly Built Home May Actually Be More Budget-Friendly]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/07/24/a-newly-built-home-may-actually-be-more-budget-friendly]]>
        </link>
        <description>
            <![CDATA[<h3><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240722/20240724-A-Newly-Built-Home-May-Actually-Be-More-Budget-Friendly-original.png"></h3>
<br><br>
<p><span style="font-weight: 400;">If you're in the market to buy a home, there's some exciting news for you. Many people assume that newly built homes are more expensive than existing ones (houses that have already been lived in), but that's not always the case. In fact, exploring newly built homes can sometimes lead to more cost-effective options, especially today. Hard to believe, right? But the data doesn't lie.</span></p>
<p><span style="font-weight: 400;">Here are two key reasons working with your agent to look into new home construction could help you find a more budget-friendly option.</span></p>
<h4><b>Reason 1: Lower Median Prices for Newly Built Homes</b></h4>
<p><span style="font-weight: 400;">The median sales price for newly built homes is lower than the median sales price for existing homes today. This might seem surprising, but it's true according to the latest data from the </span><a href="https://www.census.gov/construction/nrs/current/index.html"><i><span style="font-weight: 400;">Census</span></i></a> <span style="font-weight: 400;">and the </span><a href="https://www.nar.realtor/research-and-statistics/housing-statistics/existing-home-sales"><i><span style="font-weight: 400;">National Association of Realtors</span></i></a><span style="font-weight: 400;"> (NAR):<br><br><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240722/20240724-The-Median-Price-for-New-Homes-Is-Coming-Down-original.png" alt="No Caption Received"><br></span></p>
<p><span style="font-weight: 400;">Why is that? Builders are focused on building what they can sell. And right now, there's a very real need for smaller and more affordable homes – so that's what they've been bringing to the market. At the same time, there are also more newly built homes already on the market than there have been over the past few years, so builders are motivated to make sure they're selling what they've got available before adding more.</span></p>
<h4><b>Reason 2: Attractive Incentives from Home Builders</b></h4>
<p><span style="font-weight: 400;">Another big reason to consider a newly built home is the range of incentives that many home builders are offering. Again, since builders are aiming to sell their current inventory, some are providing special deals to sweeten the pot for homebuyers. </span><i><span style="font-weight: 400;">HousingWire </span></i><a href="https://www.housingwire.com/articles/housing-starts-dropped-19-3-in-may-as-builder-confidence-continues-to-slide/"><span style="font-weight: 400;">explains</span></a><span style="font-weight: 400;"> today's trend:</span></p>
<p><i><span style="font-weight: 400;">"Overall, the usage of sales incentives was up to 61% in June, compared to 59% in May."</span></i></p>
<p><span style="font-weight: 400;">One of the most appealing incentives right now is how builders are able to offer competitive mortgage rates. They may also provide other incentives, such as covering closing costs, or offering free upgrades.</span></p>
<h4><b>Why This Matters to You</b></h4>
<p><span style="font-weight: 400;">Considering a newly built home could open up opportunities you hadn't thought of before. With competitive pricing and attractive incentives, you might just find that a brand-new home is the most appealing option for you.</span></p>
<h3><b>Bottom Line</b></h3>
<p><span style="font-weight: 400;">Buying a home</span><span style="font-weight: 400;"> is a big decision, and it's essential to consider all your options. By looking into newly built homes, you might find a perfect fit for your needs and your budget.</span></p>
<p><span style="font-weight: 400;">Let's explore the possibilities together. If you have any questions or want to see what's available, feel free to reach out.</span></p>]]>
        </description>
        <pubDate>
            <![CDATA[Wed, 24 Jul 2024 10:00:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/07/24/a-newly-built-home-may-actually-be-more-budget-friendly]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                                <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240722/20240724-A-Newly-Built-Home-May-Actually-Be-More-Budget-Friendly-original.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Why Working with a Real Estate Professional Is Crucial Right Now]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/07/15/why-working-with-a-real-estate-professional-is-crucial-right-now]]>
        </link>
        <description>
            <![CDATA[<h3><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240710/20240715-Why-Working-with-a-Real-Estate-Professional-Is-Crucial-Right-Now-original.png"></h3>
<br><br>
<p><span style="font-weight: 400;">Navigating the housing market can be tricky, especially these days. That's why having an experienced guide when buying or selling a home is so important. The market isn't exactly straightforward right now, and working with a real estate expert can offer insights and advice that make all the difference.</span></p>
<p><span style="font-weight: 400;">While today's market conditions might seem confusing or overwhelming, you don't have to handle them alone. With a trusted expert leading you through every step, you can navigate the process with the clarity and confidence you deserve.</span></p>
<h4><b>Here are just a few of the ways a real estate expert is invaluable:</b></h4>
<p><b>Contracts</b><span style="font-weight: 400;"> – Agents help with the disclosures and contracts necessary in today's heavily regulated environment.</span></p>
<p><b>Experience </b><span style="font-weight: 400;">– In today's market, experience is crucial. Real estate professionals know the entire sales process, including how it's changing right now.</span></p>
<p><b>Negotiations</b><span style="font-weight: 400;"> – Your real estate advisor acts as a buffer in negotiations with all parties, and advocates for your best interests throughout the entire transaction.</span></p>
<p><b>Industry Expertise</b><span style="font-weight: 400;">– </span><span style="font-weight: 400;">Knowledge is power in today's market, and your advisor will simply and effectively explain</span><span style="font-weight: 400;"> processes, market conditions, and key terms, translating what they mean for you along the way.</span></p>
<p><b>Pricing</b><span style="font-weight: 400;"> – A real estate professional understands current real estate values when setting the price of your home or helping you make an offer to purchase one. Pricing matters more than ever right now, so having expert advice will help ensure you're set up for success.</span></p>
<p><span style="font-weight: 400;">A real estate agent is a crucial guide through this challenging market, but not all agents are created equal. A true expert can carefully walk you through the whole real estate process, look out for your unique needs, and advise you on the best ways to achieve success.</span></p>
<p><span style="font-weight: 400;">Finding an expert real estate advisor – not just any agent – should be your top priority if you want to buy or sell a home. As </span><i><span style="font-weight: 400;">Bankrate</span></i><span style="font-weight: 400;"> says:</span></p>
<p><i><span style="font-weight: 400;">"Real estate is very localized, and </span></i><b><i>you want someone who's extremely knowledgeable about the market in your specific area</i></b><i><span style="font-weight: 400;">. You should also look for someone with a successful track record of negotiating and closing deals, preferably for homes similar to the kind you want to buy."</span></i></p>
<h4><b>What's the Key To Choosing the Right Expert?</b></h4>
<p><span style="font-weight: 400;">Like any relationship, it starts with trust. You'll want to know you can depend on that person to always put you and your best interests first. That means hiring a </span><i><span style="font-weight: 400;">true professional</span></i><span style="font-weight: 400;">. As </span><i><span style="font-weight: 400;">Business Insider</span></i><span style="font-weight: 400;"> explains:</span></p>
<p><i><span style="font-weight: 400;">"As long as you've properly vetted the agents you're considering and ensured they have the necessary expertise, it's ok to go with your gut when making your final decision on which real estate agent you want to work with. </span></i><b><i>You're going to be working closely with this person, so it's important to choose an agent you're comfortable with."</i></b></p>
<h3><b>Bottom Line</b></h3>
<p><span style="font-weight: 400;">It's critical to have an expert on your side who's well-versed in navigating today's housing market dynamics. If you're planning to buy or sell a home this year, let's connect so you have a real estate professional to give you the best advice and guide you along the way.</span></p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 15 Jul 2024 09:21:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/07/15/why-working-with-a-real-estate-professional-is-crucial-right-now]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                                <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240710/20240715-Why-Working-with-a-Real-Estate-Professional-Is-Crucial-Right-Now-original.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Real Estate Still Holds the Title of Best Long-Term Investment]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/07/08/real-estate-still-holds-the-title-of-best-long-term-investment]]>
        </link>
        <description>
            <![CDATA[<h3><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240626/20240702--original.png" width="600" style="font-size: 14px;"></h3>
<br>
<p>With all the headlines circulating about<span> </span>home prices and<span> </span>mortgage rates, you may be asking yourself if it still makes sense to<span> </span>buy a home<span> </span>right now, or if it's better to keep renting. Here's some information that could help put your mind at ease by showing that investing in a home is still a<span> </span>powerful decision.</p>
<p>According to the experts at<span> </span><a href="https://news.gallup.com/poll/645107/stocks-gold-down-americans-best-investment-ratings.aspx" rel="noopener noreferrer" target="_blank"><em>Gallup</em></a>, real estate has been crowned the top long-term investment for a whopping 12 years in a row. It has consistently beat out other investment types like gold, stocks, and bonds. Just take a look at the graph below – it speaks volumes:<a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240626/20240702-Real-Estate-Voted-Best-Long-Term-Investment-original.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240626/20240702-Real-Estate-Voted-Best-Long-Term-Investment-original.png" alt="No Caption Received"></a></p>
<p></p>
<p>But why does real estate continue to reign supreme as a top-notch long-term investment? It's because, even today, buying a home can be your golden ticket to<span> </span>building wealth<span> </span>over time.</p>
<p>Unlike other investments that can feel a bit like riding a rollercoaster with all the ups and downs and ongoing risk factors, real estate follows a more predictable and positive pattern.</p>
<p>History shows home values<span> </span>usually rise. And while<span> </span>prices<span> </span>may vary by market, that means as time goes by, your house is likely to appreciate in value. And that helps you grow your net worth in a big way. As an article from<span> </span><em>Realtor.com</em><span> </span><a href="https://www.realtor.com/advice/finance/everyones-talking-about-home-equity-heres-what-yours-means-in-todays-market/" rel="noopener noreferrer" target="_blank">explains</a>:</p>
<blockquote><em>"</em><strong><em>Homeownership has long been tied to building wealth—and for good reason.<span> </span></em></strong><em>Instead of throwing rent money out the window each month, owning a home allows you to build home equity. And over time, equity can turn your mortgage debt into a sizeable asset."</em></blockquote>
<p>So, if you're on the fence about whether to<span> </span>rent or buy, remember that real estate was consistently voted the best long-term investment for a reason. And if you want to get in on that action, it may make sense to go ahead and buy (if you're ready and able).</p>
<h3>Bottom Line</h3>
<p>When it comes to building wealth that stands the test of time, real estate is the name of the game. If you're ready to start on your own journey toward homeownership, <a href="http://customercare.cutlerhomes.com/contact">let's connect</a> today.</p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 08 Jul 2024 08:49:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/07/08/real-estate-still-holds-the-title-of-best-long-term-investment]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                                <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240626/20240702--original.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Do Elections Impact the Housing Market?]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/06/24/do-elections-impact-the-housing-market]]>
        </link>
        <description>
            <![CDATA[<h3></h3>
<br><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240613/20240617-Do-Elections-Impact-the-Housing-Market-original.png" width="600"><br><br>
<p>The 2024 Presidential election is just months away. As someone who's thinking about potentially<span> </span>buying<span> </span>or<span> </span>selling<span> </span>a home, you're probably curious about what effect, if any, elections have on the housing market.</p>
<p>It's a great question because<span> </span>buying<span> </span>or<span> </span>selling<span> </span>a home is a major decision, and it's natural to wonder how such a major event might impact your plans.</p>
<p>Historically, Presidential elections have only had a small, temporary impact on the housing market. Here's the latest on exactly what's happened to home sales,<span> </span>prices, and<span> </span>mortgage rates<span> </span>throughout those time periods.</p>
<h4><strong>Home Sales</strong></h4>
<p>During the month of November, in years when the Presidential election takes place, there's typically a slight slowdown in home sales. As Ali Wolf, Chief Economist at<span> </span><em>Zonda</em>,<span> </span><a href="https://www.realtor.com/news/trends/from-surging-layoffs-to-a-presidential-election-what-will-2024-bring-for-the-housing-market/" rel="noopener noreferrer" target="_blank">explains</a>:</p>
<blockquote><em>"Usually, home sales are unchanged compared to a non-election year with the exception being November.<span> </span></em><strong><em>In an election year, November is slower than normal.</em></strong><em>"</em></blockquote>
<p>This is mostly because some people feel uncertain and hesitant about making big decisions during such a pivotal time.<span> </span><strong>However, it's important to know this slowdown is temporary.</strong><span> </span><strong>Historically, home sales bounce back in December and continue to rise the following year.</strong></p>
<p>In fact, data from the<span> </span><a href="https://www.huduser.gov/periodicals/ushmc/fall08/hist_data.pdf" rel="noopener noreferrer" target="_blank"><em>Department of Housing and Urban Development</em></a><span> </span>(HUD) and the<span> </span><a href="https://www.nar.realtor/research-and-statistics/housing-statistics/existing-home-sales" rel="noopener noreferrer" target="_blank"><em>National Association of Realtors</em></a><span> </span>(NAR) shows after nine of the last 11 Presidential elections, home sales went up the next year (<em>see graph below</em>): <a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240613/20240617-Home-Sales-Went-Up-After-9-of-the-Last-11-Presidential-Election-original.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240613/20240617-Home-Sales-Went-Up-After-9-of-the-Last-11-Presidential-Election-original.png" alt="No Caption Received"></a></p>
<p></p>
<p>The graph shows annual home sales going back to 1978. Each year with a Presidential election is noted in blue. The year immediately after each election is green if existing home sales rose that year. The two orange bars represent the only years when home sales decreased after an election.</p>
<h4><strong>Home Prices</strong></h4>
<p>What about<span> </span>home prices? Do they drop during election years? Not typically. As residential appraiser and housing analyst Ryan Lundquist puts it:</p>
<blockquote><em>"An election year doesn't alter the price trend that is already happening in the market."</em></blockquote>
<p>Home prices are pretty resilient. They<span> </span>generally rise<span> </span>year-over-year, regardless of elections. The latest<span> </span><a href="https://www.nar.realtor/research-and-statistics/housing-statistics/existing-home-sales" rel="noopener noreferrer" target="_blank">data</a><span> </span>from NAR shows after seven of the last eight Presidential elections, home prices increased the following year (<em>see graph below</em>): <a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240613/20240617-Home-Prices-Went-Up-After-7-of-the-Last-8-Presidential-Elections-original.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240613/20240617-Home-Prices-Went-Up-After-7-of-the-Last-8-Presidential-Elections-original.png" alt="No Caption Received"></a></p>
<p></p>
<p>Just like the previous graph, this shows election years in blue. The only year when prices declined after an election is in orange. That was during the housing market crash, which was far from a typical year.<span> </span><a href="https://www.simplifyingthemarket.com/en/2024/04/24/foreclosure-numbers-are-nothing-like-the-2008-crash/?a=175015-a1c09b42c6c82bece817616dc5ed9097" rel="noopener noreferrer" target="_blank">Today's market</a><span> </span>is different than it was back then.</p>
<p>All the green bars represent when prices rose the following year. So, if you're worried about your home losing value because of an election, you can rest easy knowing prices rise after most Presidential elections.</p>
<h4><strong>Mortgage Rates</strong></h4>
<p>Mortgage rates<span> </span>are important because they affect how much your monthly payment will be when you buy a home. Looking at the last 11 Presidential election years,<span> </span><a href="https://www.freddiemac.com/pmms/archive" rel="noopener noreferrer" target="_blank">data</a><span> </span>from<span> </span><em>Freddie Mac</em><span> </span>shows mortgage rates decreased from July to November in eight of them (<em>see chart below</em>): <a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240613/20240617-Mortgage-Rates-Decreased-Leading-Up-to-8-of-the-Last-11-Presidential-Elections-original.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240613/20240617-Mortgage-Rates-Decreased-Leading-Up-to-8-of-the-Last-11-Presidential-Elections-original.png" alt="No Caption Received"></a></p>
<p></p>
<p>Most forecasts expect<span> </span>mortgage rates<span> </span>to ease slightly throughout the remainder of the year. If they're right, this year will follow the trend of declining rates leading up to most previous elections. And if you're looking to buy a home in the coming months, this could be good news, as lower rates could mean a lower monthly payment.</p>
<h4><strong>What This Means for You</strong></h4>
<p>So, what's the big takeaway?<span> </span><strong>While Presidential elections do have some impact on the housing market, the effects are usually small and temporary.<span> </span></strong>As Lisa Sturtevant, Chief Economist at<span> </span><em>Bright MLS</em>, says:</p>
<blockquote><em>"Historically, the housing market doesn't tend to look very different in presidential election years compared to other years."</em></blockquote>
<p>For most<span> </span>buyers<span> </span>and<span> </span>sellers, elections don't have a major impact on their plans.</p>
<h3>Bottom Line</h3>
<p>While it's natural to feel a bit uncertain during an election year, history shows the housing market remains strong and resilient. For help navigating the market, election year or not, let's connect.</p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 24 Jun 2024 11:08:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/06/24/do-elections-impact-the-housing-market]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                                <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240613/20240617-Do-Elections-Impact-the-Housing-Market-original.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Questions You May Have About Selling Your House]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/05/28/questions-you-may-have-about-selling-your-house]]>
        </link>
        <description>
            <![CDATA[<h3></h3>
<p><br><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240521/20240523-Questions-You-May-Have-About-Selling-Your-House.png" width="600"><br><br></p>
<p>There's no denying<span> </span>mortgage rates<span> </span>are having a big impact on today's<span> </span>housing market. And that may leave you with some questions about whether it still makes sense to<span> </span>sell your house<span> </span>and make a move.</p>
<p>Here are three of the top questions you may be asking – and the data that helps answer them.</p>
<h4><strong>1. Should I Wait To Sell?</strong></h4>
<p>If you're thinking about waiting to sell until after<span> </span>mortgage rates<span> </span>come down, here's what you need to know. So are a ton of other people.</p>
<p>And while mortgage rates are still forecasted to<span> </span>come down<span> </span>later this year, if you wait for that to happen, you may be dealing with a lot more competition as other buyers and sellers jump back in too. As<span> </span><em>Bright MLS</em><span> </span><a href="https://www.prnewswire.com/news-releases/bright-mls-march-2024-housing-report-mid-atlantic-inventory-increases-for-the-second-month-in-a-row-302113312.html#:~:text=Mortgage%20rates%20will%20stay%20higher,more%20sellers%20into%20the%20market." rel="noopener noreferrer" target="_blank">says</a>:</p>
<blockquote><em>"Even a modest drop in rates will bring both more buyers and more sellers into the market."</em></blockquote>
<p><strong>That means if you<span> </span></strong><strong>wait it out</strong><strong>, you'll have to deal with things like prices rising faster and more multiple-offer scenarios when you buy your next home.</strong></p>
<h4><strong>2. Are Buyers Still Out There?</strong></h4>
<p>But that doesn't mean no one is moving right now. While some people are holding off, there are still plenty of buyers active today. And here's the data to prove it.</p>
<p>The<span> </span><a href="https://www.showingtime.com/showingtime-showing-index/" rel="noopener noreferrer" target="_blank"><em>ShowingTime Showing Index</em></a><span> </span>is a measure of how frequently buyers are touring homes. The graph below uses that index to show buyer activity for March (the latest data available) over the past seven years:<a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240521/20240523-Showing-Traffic-Above-Pre-Unicorn-Years.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240521/20240523-Showing-Traffic-Above-Pre-Unicorn-Years.png" alt="No Caption Received"></a></p>
<p></p>
<p>You can see demand has dipped some since the<span> </span>'unicorn' years<span> </span>(<em>shown in pink</em>). That's in response to a lot of market factors, like higher mortgage rates, rising prices, and limited inventory. But, to really understand today's demand, you have to compare where we are now with the last normal years in the market (2018-2019) – not the abnormal 'unicorn' years. </p>
<p>When you focus on just the blue bars, you can get an idea of how 2024 stacks up. And that gives you a whole new perspective.</p>
<p><strong>Nationally, demand is still high compared to the last normal years in the housing market (2018-2019). And that means there's still a market for your house to sell.</strong></p>
<h4><strong>3. Can I Afford To Buy My Next Home?</strong></h4>
<p>And if you're worried about how you'll<span> </span>afford<span> </span>your next move with today's rates and prices, consider this: you probably have<span> </span>more equity<span> </span>in your current home than you realize.</p>
<p>Homeowners have gained record amounts of equity over the past few years. And that equity can make a big difference when you buy your next home. You may even have enough to be an all-cash buyer and avoid taking out a mortgage altogether. As Jessica Lautz, Deputy Chief Economist at the<span> </span><em>National Association of Realtors</em><span> </span>(NAR),<span> </span><a href="https://www.nar.realtor/blogs/economists-outlook/instant-reaction-mortgage-rates-april-11-2024" rel="noopener noreferrer" target="_blank">says</a>:</p>
<blockquote><em>" . . .<span> </span></em><strong><em>those who have earned housing equity through home price appreciation are the current winners in today's housing market.</em></strong><em><span> </span>One-third of recent home buyers did not finance their home purchase last month—the highest share in a decade. For these buyers, interest rates may be less influential in their purchase decisions."</em></blockquote>
<h3>Bottom Line</h3>
<p>If you've had these three questions on your mind and they've been holding you back from selling, hopefully, it helps to have this information now. A<span> </span><a href="https://www.realtor.com/research/2024-q1-sellers-survey-btts/" rel="noopener noreferrer" target="_blank">recent survey</a><span> </span>from<span> </span><em>Realtor.com</em><span> </span>shows more than 85% of potential sellers have been considering selling for over a year. That means there are a number of sellers like you who are on the fence.</p>
<p>But that same survey also talked to sellers who recently decided to take the plunge and list. And<span> </span><strong>79% of those recent sellers wish they'd sold sooner.</strong></p>
<p>If you want to talk more about any of these questions or need more information, let's<a href="http://customercare.cutlerhomes.com/contact"> connect.</a></p>]]>
        </description>
        <pubDate>
            <![CDATA[Tue, 28 May 2024 09:28:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/05/28/questions-you-may-have-about-selling-your-house]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                                <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240521/20240523-Questions-You-May-Have-About-Selling-Your-House.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[The Top 2 Reasons To Consider a Newly Built Home]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/05/13/the-top-2-reasons-to-consider-a-newly-built-home]]>
        </link>
        <description>
            <![CDATA[<p><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240506/20240509-The-Top-2-Reasons-To-Consider-a-Newly-Built-Home.png" width="600"><br><br></p>
<p>When you're<span> </span>planning a move, it's normal to wonder where you'll end up and what your future home is going to look like. Maybe you've got a specific picture of that house in your mind. But unless you came into this process knowing you want to buy a newly built home, you may not have pictured new home construction.</p>
<p>A trusted real estate agent can help walk you through these two reasons you may want to reconsider that.</p>
<h4><strong>1. Adding Newly Built Homes Could Give You More Options</strong></h4>
<p>There are two types of homes on<span> </span>the market: new and existing. A<span> </span>newly built home<span> </span>refers to a house that was just built or is under construction. An existing home is one a previous homeowner has already lived in. Right now, the<span> </span>inventory<span> </span>of existing homes is tight. But there may be options for you on the new home side of things.</p>
<p>Data from the<span> </span><a href="https://www.census.gov/housing/hvs/data/histtabs.html" rel="noopener noreferrer" target="_blank"><em>Census</em></a><span> </span>and the<span> </span><a href="https://www.nar.realtor/research-and-statistics/housing-statistics/existing-home-sales" rel="noopener noreferrer" target="_blank"><em>National Association of Realtors</em></a><span> </span>(NAR) shows that newly built homes are a bigger part of today's housing <a href="https://www.cutlerhomes.com/results/?autocomplete=off&aid=&oid=&aname=&aimg=&chome=&odoor=&agent_hasfeat=&viewtype=responsive&newsearch=1&newsearchresults=1&page=0&saved_search=0&sort_by=15&state=39&condition=or&keySession=&searchBoundaries=&status_types%5B%5D=sale&status_types%5B%5D=comingsoon&status_types%5B%5D=contingent&sold_after=-30+days&property_category%5B%5D=residential&pricemin=&pricemax=&bedmore=1&bedrooms=&bath_thre=1&bath_full=&sqfoot_low=&sqfoot_high=&acres=&acres_h=&yb_l=2024&yb_h=&taxmin=&taxmax=&garages=&garages_alt=1&stories=&fireplaces=&allowpets=&reducedpricedays=&pastdays=0&foreclosure=&shortsale=&sort_by=15&pagenum=1">inventory</a> than the norm (<em>see graph below</em>):</p>
<p><a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240506/20240509-There-Are-More-Newly-Built-Homes-To-Choose-From-Right-Now.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240506/20240509-There-Are-More-Newly-Built-Homes-To-Choose-From-Right-Now.png" alt="No Caption Received"></a></p>
<p></p>
<p>From 1983 to 2019 (the last normal year in the market), newly built homes made up only 13% of the total inventory of homes for sale. But today that number has climbed to over 33%.</p>
<p>Rest assured, after over a decade of<span> </span>underbuilding, builders aren't overdoing it today. Even with an increase in new construction today, there's still a significant<span> </span>housing shortage<span> </span>overall. But for you, the uptick in new builds can be a game changer because it gives you more options for your search.</p>
<h4><strong>2. Newly Built Homes May Be More Affordable Than You'd Think</strong></h4>
<p>You may still be wondering if a new build could really be an option for you. If you've previously written them off because you thought they would be out of your budget, consider this. The price gap between a newly built home and an existing house is shrinking. Here's why.</p>
<p>Builders are going<span> </span>to build<span> </span>what's in demand. And they know people need more options right now, especially ones that are smaller and potentially<span> </span>more affordable. So, they're focusing on building<span> </span>smaller homes<span> </span>at lower price points. The<span> </span><a href="https://fred.stlouisfed.org/series/MSPNHSUS" rel="noopener noreferrer" target="_blank">graph</a><span> </span>below shows the<span> </span><a href="https://fred.stlouisfed.org/series/HSFMEDUSM052N" rel="noopener noreferrer" target="_blank">price difference</a><span> </span>between new and existing homes is shrinking as that happens:</p>
<p> <a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240506/20240509-The-Price-Gap-Between-New-and-Existing-Homes-Is-Shrinking.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240506/20240509-The-Price-Gap-Between-New-and-Existing-Homes-Is-Shrinking.png" alt="No Caption Received"></a></p>
<p></p>
<p>As<span> </span><em>LendingTree</em><span> </span>explains:</p>
<blockquote><em>"</em><strong><em>In the past, newly built homes have been much more expensive than existing homes — but that gap has been getting smaller recently.<span> </span></em></strong><em>In some places today, you may find that the cost to build versus buy is roughly the same."</em></blockquote>
<p>And an article from<em><span> </span>CNBC<span> </span></em><a href="https://www.cnbc.com/2024/04/26/heres-why-new-home-sales-inch-higher-despite-7percent-mortgage-rates.html" rel="noopener noreferrer" target="_blank">says</a>:</p>
<blockquote><em>"While new builds are still sold for slightly more than existing homes, the price gap has significantly narrowed . . ."</em></blockquote>
<p>Not to mention, some builders are even offering price cuts and mortgage rate buy-downs right now to sweeten the deal. Today there are many reasons new builds may be worth considering. Other buyers sure seem to think so.<em><span> </span></em>As<span> </span><em>Freddie Mac</em><span> </span><a href="https://www.freddiemac.com/research/forecast/20240418-economic-growth-moderated-labor-market-robust" rel="noopener noreferrer" target="_blank">says</a>:</p>
<blockquote><em>"As the supply of existing homes for sale remains low and home prices continue to rise,<span> </span></em><strong><em>more buyers are choosing to purchase new homes than in previous years</em></strong><em>."</em></blockquote>
<p>Just know that buying a<span> </span>newly built home<span> </span>isn't the same as buying an existing one. Builder contracts have different fine print. So, partner with a<span> </span><a href="https://www.cutlerhomes.com/getagent/list.php?search=yes" rel="noopener noreferrer" target="_blank">local agent</a><span> </span>who knows the market, builder reputations, and what to look for in those contracts so you have an expert on your side to help you explore this option.</p>
<h3>Bottom Line</h3>
<p>If you want to find out what builders are doing in our area, let's <a href="http://customercare.cutlerhomes.com/contact">connect</a> and check it out together. And if you're willing to cast a wider net to open up your options even more, we can talk about broadening your search to include other towns nearby.</p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 13 May 2024 08:13:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/05/13/the-top-2-reasons-to-consider-a-newly-built-home]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                            <tag>
                <![CDATA[New Construction Homes for Sale Ohio]]>
            </tag>
                        <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240506/20240509-The-Top-2-Reasons-To-Consider-a-Newly-Built-Home.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Now's a Great Time To Sell Your House]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/04/29/now-s-a-great-time-to-sell-your-house]]>
        </link>
        <description>
            <![CDATA[<p><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240425/20240429-Now-s-a-great-time-to-sell-your-house..png" width="600"><br><br></p>
<p>Thinking about<span> </span>selling your house? If you are, you might be weighing factors like today's<span> </span>mortgage rates<span> </span>and your own changing needs to figure out<span> </span>your next move.</p>
<p>Here's something else to consider.<span> </span><a href="https://www.fanniemae.com/research-and-insights/surveys/national-housing-survey" rel="noopener noreferrer" target="_blank">According</a><span> </span>to the latest<span> </span><em>Home Purchase Sentiment Index</em><span> </span>(HPSI) from<span> </span><em>Fannie Mae</em>,<span> </span><strong>the percent of respondents who say it's a good time to sell is on the rise</strong><span> </span>(<em>see graph below</em>):</p>
<p><a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240425/20240429-Percent-of-Respondents-Who-Say-It-Is-a-Good-Time-To-Sell.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240425/20240429-Percent-of-Respondents-Who-Say-It-Is-a-Good-Time-To-Sell.png" alt="No Caption Received"></a></p>
<p></p>
<h4><strong>Why Are Sellers Feeling so Optimistic?</strong></h4>
<p>One reason why is because right now is traditionally the best time of year to<span> </span>sell a house. A recent article from<span> </span><em>Bankrate</em><span> </span>says:</p>
<blockquote><em>"Late spring and early summer are generally considered the best times to sell a house. . . . While today's rates are relatively high, low inventory is still keeping sellers in the driver's seat in most markets."</em></blockquote>
<p>These are the seasons when most people move. That means buyer demand grows. And because there still aren't enough homes for sale to meet that demand, sellers see some serious perks. According to<span> </span><em>Rocket Mortgage</em>:</p>
<blockquote><em>"Homes that are listed at the end of spring and the beginning of summer typically</em><strong><em><span> </span>sell faster at a higher sales price</em></strong><em>."</em></blockquote>
<h4><strong>What Does This Mean for You?</strong></h4>
<p>More sellers are coming to realize conditions are ripe for a move. And that's one reason why we're seeing more homeowners put their homes up for sale. If you think you might want to get in on the action, it's a good idea to start preparing.</p>
<p>A local real estate agent can help you get your house ready by offering advice on how best to fix it up and make it appealing to buyers in your area.</p>
<p>They also know if you list during the peak buying seasons of spring and early summer, you might sell quickly and for a higher price.</p>
<h3>Bottom Line</h3>
<p>If you list during the spring and early summer, you might sell your house quickly and for a higher price.<span> </span><span>When you're </span>ready<span> to make the most of today's </span>seller's market<span>, let's <a href="http://customercare.cutlerhomes.com/contact">get in touch</a>.</span></p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 29 Apr 2024 09:13:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/04/29/now-s-a-great-time-to-sell-your-house]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                            <tag>
                <![CDATA[Home Selling Tips]]>
            </tag>
                    <tag>
                <![CDATA[Sell a Home]]>
            </tag>
                    <tag>
                <![CDATA[Selling Your Home with a Realtor]]>
            </tag>
                        <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240425/20240429-Now-s-a-great-time-to-sell-your-house..png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Is It Getting More Affordable To Buy a Home?]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/04/22/is-it-getting-more-affordable-to-buy-a-home]]>
        </link>
        <description>
            <![CDATA[<p><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240416/20240418-Is-It-Getting-More-Affordable-To-Buy-a-Home.png" width="600"><br><br></p>
<p>Over the past year or so, a lot of people have been talking about how tough it is to<span> </span>buy a home. And while there's no arguing affordability is still tight, there are signs it's starting to get a bit better and may improve even more throughout the year. Elijah de la Campa, Senior Economist at<span> </span><em>Redfin</em>,<span> </span><a href="https://www.businessinsider.com/can-i-afford-a-house-median-income-mortgage-rates-redfin-2024-3" rel="noopener noreferrer" target="_blank">says</a>:</p>
<blockquote><em>"</em><strong><em>We're slowly climbing our way out of an affordability hole, but we have a long way to go.</em></strong><em><span> </span>Rates have come down from their peak and are expected to fall again by the end of the year, which should make homebuying a little more affordable and incentivize buyers to come off the sidelines."</em></blockquote>
<p>Here's a look at the latest data for the three biggest factors that affect home affordability:<span> </span>mortgage rates,<span> </span>home prices, and wages.</p>
<h4><strong>1. Mortgage Rates</strong></h4>
<p>Mortgage rates have been volatile this year – bouncing around in the upper 6% to low 7% range. That's still quite a bit higher than where they were a couple of years ago. But there is a sliver of good news.</p>
<p>Despite the recent volatility, rates are still lower than they were last fall when they reached<span> </span><a href="https://www.freddiemac.com/pmms/archive" rel="noopener noreferrer" target="_blank">nearly 8%</a>. On top of that, most experts still think they'll come down some over the course of the year. A recent article from<span> </span><em>Bright MLS</em><span> </span><a href="https://www.prnewswire.com/news-releases/bright-mls-march-2024-housing-report-mid-atlantic-inventory-increases-for-the-second-month-in-a-row-302113312.html#:~:text=Mortgage%20rates%20will%20stay%20higher,more%20sellers%20into%20the%20market." rel="noopener noreferrer" target="_blank">explains</a>:</p>
<blockquote><em>"</em><strong><em>Expect rates to come down in the second half of 2024 but remain above 6% this year.</em></strong><em><span> </span>Even a modest drop in rates will bring both more buyers and more sellers into the market."</em> </blockquote>
<p>Any drop in<span> </span>rates<span> </span>can make a difference for you. When rates go down, you can afford the home you really want more easily because your monthly payment would be lower.</p>
<h4><strong>2. Home Prices</strong></h4>
<p>The second big<span> </span><a href="https://www.goldmansachs.com/intelligence/pages/us-home-prices-forecast-to-climb-as-mortgage-rates-fall-in-2024.html" rel="noopener noreferrer" target="_blank">factor</a><span> </span>to think about is<span> </span><a href="https://www.mba.org/news-and-research/forecasts-and-commentary/mortgage-finance-forecast-archives" rel="noopener noreferrer" target="_blank">home prices</a>. Most<span> </span><a href="https://www.zillow.com/research/2024-housing-predictions-33447/" rel="noopener noreferrer" target="_blank">experts project</a><span> </span>they'll keep<span> </span><a href="https://www.fanniemae.com/media/50801/display" rel="noopener noreferrer" target="_blank">going up</a><span> </span>this year, but at a more normal pace. That's because there are<span> </span><a href="https://www.simplifyingthemarket.com/en/2024/03/28/is-it-easier-to-find-a-home-to-buy-now/?a=175015-a1c09b42c6c82bece817616dc5ed9097" rel="noopener noreferrer" target="_blank">more homes</a><span> </span>on the market this year, but still not enough for everyone who wants to buy one. The graph below shows the<span> </span><a href="https://www.freddiemac.com/research/forecast/20240320-us-economy-remains-robust" rel="noopener noreferrer" target="_blank">latest</a><span> </span>2024 home price<span> </span><a href="https://pulsenomics.com/surveys/" rel="noopener noreferrer" target="_blank">forecasts</a><span> </span>from seven different<span> </span><a href="https://cdn.nar.realtor/sites/default/files/documents/forecast-q1-2024-us-economic-outlook-01-26-2024.pdf" rel="noopener noreferrer" target="_blank">organizations</a>:</p>
<p> <a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240416/20240418-2024-Home-Price-Forecasts.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240416/20240418-2024-Home-Price-Forecasts.png" alt="No Caption Received"></a></p>
<p></p>
<p>These forecasts are actually good news for you because it means the prices aren't likely to shoot up sky high like they did during the pandemic. That doesn't mean they're going to fall – they'll just rise at a slower pace.</p>
<h4><strong>3. Wages</strong></h4>
<p>One factor helping affordability right now is the fact that wages are rising. The graph below uses<span> </span><a href="https://fred.stlouisfed.org/series/CES0500000017" rel="noopener noreferrer" target="_blank">data</a><span> </span>from the<span> </span><em>Federal Reserve</em><span> </span>to show how wages have been growing over time:</p>
<p> <a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240416/20240418-Wages-Climbing-at-a-Faster-Pace.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240416/20240418-Wages-Climbing-at-a-Faster-Pace.png" alt="No Caption Received"></a></p>
<p></p>
<p>Check out the blue dotted line. That shows how wages typically rise. If you look at the right side of the graph, you'll see wages are climbing even faster than normal right now.</p>
<p>Here's how this helps you. If your income has increased, it's easier to afford a home because you don't have to spend as big of a percentage of your paycheck on your monthly mortgage payment.</p>
<h3>Bottom Line</h3>
<p>If you stack these factors up, you'll see mortgage rates are still projected to come down a bit later this year, home prices are going up at a more moderate pace, and wages are growing quicker than normal. Those trends are a good sign for your ability to afford a home.</p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 22 Apr 2024 07:59:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/04/22/is-it-getting-more-affordable-to-buy-a-home]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                                <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240416/20240418-Is-It-Getting-More-Affordable-To-Buy-a-Home.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[The Perks of Downsizing When You Retire [INFOGRAPHIC]]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/04/15/the-perks-of-downsizing-when-you-retire-infographic]]>
        </link>
        <description>
            <![CDATA[<p><br><br></p>
<p><a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240408/The-Perks-of-Downsizing-When-You-Retire-MEM.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240408/The-Perks-of-Downsizing-When-You-Retire-MEM.png" alt="a screenshot of a cellphone"></a></p>
<h3>Some Highlights</h3>
<ul>
<li>If you're about to retire, or just did,<span> </span>downsizing<span> </span>can be a good way to try to cut down on some of your expenses.</li>
<li><a href="https://www.realtor.com/advice/move/how-to-downsize-your-home-with-zero-regrets/" rel="noopener noreferrer" target="_blank">Smaller homes</a><span> </span>typically have lower energy and maintenance costs. Plus, you may have enough<span> </span><a href="https://www.corelogic.com/intelligence/homeowner-equity-insights-q4-2023/" rel="noopener noreferrer" target="_blank">equity</a><span> </span>built up to fuel your move.</li>
<li>If you're thinking about moving to a<span> </span>smaller home, <a href="http://customercare.cutlerhomes.com/contact">let's go over your goals</a> and look at your options in our local market.</li>
</ul>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 15 Apr 2024 08:34:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/04/15/the-perks-of-downsizing-when-you-retire-infographic]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                            <tag>
                <![CDATA[Sell a Home]]>
            </tag>
                    <tag>
                <![CDATA[Buy a home]]>
            </tag>
                        <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240408/The-Perks-of-Downsizing-When-You-Retire-MEM.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Don't Let Your Student Loans Delay Your Homeownership Plans]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/04/08/don-t-let-your-student-loans-delay-your-homeownership-plans]]>
        </link>
        <description>
            <![CDATA[<p><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240404/20240408-Don-t-Let-Your-Student-Loans-Delay-Your-Homeownership-Plans.png" width="600"><br><br></p>
<p>If you have student loans and want to<span> </span>buy a home, you might have questions about how your debt affects your plans. Do you have to wait until you've paid off those loans before you can buy your first home? Or is it possible you could still qualify for a home loan even with that debt? Here's a look at the latest information so you have the answers you need.</p>
<p>A<span> </span><em>Bankrate<span> </span></em>article<span> </span><a href="https://www.bankrate.com/loans/student-loans/financial-milestone-survey/" rel="noopener noreferrer" target="_blank">explains</a>:</p>
<blockquote><em>"</em><strong><em>Roughly 60 percent of U.S. adults who have held student loan debt have put off making important financial decisions due to that debt</em></strong><em><span> </span>. . . For Gen Z and millennial borrowers alone, that number rises to 70 percent."</em></blockquote>
<p>This includes one of the biggest financial decisions you'll ever make,<span> </span>buying a home. But you should know, even with student loans, waiting to<span> </span>buy a home<span> </span>may not be necessary. While everyone's situation is unique, your goal may be more within your reach than you realize. Here's why. </p>
<h4><strong>Can You Qualify for a Home Loan if You Have Student Loans?</strong></h4>
<p>According to an annual<span> </span><a href="https://www.nar.realtor/sites/default/files/documents/2023-profile-of-home-buyers-and-sellers-highlights-11-13-2023.pdf" rel="noopener noreferrer" target="_blank">report</a><span> </span>from the<span> </span><em>National Association of Realtors<span> </span></em>(NAR), 38% of first-time buyers had student loan debt and the typical amount was $30,000.</p>
<p>That means other people in a similar situation were able to qualify for and<span> </span>buy a home even though they also had student loans. And you may be able to do the same, especially if you have a steady source of income. As an article from<span> </span><em>Bankrate</em><span> </span><a href="https://www.bankrate.com/mortgages/mortgage-student-loan-guidelines" rel="noopener noreferrer" target="_blank">says</a>:</p>
<blockquote><em>". . . you can have student loans and a mortgage at the same time. . . .<span> </span></em><strong><em>If you have student loans and want a mortgage, there are multiple home loan programs you might qualify for</em></strong><em><span> </span>. . ."</em></blockquote>
<p><strong>The key takeaway is, for many people, homeownership is achievable even with student loans. </strong></p>
<p>You don't have to<span> </span>figure this out<span> </span>on your own. The best way to make a decision about your goals and next steps is to talk to the professionals. A trusted lender can walk you through your options based on your situation, and share what's worked for other<span> </span><a href="https://www.simplifyingthemarket.com/en/2024/03/13/your-home-is-a-powerful-investment/?a=175015-a1c09b42c6c82bece817616dc5ed9097" rel="noopener noreferrer" target="_blank">buyers</a>.</p>
<h3>Bottom Line</h3>
<p>Lots of other people with student loan debt are able to buy their<span> </span>own homes. Talk to a lender to go over your options and see how close you are to reaching your goal.</p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 08 Apr 2024 09:10:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/04/08/don-t-let-your-student-loans-delay-your-homeownership-plans]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                                <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240404/20240408-Don-t-Let-Your-Student-Loans-Delay-Your-Homeownership-Plans.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Your Home Is a Powerful Investment]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/03/18/your-home-is-a-powerful-investment]]>
        </link>
        <description>
            <![CDATA[<p><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240311/20240313-Your-Home-Is-a-Powerful-Investment.png" width="600"><br><br></p>
<p>Going into 2023, there was a lot of talk about a possible<span> </span>recession<span> </span>that would cause the housing market to crash. Some in the media were even forecasting home prices would drop by as much as 10-20%—and that might have made you feel a bit unsure about<span> </span>buying a home.</p>
<p>But here's what actually happened:<span> </span>home prices<span> </span>went up more than usual. Brian D. Luke, Head of Commodities at<span> </span><em>S&P Dow Jones Indices</em>,<span> </span><a href="https://www.spglobal.com/spdji/en/documents/indexnews/announcements/20240227-1470765/1470765_cshomeprice-release-0227.pdf" rel="noopener noreferrer" target="_blank">explains</a>:</p>
<blockquote><em>"Looking back at the year, 2023 appears to have exceeded average annual home price gains over the past 35 years."</em></blockquote>
<p>To put last year's growth into context, the graph below uses<span> </span><a href="https://www.freddiemac.com/research/indices/house-price-index" rel="noopener noreferrer" target="_blank">data</a><span> </span>from<span> </span><em>Freddie Mac</em><span> </span>on how home prices have changed each year going back to 1980. The dotted line shows the long-term average for appreciation:</p>
<p> <a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240311/20240313-Percent-of-Annual-Home-Appreciation.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240311/20240313-Percent-of-Annual-Home-Appreciation.png" alt="a graph showing the average of a home appreciation"></a></p>
<p></p>
<h4><strong>The big takeaway?</strong><span> </span><strong>Home prices almost always go up.</strong></h4>
<p>As an article from<span> </span><em>Forbes</em><span> </span><a href="https://www.forbes.com/sites/jimwang/2023/06/21/is-buying-a-home-really-a-good-investment/?sh=68dae57a4aab" rel="noopener noreferrer" target="_blank">says</a>:</p>
<blockquote><em>". . . the U.S. real estate market has a long and reliable history of increasing in value over time."</em></blockquote>
<p>In fact, since 1980, the only time home prices dropped was during the housing market crash (<em>shown in red in the graph above</em>). Fortunately, the<span> </span>market today<span> </span>isn't like it was in 2008. For starters, there aren't enough available homes to meet buyer demand right now. On top of that, homeowners have a tremendous amount of<span> </span>equity, so they're on much stronger footing than they were back then. That means there won't be a wave of<span> </span>foreclosures<span> </span>that causes prices to fall.</p>
<p>The fact that home values went up every single year except those four in red is why owning a home can be one of the smartest moves you can make. When you're a homeowner, you own something that typically becomes more valuable over time. And as your home's value appreciates, your<span> </span>net worth grows. </p>
<p>So, if you're financially stable and prepared for the costs and expenses of homeownership, buying a home might make a lot of sense for you.</p>
<h3>Bottom Line</h3>
<p>Home prices almost always go up over time. That makes<span> </span>buying a home<span> </span>a smart move, if you're ready and able.<span> </span><a href="http://customercare.cutlerhomes.com/contact" rel="noopener noreferrer" target="_blank">Let's connect</a><span> </span>to talk about your goals and what's available in our area.</p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 18 Mar 2024 08:23:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/03/18/your-home-is-a-powerful-investment]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                                <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240311/20240313-Your-Home-Is-a-Powerful-Investment.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Why Access Is So Important When Selling Your House]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/03/11/why-access-is-so-important-when-selling-your-house]]>
        </link>
        <description>
            <![CDATA[<p><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240229/20240306-Why-Access-Is-So-Important-When-Selling-Your-House.png" width="600"><br><br></p>
<p>If you're gearing up to<span> </span>sell your house<span> </span>this spring, one of the early conversations you'll have with your agent is about how much access you want to give buyers. And you may not realize just how important it is to make your house easy to tour.</p>
<p>Spring is the peak homebuying season, so opening up your house to as many showings as possible can really help you<span> </span>capitalize<span> </span>on all the extra buyer activity we see at this time of year.</p>
<p>Since buyer competition ramps up in the spring, buyers are going to want to move fast to see your house once they find<span> </span>your listing. And, if they see it and fall in love with it at a time they know they're competing with other buyers, you may be more likely to get the offer you're looking for on your home.</p>
<p>It's understandable you want to keep the disruptions to your own schedule to a minimum, and you may be stressed about having to keep it clean, but it's worth it. As an article from<span> </span><em>Investopedia</em><span> </span><a href="https://www.investopedia.com/articles/mortgages-real-estate/08/home-seller-mistakes-selling-house.asp" rel="noopener noreferrer" target="_blank">explains</a>:</p>
<blockquote><em>"</em><strong><em>If someone wants to view your house, you need to accommodate them, even if it inconveniences you.</em></strong><em><span> </span>Clean and tidy the house before every single visit. A buyer won't know or care if your house was clean last week. It's a lot of work, but stay focused on the prize."</em></blockquote>
<p>To figure out what's best for you, your agent will walk you through options like the ones below. This list breaks things down, starting with what's most convenient for buyers and getting less buyer-focused as the list goes on:</p>
<ul>
<li><strong>Lockbox on the Door</strong><span> </span>– A key is available via a lockbox, which makes it easy for agents to show the home to potential buyers. This gives the most flexibility because the key is on-site and convenient.</li>
<li><strong>Providing a Key to the Home</strong><span> </span>– An agent would have to stop by an office to pick up the key with this option. This is still pretty convenient for showings, but not quite as simple.</li>
<li><strong>Open Access with a Phone Call</strong><span> </span>– You allow a showing with just a phone call's notice, which can be great for someone who sees your house while driving by.</li>
<li><strong>By Appointment Only</strong><span> </span>– This gives you a more advanced warning so you can get the house tidied up and be sure you have somewhere else you can go in the meantime. But it's also a bit more restrictive.</li>
<li><strong>Limited Access</strong><span> </span>– You might go this route if you only want to have your house available on specific days or at certain times of day. But realize this is the most difficult and least flexible of the choices.</li>
</ul>
<p>As an article from<span> </span><em>U.S. News Real Estate</em><span> </span><a href="https://realestate.usnews.com/real-estate/slideshows/secrets-to-selling-your-home-faster?slide=15" rel="noopener noreferrer" target="_blank">says</a>:</p>
<blockquote><em>"Buyers like to see homes on their schedule, which often means evenings and weekends. Plus,<span> </span></em><strong><em>they want to be able to tour a home soon after they find it online, especially if they're competing with other buyers.</em></strong><em><span> </span></em><strong><em>If your home can be shown with little or no notice, more prospective buyers will see it.<span> </span></em></strong><em>If you require 24 hours' notice, they may choose to skip your home altogether."</em></blockquote>
<p>Your agent<span> </span>is going to help you find the right path forward based on your schedule and what's working for other sellers in your area. And if you've got a hardline on granting buyers more access or have interested out of town buyers that just can't be there in person, your agent will get creative and help you explore other options like video tours, virtual showings, and more.</p>
<h3>Bottom Line</h3>
<p>When it comes to selling your house, you want to be sure to get as much buyer activity as you can. Let's <a href="http://customercare.cutlerhomes.com/contact">connect</a> to talk about which level of access helps make that possible.</p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 11 Mar 2024 11:21:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/03/11/why-access-is-so-important-when-selling-your-house]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                                <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240229/20240306-Why-Access-Is-So-Important-When-Selling-Your-House.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Why We Aren't Headed for a Housing Crash]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/03/04/why-we-aren-t-headed-for-a-housing-crash]]>
        </link>
        <description>
            <![CDATA[<h3></h3>
<p><br><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240228/20240229-Why-We-re-Not-Headed-for-a-Housing-Crash.png" width="600"><br><br></p>
<p>If you're holding out hope that the housing market is going to crash and bring<span> </span>home prices<span> </span>back down, here's a look at what the data shows. And spoiler alert: that's not in the cards. Instead, experts say<span> </span>home prices<span> </span>are going to keep going up.</p>
<p><strong>Today's market is very different than it was before the housing crash in 2008. Here's why.</strong></p>
<h4><strong>It's Harder To Get a Loan Now – and That's Actually a Good Thing</strong></h4>
<p>It was much easier to get a home loan during the lead-up to the 2008 housing crisis than it is today. Back then, banks had different lending standards, making it easy for just about anyone to qualify for a home loan or refinance an existing one.</p>
<p>Things are different today. Homebuyers face increasingly higher standards from mortgage companies. The graph below uses <a href="https://www.mba.org/news-and-research/newsroom/news/2024/02/09/mortgage-credit-availability-increased-in-january" rel="noopener noreferrer" target="_blank">data</a> from the <em>Mortgage Bankers Association</em> (MBA) to show this difference. The lower the number, the harder it is to get a mortgage. The higher the number, the easier it is:</p>
<p><a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240228/20240229-Lending-Regulations-Are-Steady.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240228/20240229-Lending-Regulations-Are-Steady.png" alt="a graph showing a line going up"></a></p>
<p></p>
<p>The peak in the graph shows that, back then, lending standards weren't as strict as they are now. That means lending institutions took on much greater risk in both the person and the mortgage products offered around the crash. That led to mass defaults and a flood of<span> </span>foreclosures<span> </span>coming onto the market.</p>
<h4><strong>There Are Far Fewer Homes for Sale Today, so Prices Won't Crash</strong></h4>
<p>Because there were too many homes for sale during the housing crisis (many of which were short sales and<span> </span>foreclosures), that caused home prices to fall dramatically. But today, there's an inventory shortage – not a surplus.</p>
<p>The graph below uses data from the<span> </span><a href="https://www.nar.realtor/research-and-statistics/housing-statistics/existing-home-sales" rel="noopener noreferrer" target="_blank"><em>National Association of Realtors</em></a><span> </span>(NAR) and the<span> </span><a href="https://fred.stlouisfed.org/series/HOSSUPUSM673N" rel="noopener noreferrer" target="_blank"><em>Federal Reserve</em></a><span> </span>to show how the months' supply of homes available now (<em>shown in blue</em>) compares to the crash (<em>shown in red</em>):</p>
<p><a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240228/20240229-Housing-Supply-Is-Lower-Than-Before.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240228/20240229-Housing-Supply-Is-Lower-Than-Before.png" alt="a graph of a number of people"></a></p>
<p></p>
<p>Today, unsold inventory sits at just a<span> </span><a href="https://cdn.nar.realtor/sites/default/files/documents/ehs-01-2024-overview-2024-02-22.pdf" rel="noopener noreferrer" target="_blank">3.0-months'</a><span> </span>supply. That's compared to the peak of 10.4 month's supply back in 2008. That means there's nowhere near enough inventory on the market for home prices to come crashing down like they did back then.</p>
<h4><strong>People Are Not Using Their Homes as ATMs Like They Did in the Early 2000s</strong></h4>
<p>Back in the lead up to the housing crash, many homeowners were borrowing against the equity in their homes to finance new cars, boats, and vacations. So, when prices started to fall, as inventory rose too high, many of those homeowners found themselves underwater.</p>
<p>But today, homeowners are a lot more cautious. Even though prices have skyrocketed in the past few years, homeowners aren't tapping into their equity the way they did back then.</p>
<p><em>Black Knight</em> <a href="https://www.blackknightinc.com/wp-content/uploads/2024/02/ICE_MM_FEB2024_Report.pdf" rel="noopener noreferrer" target="_blank">reports</a><span> </span>that tappable equity (the amount of equity available for homeowners to access before hitting a maximum 80% loan-to-value ratio, or LTV) has actually reached an all-time high:</p>
<p> <a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240228/20240229Tappable-Equity-at-an-All-Time-High.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240228/20240229Tappable-Equity-at-an-All-Time-High.png" alt="a graph of a growing graph"></a></p>
<p></p>
<p>That means, as a whole, homeowners have more equity available than ever before. And that's great. Homeowners are in a much stronger position today than in the early 2000s. That same report from<span> </span><em>Black Knight<span> </span></em>goes on to<span> </span><a href="https://www.blackknightinc.com/wp-content/uploads/2024/02/ICE_MM_FEB2024_Report.pdf" rel="noopener noreferrer" target="_blank">explain</a>:</p>
<blockquote><em>"Only 1.1% of mortgage holders (582K) ended the year underwater, down from 1.5% (807K) at this time last year."</em></blockquote>
<p>And since homeowners are on more solid footing today, they'll have options to avoid foreclosure. That limits the number of distressed properties coming onto the market. And without a flood of inventory, prices won't come tumbling down. </p>
<h3>Bottom Line</h3>
<p>While you may be hoping for something that brings prices down, that's not what the data tells us is going to happen. The most current research clearly shows that today's market is nothing like it was last time.</p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 04 Mar 2024 08:14:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/03/04/why-we-aren-t-headed-for-a-housing-crash]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                                <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240228/20240229-Why-We-re-Not-Headed-for-a-Housing-Crash.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Why So Many People Fall in Love with Homeownership]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/02/19/why-so-many-people-fall-in-love-with-homeownership]]>
        </link>
        <description>
            <![CDATA[<p><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240212/20240214-Why-So-Many-People-Fall-in-Love-with-Homeownership.png" width="600"><br><br></p>
<p>Chances are at some point in your life you've heard the phrase,<span> </span><em>home is where the heart is</em>. There's a reason that's said so often. Becoming a<span> </span>homeowner<span> </span>is emotional.</p>
<p>So, if you're trying to decide if you want to keep on renting or if you're<span> </span>ready to buy<span> </span>a home this year, here's why it's so easy to fall in love with<span> </span>homeownership.</p>
<h4><strong>Customizing to Your Heart's Desire</strong></h4>
<p>Your house should be a space that's uniquely you. And, if you're a renter, that can be hard to achieve. When you rent, the paint colors are usually the standard shade of white, you don't have much control over the upgrades, and you've got to be careful how many holes you put in the walls. But when you're a<span> </span><a href="https://www.simplifyingthemarket.com/en/2023/12/28/what-you-need-to-know-about-saving-for-a-home-in-2024/?a=175015-a1c09b42c6c82bece817616dc5ed9097" rel="noopener noreferrer" target="_blank">h</a>omeowner, you have a lot more freedom. As the<span> </span><em>National Association of Realtors</em><span> </span>(NAR)<span> </span><a href="https://www.nar.realtor/magazine/tools/client-education/handouts-for-buyers/7-reasons-to-own-a-home" rel="noopener noreferrer" target="_blank">says</a>:</p>
<blockquote><em>"The home is yours. You can decorate any way you want and choose the types of upgrades and new amenities that appeal to your lifestyle."</em></blockquote>
<p>Whether you want to paint the walls a cheery bright color or go for a dark moody tone, you can match your interior to your vibe. Imagine how it would feel to come home at the end of the day and walk into a space that feels like you.</p>
<h4><strong>Greater Stability for the Ones You Love Most</strong></h4>
<p>One of the hardest things about renting is the uncertainty of what happens at the end of your lease. Does your payment go up so much that you have to move? What if your landlord decides to sell the property? It's like you're always waiting for the other shoe to drop. Jeff Ostrowski, a business journalist covering real estate and the economy, explains how homeownership can give you more peace of mind in a<span> </span><em>Money Geek</em><span> </span><a href="https://www.moneygeek.com/mortgage/resources/rent-vs-buy-guide/" rel="noopener noreferrer" target="_blank">article</a>:</p>
<blockquote><em>"Homeownership means you are the boss and have the biggest say in your lifestyle and family decisions. Suppose your kids are in public school and you don't want to risk having them change schools because your landlord doesn't renew your lease. Owning a home would remove much of the risk of having to move."</em></blockquote>
<h4><strong>A Feeling of Belonging</strong></h4>
<p>You may also find you feel much more at home in the community once you own a house. That's because, when you<span> </span>buy a home, you're staking a claim and saying, I'm a part of this community. You'll have neighbors, block parties, and more. And that'll give you the feeling of being a part of something bigger. As the<span> </span><em>International Housing Association<span> </span></em><a href="https://www.internationalhousingassociation.org/fileUpload_details.aspx?contentTypeID=3&contentID=266313&subContentID=721506&channelID=38488" rel="noopener noreferrer" target="_blank">explains</a>:</p>
<blockquote><em>". . . homeowning households are more socially involved in community affairs than their renting counterparts. This is due to both the fact that homeowners expect to remain in the community for a longer period of time and that homeowners have an ownership stake in the neighborhood."</em></blockquote>
<h4><strong>The Emotional High of Achieving Your Dream</strong></h4>
<p>Becoming a homeowner is a<span> </span>journey<span> </span>– and it may have been a long road to get to the point where you're ready to take the plunge. If you're seriously considering leaving behind your rental and making this commitment, you should know the emotions that come with this<span> </span>owning a home<span> </span>are powerful. You'll be able to walk up to your front door every day and have that sense of accomplishment welcome you home. </p>
<h3>Bottom Line</h3>
<p>A home is a place that reflects who you are, a safe space for the ones you love the most, and a reflection of all you've accomplished. Let's connect if you're ready to break up with your rental and buy a home.</p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 19 Feb 2024 08:16:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/02/19/why-so-many-people-fall-in-love-with-homeownership]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                                <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240212/20240214-Why-So-Many-People-Fall-in-Love-with-Homeownership.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Why Pre-Approval Is Even More Important This Year]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/02/12/why-pre-approval-is-even-more-important-this-year]]>
        </link>
        <description>
            <![CDATA[<p><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240206/20240207-Why-Pre-Approval-Is-Even-More-Important-This-Year.png" width="600"><br><br></p>
<p>On the road to becoming a<span> </span>homeowner? If so, you may have heard the<span> </span>term<span> </span>pre-approval get tossed around. Let's break down what it is and why it's important if you're looking to<span> </span>buy a home<span> </span>in 2024.</p>
<h4><strong>What Pre-Approval Is</strong></h4>
<p>As part of the<span> </span>homebuying process, your lender will look at your finances to figure out what they're willing to loan you. According to<span> </span><a href="https://www.investopedia.com/financial-edge/0411/5-things-you-need-to-be-pre-approved-for-a-mortgage.aspx" rel="noopener noreferrer" target="_blank"><em>Investopedia</em></a>, this includes things like your W-2, tax returns,<span> </span>credit score, bank statements, and more.</p>
<p>From there, they'll give you a pre-approval letter to help you understand how much money you can borrow. <em>Freddie Mac</em> <a href="https://myhome.freddiemac.com/blog/homebuying/how-do-i-get-pre-approved-mortgage" rel="noopener noreferrer" target="_blank">explains</a> it like this:</p>
<blockquote><em>"</em><strong><em>A pre-approval is an indication from your lender that they are willing to lend you a certain amount of money to buy your future home</em></strong><em>. . . . Keep in mind that the loan amount in the pre-approval letter is the lender's maximum offer.<span> </span></em><strong><em>Ultimately, you should only borrow an amount you are comfortable repaying</em></strong><em>."</em></blockquote>
<p>Now, that last piece is especially important. While<span> </span>home affordability<span> </span>is getting better, it's still tight. So, getting a good idea of what you can borrow can help you really wrap your head around the financial side of things. It doesn't mean you<span> </span><em>should</em><span> </span>borrow the full amount. It just tells you what you<span> </span><em>can</em><span> </span>borrow from that lender.</p>
<p>This sets you up to make an informed decision about your numbers. That way you're able to tailor your<span> </span>home search<span> </span>to what you're actually comfortable with budget-wise and can act fast when you find a home you love.</p>
<h4><strong>Why Pre-Approval Is So Important in 2024</strong></h4>
<p>If you want to buy a home this year, there's another reason you're going to want to be sure you're working with a trusted lender to make this a priority.</p>
<p>While<span> </span>more homes<span> </span>are being listed for sale, the overall number of available homes is still below the norm. At the same time, the recent downward trend in<span> </span>mortgage rates<span> </span>compared to last year is bringing more buyers back into the market. That imbalance of more demand than supply creates a bit of a tug-of-war for you.</p>
<p>It means you'll likely find you have more competition from other buyers as more and more people who were sitting on the sidelines when mortgage rates were higher decide to jump back in. But pre-approval can help with that too.</p>
<p>Pre-approval shows sellers you mean business because you've already undergone a credit and financial check. As Greg McBride, Chief Financial Analyst at<span> </span><em>Bankrate,</em> <a href="https://www.bankrate.com/mortgages/preapproved-vs-prequalified/#preapproval" rel="noopener noreferrer" target="_blank">says</a>:</p>
<blockquote><em>"Preapproval carries more weight because it means lenders have actually done more than a cursory review of your credit and your finances, but have instead reviewed your pay stubs, tax returns and bank statements.<span> </span></em><strong><em>A preapproval means you've cleared the hurdles necessary to be approved for a mortgage up to a certain dollar amount</em></strong><em>."</em></blockquote>
<p>Sellers love that because that makes it more likely the sale will move forward without unexpected delays or issues. And if you may be competing with another buyer to land your dream home, why wouldn't you do this to help stack the deck in your favor?</p>
<h3>Bottom Line</h3>
<p>If you're looking to buy a home in 2024, know that getting pre-approved is going to be a key piece of the puzzle. With lower mortgage rates bringing more buyers back into the market, this can help you make a strong offer that stands out from the crowd.</p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 12 Feb 2024 08:13:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/02/12/why-pre-approval-is-even-more-important-this-year]]>
        </guid>
                    <category>
                <![CDATA[Cincinnati & Northern Kentucky]]>
            </category>
                            <tag>
                <![CDATA[Cutler Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Cutler Real Estate Agents]]>
            </tag>
                    <tag>
                <![CDATA[Ohio Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Real Estate Trends]]>
            </tag>
                    <tag>
                <![CDATA[Cutler Real Estate News]]>
            </tag>
                    <tag>
                <![CDATA[Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Cleveland Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Cincinnati Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Columbus Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Akron Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Canton Real Estate]]>
            </tag>
                        <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240206/20240207-Why-Pre-Approval-Is-Even-More-Important-This-Year.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Don't Wait Until Spring To Sell Your House]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/02/05/don-t-wait-until-spring-to-sell-your-house]]>
        </link>
        <description>
            <![CDATA[<p><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240131/20240201-Don-t-Wait-Until-Spring-To-Sell-Your-House.png" width="600"><br><br></p>
<p>As you think about the year ahead, one of your big goals may be moving. But, how do you know when to make your move? While spring is usually the peak homebuying season,<span> </span><strong>you don't actually need to wait until spring to sell</strong>. Here's why.</p>
<h4><strong>1. Take Advantage of Lower Mortgage Rates</strong></h4>
<p>Last October, the 30-year fixed<span> </span>mortgage rates<span> </span>peaked at 7.79%. In January, they hit their<span> </span><a href="https://www.freddiemac.com/pmms/archive" rel="noopener noreferrer" target="_blank">lowest level</a><span> </span>since May. That means you may not feel as locked-in to your current mortgage rate right now. That downward trend in rates has made moving<span> </span>more affordable<span> </span>now than it was just a few months ago.</p>
<p>Another reason today's rates make now a good time to sell? More buyers are jumping back into the market. Many had been waiting on the sidelines for rates to fall, but now that that's happening, they're eager and ready to buy. That means more demand for your house.<span> </span><a href="https://freddiemac.gcs-web.com/node/28286/pdf" rel="noopener noreferrer" target="_blank">According</a><span> </span>to Sam Khater, Chief Economist at<span> </span><em>Freddie Mac</em>:</p>
<blockquote><em>"Given this stabilization in rates,<span> </span></em><strong><em>potential homebuyers with affordability concerns have jumped off the fence back into the market</em></strong><em>."</em></blockquote>
<h4><strong>2. Get Ahead of Your Competition</strong></h4>
<p>Right now, there are still more people looking to buy a home than there are houses for sale, which puts you in a great position. But keep in mind, with the recent uptick in<span> </span><a href="https://www.cutlerhomes.com/results/?autocomplete=off&aid=&oid=&aname=&aimg=&chome=&odoor=&agent_hasfeat=&viewtype=responsive&newsearch=1&newsearchresults=1&page=0&saved_search=0&sort_by=15&state=39&condition=or&keySession=&searchBoundaries=&status_types%5B%5D=sale&status_types%5B%5D=comingsoon&status_types%5B%5D=contingent&sold_after=-30+days&property_category%5B%5D=residential&pricemin=&pricemax=&bedmore=1&bedrooms=&bath_thre=1&bath_full=&sqfoot_low=&sqfoot_high=&acres=&acres_h=&yb_l=&yb_h=&taxmin=&taxmax=&garages=&garages_alt=1&stories=&fireplaces=&allowpets=&reducedpricedays=7&pastdayson=1&pastdays=5&foreclosure=&shortsale=&pagenum=1" rel="noopener noreferrer" target="_blank">new listings</a>, we're seeing more sellers may already be re-entering the market.</p>
<p>Listing your house<span> </span>now helps you beat your competition and makes sure your house will stand out. And if you work with an agent to price it right, it could sell fast and get multiple offers.<span> </span><em>U.S. News<span> </span></em><a href="https://realestate.usnews.com/real-estate/articles/understanding-housing-inventory-and-what-it-means-for-you" rel="noopener noreferrer" target="_blank">explains</a>:</p>
<blockquote><em>"When there is low housing inventory, sellers could get top dollar for their homes."</em></blockquote>
<h4><strong>3. Make the Most of Rising Home Prices</strong></h4>
<p>Experts forecast<span> </span>home prices will keep<span> </span>going up<span> </span>this year. What does that mean for you? If you're ready to sell your current house and plan to buy another one, it may be a good idea to think about moving now before prices go up more. That would give you the chance to buy your next home before it gets more expensive.</p>
<h4><strong>4. Leverage Your Equity</strong></h4>
<p>Homeowners today have tremendous amounts of<span> </span>equity. In fact, a recent<span> </span><a href="https://www.corelogic.com/intelligence/homeowner-equity-insights-q3-2023/" rel="noopener noreferrer" target="_blank">report</a><span> </span>from<span> </span><em>CoreLogic</em><span> </span>says the average homeowner with a mortgage has more than $300,000 in equity.</p>
<p>If you've been waiting to sell because you were worried about home affordability, know your equity can really help with your next move. It might even cover a big part, or maybe all, of the down payment for your next home.</p>
<h3>Bottom Line</h3>
<p>If you're thinking about<span> </span>selling your house<span> </span>and moving to another one, <a href="http://customercare.cutlerhomes.com/contact">let's connect</a> to get the process started now so you can get a leg up on your competition.</p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 05 Feb 2024 08:37:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/02/05/don-t-wait-until-spring-to-sell-your-house]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                            <tag>
                <![CDATA[Cutler Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Ohio Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Real Estate Trends]]>
            </tag>
                    <tag>
                <![CDATA[Cutler Real Estate News]]>
            </tag>
                    <tag>
                <![CDATA[Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Cleveland Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Cincinnati Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Columbus Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Akron Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Canton Real Estate]]>
            </tag>
                        <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240131/20240201-Don-t-Wait-Until-Spring-To-Sell-Your-House.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Are More Homeowners Selling as Mortgage Rates Come Down?]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/01/29/are-more-homeowners-selling-as-mortgage-rates-come-down]]>
        </link>
        <description>
            <![CDATA[<p><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240117/20240124-Are-more-homeowners-selling-as-mortgage-rates-come-down.jpg" width="600"><br><br></p>
<p>If you're looking to<span> </span>buy a home, the recent downward trend in<span> </span>mortgage rates<span> </span>is good news because it helps with affordability. But there's another way this benefits you – it may inspire more homeowners to put their houses up for sale.</p>
<h4><strong>The Mortgage Rate Lock-In Effect</strong></h4>
<p>Over the past year, one factor that's really limited the options for your move is how few homes were on the market. That's because many homeowners chose to delay their plans to sell once mortgage rates went up. An article from<span> </span><em>Freddie Mac<span> </span></em><a href="https://www.freddiemac.com/research/forecast/20231220-us-economy-expanded-in-2023" rel="noopener noreferrer" target="_blank">explains</a>:</p>
<blockquote><em>"</em><strong><em>The lack of housing supply was partly driven by the rate lock-in effect</em></strong><em>. . . . With higher rates, the incentive for existing homeowners to list their property and move to a new house has greatly diminished, leaving them rate locked."</em></blockquote>
<p>These homeowners decided to stay put and keep their current lower mortgage rate, rather than move and take on a higher one on their next home.</p>
<h4><strong>Early Signs Show Those Homeowners Are Ready To Move Again</strong></h4>
<p>According to the<span> </span><a href="https://www.realtor.com/research/data/" rel="noopener noreferrer" target="_blank">latest data</a><span> </span>from<span> </span><em>Realtor.com</em>, there were more homeowners putting their houses up for sale, known in the industry as<span> </span><strong><em>new listings</em></strong>, in December 2023 compared to December 2022 (<em>see graph below</em>):</p>
<p> <a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240117/20240124-Sellers-Are-Re-entering-the-market.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240117/20240124-Sellers-Are-Re-entering-the-market.png"></a></p>
<p></p>
<p>Here's why this is so significant. Typically, activity in the<span> </span>housing market<span> </span>cools down in the later months of the year as some sellers choose to delay their moves until January rolls around.</p>
<p><strong>This is the first time since 2020 that we've seen an uptick in new listings this time of year.</strong><span> </span>This could be a signal that the rate lock-in effect is easing a bit in response to<span> </span>lower rates.</p>
<h4><strong>What This Means for You</strong></h4>
<p>While there isn't going to suddenly be an influx of options for your<span> </span>home search, it does mean more sellers may be deciding to list. According to a<span> </span><a href="https://www.jchs.harvard.edu/blog/homeowner-mobility-stalls-amid-rising-interest-rates" rel="noopener noreferrer" target="_blank">recent article</a><span> </span>from the<span> </span><em>Joint Center for Housing Studies</em><span> </span>(JCHS):</p>
<blockquote><em>"</em><strong><em>A reduction in interest rates could alleviate the lock-in effect</em></strong><em><span> </span>and help lift homeowner mobility. Indeed, interest rates have recently declined, falling by a full percentage point from October to November 2023 . . .<span> </span></em><strong><em>Further decreases would reduce the barrier to moving and give homeowners looking to sell a newfound sense of urgency</em></strong><em><span> </span>. . ."</em></blockquote>
<p>And that means you may see more homes come onto the market to give you more<span> </span>fresh options<span> </span>to choose from.</p>
<h3>Bottom Line</h3>
<p>As mortgage rates come down, more sellers may re-enter the market – that gives you an opportunity to find the home you're looking for.<span> </span><a href="http://customercare.cutlerhomes.com/contact" rel="noopener noreferrer" target="_blank">Let's connect</a><span> </span>so you've got a local expert on your side who'll help you stay on top of the latest listings in our area.</p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 29 Jan 2024 08:06:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/01/29/are-more-homeowners-selling-as-mortgage-rates-come-down]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                            <tag>
                <![CDATA[Real Estate Trends]]>
            </tag>
                    <tag>
                <![CDATA[Cutler Real Estate News]]>
            </tag>
                    <tag>
                <![CDATA[Real Estate]]>
            </tag>
                        <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240117/20240124-Are-more-homeowners-selling-as-mortgage-rates-come-down.jpg]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[The Dramatic Impact of Homeownership on Net Worth]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/01/15/the-dramatic-impact-of-homeownership-on-net-worth]]>
        </link>
        <description>
            <![CDATA[<p><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240110/20240111-The-Dramatic-Impact-of-Homeownership-on-Net-Worth.png" width="600"><br><br></p>
<p>If you're trying to decide whether to rent or<span> </span>buy a home<span> </span>this year, here's a powerful insight that could give you the clarity and confidence you need to make your decision.</p>
<p>Every three years, the<span> </span><em>Federal Reserve</em><span> </span>releases the<span> </span><a href="https://www.federalreserve.gov/publications/files/scf23.pdf" rel="noopener noreferrer" target="_blank">Survey of Consumer Finances</a><span> </span>(SCF), which compares net worth for homeowners and renters. The latest report shows<span> </span><strong>the average homeowner's net worth is almost 40X greater than a renter's</strong><span> </span>(<em>see graph below</em>):</p>
<p><a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240110/20240111-Homeowner-Net-Worth-Almost-40x-greater.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240110/20240111-Homeowner-Net-Worth-Almost-40x-greater.png"></a></p>
<p></p>
<p>One reason a wealth gap exists between renters and<span> </span>homeowners<span> </span>is because when you're a homeowner, your<span> </span>equity<span> </span>grows as your home appreciates in value and you make your mortgage payment each month. When you own a home, your monthly mortgage payment acts like a form of forced savings, which eventually pays off when you decide to sell. As a renter, you'll never see a financial return on the money you pay out in rent every month. Ksenia Potapov, Economist at<span> </span><em>First American</em>,<span> </span><a href="https://blog.firstam.com/economics/building-wealth-brick-by-brick" rel="noopener noreferrer" target="_blank">explains</a><span> </span>it like this:</p>
<blockquote><em>"Renters don't capture the wealth generated by house price appreciation, nor do they benefit from the equity gains generated by monthly mortgage payments . . ."</em></blockquote>
<h4><strong>The Largest Part of Most Homeowner Net Worth Is Their Equity</strong></h4>
<p>Home<span> </span>equity<span> </span>does more to build the average household's wealth than anything else. According to data from<span> </span><a href="https://blog.firstam.com/economics/building-wealth-brick-by-brick" rel="noopener noreferrer" target="_blank"><em>First American</em></a><em><span> </span></em>and<em><span> </span></em>the<em><span> </span></em><a href="https://www.federalreserve.gov/econres/scfindex.htm" rel="noopener noreferrer" target="_blank"><em>Federal Reserve</em></a>, this holds true across different income levels (<em>see graph below</em>):</p>
<p><a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240110/20240111-housing-piece-of-net-worth-is-crucial.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240110/20240111-housing-piece-of-net-worth-is-crucial.png"></a></p>
<p></p>
<p>The green segment in each bar represents how much of a homeowner's net worth comes from their home equity. Based on this data, it's clear no matter what your income level is, owning a home can really boost your wealth. Nicole Bachaud, Senior Economist at<span> </span><em>Zillow</em>,<span> </span><a href="https://www.newsweek.com/housing-crisis-could-death-knell-americas-middle-class-1848936" rel="noopener noreferrer" target="_blank">shares</a>:</p>
<blockquote><em>"The biggest asset most people are ever going to own is a home. Homeownership is really that financial key that helps unlock stability and wealth preservation across generations."</em></blockquote>
<p>If you're ready to start building your net worth, the current real estate market offers several opportunities you should consider. For example, with<span> </span>mortgage rates<span> </span>trending lower lately, your<span> </span>purchasing power<span> </span>may be higher now than it has been in months. And, with more<span> </span>inventory<span> </span>coming to the market, there are more options for you to consider. A local<span> </span>real estate agent<span> </span>can walk you through the opportunities you have today and guide you through the process of finding your ideal home.</p>
<h3>Bottom Line</h3>
<p>If you're unsure about whether to rent or buy a home, keep in mind that owning a home can increase your overall wealth in the long run, no matter your income. To discover more about this and the many other<span> </span>benefits<span> </span>of homeownership, <a href="http://customercare.cutlerhomes.com/contact">let's connect.</a></p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 15 Jan 2024 08:42:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/01/15/the-dramatic-impact-of-homeownership-on-net-worth]]>
        </guid>
                    <category>
                <![CDATA[Cincinnati & Northern Kentucky]]>
            </category>
                                <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240110/20240111-The-Dramatic-Impact-of-Homeownership-on-Net-Worth.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[What Lower Mortgage Rates Mean for Your Purchasing Power]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2024/01/08/what-lower-mortgage-rates-mean-for-your-purchasing-power]]>
        </link>
        <description>
            <![CDATA[<p><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240104/20240108-What-Lower-Mortgage-Rates-Mean-for-Your-Purchasing-Power.png" width="600"><br><br></p>
<p>If you want to<span> </span>buy a home, it's important to know how<span> </span>mortgage rates<span> </span>impact what you can afford and how much you'll pay each month. Fortunately, rates for 30-year fixed mortgages have come down significantly since the end of October and are currently under<span> </span><a href="https://freddiemac.gcs-web.com/node/28216/pdf" rel="noopener noreferrer" target="_blank">7%</a>, according to<span> </span><em>Freddie Mac</em><span> </span>(<em>see graph below</em>):</p>
<p> <a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240104/20240108-Mortgage-Rates-Fall-Below-Seven-Percent.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240104/20240108-Mortgage-Rates-Fall-Below-Seven-Percent.png"></a></p>
<p></p>
<p>This recent trend is great news for<span> </span>buyers. As a recent article from<span> </span><em>Bankrate</em><span> </span><a href="https://www.bankrate.com/mortgages/analysis/" rel="noopener noreferrer" target="_blank">says</a>:</p>
<blockquote><em>"The rate cool-off somewhat eases the housing affordability squeeze."</em></blockquote>
<p>And<span> </span><a href="https://www.mba.org/news-and-research/newsroom/news/2023/12/21/mortgage-application-payments-increased-2.0-percent-to-2-199-in-october" rel="noopener noreferrer" target="_blank">according</a><span> </span>to Edward Seiler, AVP of Housing Economics and Executive Director of the Research Institute for Housing America at the<span> </span><em>Mortgage Bankers Association</em><span> </span>(MBA):</p>
<blockquote><em>"MBA expects that affordability conditions will continue to improve as mortgage rates decline . . ."</em></blockquote>
<p>Here's a bit more context on how this could help with your plans to<span> </span>buy a home.</p>
<h4><strong>How Mortgage Rates Affect Your Search for a Home</strong></h4>
<p>Understanding the connection between mortgage rates and your monthly home payment is crucial for your plans to<span> </span>become a homeowner. The chart below illustrates how your ability to afford a home changes when mortgage rates shift. Imagine your budget allows for a monthly payment between $2,400 and $2,500. The green part in the chart shows payments in that range or lower (<em>see chart below</em>):</p>
<p> <a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240104/20240108-Buyers-Purchasing-Power.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240104/20240108-Buyers-Purchasing-Power.png"></a></p>
<p></p>
<p>As you can see, even small changes in rates can affect your budget and the loan amount you can afford.</p>
<h4><strong>Get Help from Reliable Experts To Understand Your Budget and Plan Ahead</strong></h4>
<p>When you're looking to<span> </span>buy a home, it's important to get guidance from a local real estate agent and a trusted lender. They can help you explore different mortgage options, understand what makes mortgage rates go up or down, and how those changes impact you.</p>
<p>By looking at the numbers and the latest data together, then adjusting your strategy based on today's rates, you'll be better prepared and ready to buy a home.</p>
<h3>Bottom Line</h3>
<p>If you're looking to<span> </span>buy a home, you should know the recent downward trend in mortgage rates is good news for your move.<span> </span><a href="http://customercare.cutlerhomes.com/contact" rel="noopener noreferrer" target="_blank">Let's connect</a><span> </span>and plan your next steps.</p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 08 Jan 2024 09:22:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2024/01/08/what-lower-mortgage-rates-mean-for-your-purchasing-power]]>
        </guid>
                    <category>
                <![CDATA[Cincinnati & Northern Kentucky]]>
            </category>
                            <tag>
                <![CDATA[Real Estate]]>
            </tag>
                        <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20240104/20240108-What-Lower-Mortgage-Rates-Mean-for-Your-Purchasing-Power.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[The Surprising Trend in the Number of Homes Coming onto the Market]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2023/12/18/the-surprising-trend-in-the-number-of-homes-coming-onto-the-market]]>
        </link>
        <description>
            <![CDATA[<p><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20231212/20231213-The-Surprising-Trend-in-the-Number-of-Homes-Coming-onto-the-Market.png" width="600"><br><br></p>
<p>If you're thinking about<span> </span>moving, it's important to know what's happening in the<span> </span>housing market. Here's an update on the supply of homes currently for sale. Whether you're<span> </span>buying<span> </span>or<span> </span>selling, the number of homes in your area is something you should pay attention to.</p>
<p>In the housing market, there are regular patterns that happen every year, called<span> </span>seasonality. Spring is the peak homebuying season and also when the most homes are typically listed for sale (homes coming onto the market are known in the industry as new listings). In the second half of each year, the number of new listings typically decreases as the pace of sales slows down.</p>
<p>The graph below uses<span> </span><a href="https://www.realtor.com/research/data/" rel="noopener noreferrer" target="_blank">data</a><span> </span>from<span> </span><em>Realtor.com</em><span> </span>to provide a visual of this seasonality. It shows how this year (the black line) is breaking from the norm (<em>see graph below</em>):</p>
<p><a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20231212/20231213-New-Listings-Stabilizing.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20231212/20231213-New-Listings-Stabilizing.png"></a></p>
<p>Looking at this graph, three things become clear:</p>
<ul>
<li><strong>2017-2019 (<em>the blue and gray lines</em>) follow the same general pattern.</strong><span> </span>These years were very typical in the housing market and their lines on the graph show normal, seasonal trends.</li>
<li><strong>Starting in 2020, the data broke from the normal trend.</strong><span> </span>The big drop down in 2020 (<em>the orange line</em>) signals when the pandemic hit and many sellers paused their plans to move. 2021 (<em>the green line</em>) and 2022 (<em>the red line</em>) follow the normal trend a bit more, but still are abnormal in their own ways.</li>
<li><strong>This year (the black line) is truly unique.</strong><span> </span>The steep drop off in new listings that usually occurs this time of year hasn't happened. If 2023 followed the norm, the line representing this year would look more like the dotted black line. Instead, what's happening is the number of new listings is stabilizing. And, there are even more<span> </span>new listings<span> </span>coming to the market this year compared to the same time last year.</li>
</ul>
<h4><strong>What Does This Mean for You?</strong></h4>
<ul>
<li><strong>For buyers</strong>, new listings stabilizing is a positive sign. It means you have a more steady stream of options coming onto the market and more choices for your next home than you would have at the same time last year. This opens up possibilities and allows you to explore a variety of homes that suit your needs.</li>
<li><strong>For sellers</strong>, while new listings are breaking seasonal norms, inventory is still well below where it was before the pandemic. If you look again at the graph, you'll see the black line for this year is still lower than normal, meaning inventory isn't going up dramatically and prices aren't heading for a crash. And with less competition from other sellers than you'd see in a more typical year,<span> </span>your house<span> </span>has a better chance to be in the spotlight and attract eager buyers.</li>
</ul>
<h3>Bottom Line</h3>
<p>Whether you're on the hunt for your next home or thinking of selling, now might just be the perfect time to make<span> </span>your move. If you have questions or concerns about the availability of homes in our local area, let's connect.</p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 18 Dec 2023 11:31:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2023/12/18/the-surprising-trend-in-the-number-of-homes-coming-onto-the-market]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                                <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20231212/20231213-The-Surprising-Trend-in-the-Number-of-Homes-Coming-onto-the-Market.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Why You Should Use a Real Estate Agent When You Buy a Home]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2023/12/11/why-you-should-use-a-real-estate-agent-when-you-buy-a-home]]>
        </link>
        <description>
            <![CDATA[<p><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20231128/20231207-Why-You-Need-To-Use-a-Real-Estate-Agent-When-You-Buy-a-Home.png" width="600"><br><br></p>
<p>If you've recently decided you're ready to become a<span> </span>homeowner, chances are you're trying to figure out what to do first. It can feel a bit overwhelming to know where to start, but the good news is you don't have to navigate all of that alone.</p>
<p>When it comes to buying a home, there are a lot of moving pieces. And that's especially true in today's<span> </span>housing market. The number of<span> </span>homes for sale<span> </span>is still low, and<span> </span>home prices<span> </span>and<span> </span>mortgage rates<span> </span>are still high. That combination can be tricky if you don't have reliable expertise and a trusted advisor on your side. That's why the best place to start is connecting with a local real estate agent.</p>
<h4><strong>Agents Are the #1 Most Useful Source in the Buying Process</strong></h4>
<p>The latest<span> </span><a href="https://www.nar.realtor/research-and-statistics/research-reports/highlights-from-the-profile-of-home-buyers-and-sellers" rel="noopener noreferrer" target="_blank">annual report</a><span> </span>from the<span> </span><em>National Association of Realtors</em><span> </span>(NAR) finds recent homebuyers agree the<span> </span><strong>#1 most useful source of information they had in the home buying process was a real estate agent.</strong><span> </span>Let's break down why.</p>
<h4><strong>How an Agent Helps When You Buy a Home</strong></h4>
<p>When you think about a<span> </span>real estate agent, you may think of someone taking you on home showings and putting together the paperwork, but a great agent does so much more than that. It's not just being the facilitator for your purchase, it's being your guide through every step.</p>
<p>The visual below shows some examples from that same<span> </span><a href="https://www.nar.realtor/research-and-statistics/research-reports/highlights-from-the-profile-of-home-buyers-and-sellers" rel="noopener noreferrer" target="_blank">NAR release</a><span> </span>of the many ways an agent adds value. It includes the percentage of homebuyers in that report who highlighted each of these benefits:</p>
<p><a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20231128/20231207-Benefits-Provided-by-Real-Estate-Agent-During-Home-Purchase-Process.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20231128/20231207-Benefits-Provided-by-Real-Estate-Agent-During-Home-Purchase-Process.png"></a></p>
<p></p>
<p>Here's a bit more context on how the survey results noted an agent continually helps buyers in these situations:</p>
<ul>
<li><strong>Helped Buyer's Understand the Process:</strong><span> </span>Do you know the difference between an inspection and an appraisal, what each report tells you, and why they're both important? Or that there are things you shouldn't do after applying for a mortgage, like buying appliances or furniture? An agent knows all of these best practices and will share them with you along the way, so you don't miss any key steps by the time you get to the closing table.</li>
<li><strong>Pointed Out Unnoticed Features or Faults with the Home:</strong><span> </span>An agent also has a lot of experience evaluating homes. They've truly seen it all. They'll be able to pinpoint some things you may not have noticed about the home that could help inform your decision or at least what repairs you ask for.</li>
<li><strong>Provided a Better List of Service Providers</strong>: In a real estate transaction, there are a lot of people involved. An agent has experience working with various professionals in your area, like home inspectors, and can help connect you with the pros you need for a successful experience.</li>
<li><strong>Negotiated Better Contract Terms and Price</strong>: Did something pop up in the home inspection or with the appraisal? An agent will help you re-negotiate as needed to get the best terms and price possible for you, so you feel confident with your big purchase.</li>
<li><strong>Improved Buyer's Knowledge of the Search Area:</strong><span> </span>Moving to a new town and you're not familiar with the area, or you're staying nearby, but don't know which neighborhoods are most affordable? Either way, an agent knows the local area like the back of their hand and can help you find the perfect location for your needs.</li>
<li><strong>Expanded Buyer's Search Area:</strong><span> </span>And if you're not finding anything you're interested in within your initial search radius, an agent will know other neighborhoods nearby you should consider based on what you like, what amenities you want, and more.</li>
</ul>
<h3>Bottom Line</h3>
<p>If you're looking to<span> </span>buy a home, don't forget about the many ways an agent is essential to that process. Any hurdle that pops up, a negotiation that needs to take place, and more, your agent will know how to handle it while they make sure to minimize your stress along the way. Let's connect to tackle this together.</p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 11 Dec 2023 07:46:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2023/12/11/why-you-should-use-a-real-estate-agent-when-you-buy-a-home]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                            <tag>
                <![CDATA[Ohio Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Real Estate Trends]]>
            </tag>
                    <tag>
                <![CDATA[Realtor]]>
            </tag>
                    <tag>
                <![CDATA[Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Selling Your Home with a Realtor]]>
            </tag>
                        <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20231128/20231207-Why-You-Need-To-Use-a-Real-Estate-Agent-When-You-Buy-a-Home.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Experts Project Home Prices Will Rise over the Next 5 Years]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2023/12/04/experts-project-home-prices-will-rise-over-the-next-5-years]]>
        </link>
        <description>
            <![CDATA[<p><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20231128/20231205-Experts-Project-Home-Prices-Will-Rise-over-the-next-5-years.png" width="600"><br><br></p>
<p>Even with so much data showing<span> </span>home prices<span> </span>are actually rising in<span> </span>most of the country, there are still a lot of people who worry there will be another price crash in the immediate future. In fact, a<span> </span><a href="https://www.fanniemae.com/research-and-insights/surveys-indices/national-housing-survey" rel="noopener noreferrer" target="_blank">recent survey</a><span> </span>from<span> </span><em>Fannie Mae</em><span> </span>shows that 23% of consumers think prices will fall over the next 12 months. That's nearly one in four people who are dealing with that fear – maybe you're one of them.</p>
<p>To help ease that concern, here's what the<span> </span>experts<span> </span>say will happen with<span> </span>home prices<span> </span>not just<span> </span>next year, but over the next five years.</p>
<h4><strong>Experts Project Ongoing Appreciation</strong></h4>
<p>While seeing a small handful of<span> </span>expert<span> </span>opinions may not be enough to change your mind, hopefully, a larger group of experts will reassure you. Here's that larger group.</p>
<p>The<span> </span><a href="https://pulsenomics.com/surveys/#home-price-expectations" rel="noopener noreferrer" target="_blank"><em>Home Price Expectation Survey</em></a> (HPES) from<span> </span><em>Pulsenomics</em> is a great resource to show what experts forecast for home prices over a five-year period. It includes projections from over 100 economists, investment strategists, and housing market analysts. And the results from the latest quarterly release show home prices are expected to go up every year through 2027 (<em>see graph below</em>):</p>
<p> <a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20231128/20231205-Estimated-Home-Price-Performance.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20231128/20231205-Estimated-Home-Price-Performance.png"></a></p>
<p></p>
<p>And while the projected increase in 2024 isn't as large as 2023, remember<span> </span>home price<span> </span>appreciation is cumulative. In other words, if these experts are correct after your home's value rises by 3.32% this year, it should go up by another 2.17% next year.</p>
<p>If you're worried home prices are going to fall, here's the big takeaway. Even though<span> </span>prices<span> </span>vary by local area, experts project they'll continue to rise across the country for years to come at a pace that's<span> </span>more normal<span> </span>for the market.</p>
<h4><strong>What Does This Mean for You?</strong></h4>
<p>If you're not convinced yet, maybe these numbers will get your attention. They show how a typical home's value could change over the next few years using the expert projections from the HPES. Check out the graph below:</p>
<p> <a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20231128/20231205-71363-Home-Price-Expectation-Survey.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20231128/20231205-71363-Home-Price-Expectation-Survey.png"></a></p>
<p></p>
<p>In this example, let's say you bought a $400,000 home at the beginning of this year. If you factor in the forecast from the HPES, you could potentially accumulate more than $71,000 in<span> </span>household wealth<span> </span>over the next five years.</p>
<h3>Bottom Line</h3>
<p>If you're someone who's worried home prices are going to fall, rest assured a lot of experts say it's just the opposite – nationally, home prices will continue to climb not just next year, but for years to come. If you have any questions or concerns about what's next for home prices in our local area, let's connect. </p>]]>
        </description>
        <pubDate>
            <![CDATA[Mon, 04 Dec 2023 09:16:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2023/12/04/experts-project-home-prices-will-rise-over-the-next-5-years]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                            <tag>
                <![CDATA[Ohio Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Real Estate Trends]]>
            </tag>
                    <tag>
                <![CDATA[Real Estate]]>
            </tag>
                        <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20231128/20231205-Experts-Project-Home-Prices-Will-Rise-over-the-next-5-years.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Why the Economy Won't Tank the Housing Market]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2023/11/30/why-the-economy-won-t-tank-the-housing-market-2]]>
        </link>
        <description>
            <![CDATA[<p><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20231127/20231129-Why-the-Economy-Wont-crash-the-housing-market.png" width="600"><br><br></p>
<p>If you're worried about a coming recession, you're not alone. Over the past couple of years, there's been a lot of recession talk. And many people worry, if we do have one, it would cause the unemployment rate to skyrocket. Some even fear that a spike in unemployment would lead to a rash of<span> </span>foreclosures<span> </span>similar to what happened 15 years ago.</p>
<p>However, the latest<span> </span><a href="https://www.wsj.com/economy/a-recession-is-no-longer-the-consensus-3ad0c3a3" rel="noopener noreferrer" target="_blank"><em>Economic Forecasting Survey</em></a><span> </span>from the<span> </span><em>Wall Street Journal</em><span> </span>(WSJ) reveals that, for the first time in over a year, less than half (48%) of economists believe a recession will actually occur within the next year:</p>
<blockquote><em>"</em><strong><em>Economists are turning optimistic on the U.S. economy<span> </span></em></strong><em>. . .<span> </span></em><strong><em>economists lowered the probability of a recession within the next year</em></strong><em>, from 54% on average in July to a more optimistic 48%. That is the first time they have put the probability below 50% since the middle of last year."</em></blockquote>
<p>If over half of the experts no longer expect a recession within the next year, you might naturally think those same experts also don't expect the unemployment rate to jump way up – and you'd be right. The graph below uses<span> </span><a href="https://www.wsj.com/economy/economic-forecasting-survey-archive-11617814998" rel="noopener noreferrer" target="_blank">data</a><span> </span>from that same WSJ survey to show exactly what the economists project for the unemployment rate over the next three years (<em>see graph below</em>):</p>
<p><a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20231127/20231129-Unemployment-Projections-for-the-next-3-Years.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20231127/20231129-Unemployment-Projections-for-the-next-3-Years.png"></a> </p>
<p>If those expert projections are correct, more people will lose their jobs in the upcoming year. And job losses of any kind are devastating for those people and their loved ones.</p>
<p>However, the question here is: will there be enough job losses to cause a wave of foreclosures that will crash the housing market? Based on historical context from<span> </span><a href="https://www.macrotrends.net/countries/USA/united-states/unemployment-rate" rel="noopener noreferrer" target="_blank"><em>Macrotrends</em></a><span> </span>and the<span> </span><a href="https://www.bls.gov/news.release/pdf/empsit.pdf" rel="noopener noreferrer" target="_blank"><em>Bureau of Labor Statistics</em></a><span> </span>(BLS), the answer is no. That's because the unemployment rate is currently near all-time lows (<em>see graph below</em>):</p>
<p><a href="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20231127/20231129-Unemployment-Rate-Near-All-Time-Lows.png" rel="noopener noreferrer" target="_blank"><img src="https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20231127/20231129-Unemployment-Rate-Near-All-Time-Lows.png"></a> </p>
<p>As the orange bar in the graph shows, the average unemployment rate dating back to 1948 is 5.7%. The red bar shows, the last time the housing market crashed, in the immediate aftermath of the 2008 financial crisis, the average unemployment rate was up to 8.3%. Both of those bars are much higher than the unemployment rate today (<em>shown in the blue bar</em>).</p>
<p><strong>Moving forward, projections show the unemployment rate is likely to stay beneath the 75-year average. And that means we won't see a wave of foreclosures that would severely impact the housing market.</strong></p>
<h3>Bottom Line</h3>
<p>Most economists no longer expect a recession to occur in the next 12 months. That's why they also don't expect a dramatic rise in the unemployment rate that would lead to a rash of foreclosures and another<span> </span>housing market crash. If you have questions about unemployment and its impact on the housing market,<span> </span>let's connect.</p>]]>
        </description>
        <pubDate>
            <![CDATA[Thu, 30 Nov 2023 09:17:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2023/11/30/why-the-economy-won-t-tank-the-housing-market-2]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                            <tag>
                <![CDATA[Real Estate Trends]]>
            </tag>
                    <tag>
                <![CDATA[Real Estate]]>
            </tag>
                        <overviewPhoto><![CDATA[https://files.keepingcurrentmatters.com/KeepingCurrentMatters/content/images/20231127/20231129-Why-the-Economy-Wont-crash-the-housing-market.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[8 Historical Landmarks to Visit Around Cincinnati]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2023/02/16/8-historical-landmarks-to-visit-around-cincinnati]]>
        </link>
        <description>
            <![CDATA[<p style="text-align: center;"><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Cincinnati_Historical_Sites_-_Cutler_Real_Estate.png" alt="Historical Landmarks - Cincinnati, OH - Cutler Real Estate" width="750" height="450"></p>
<p>First settled in 1788, <strong><a data-cke-saved-href="http://customercare.cutlerhomes.com/communities/cincinnati-northern-kentucky/" href="http://customercare.cutlerhomes.com/communities/cincinnati-northern-kentucky/" target="_blank" title="Cincinnati" rel="noopener">Cincinnati</a></strong> has grown into the largest metropolitan area in Ohio. Cincinnati's story is told through an assortment of remarkable buildings and landmarks that testify to the city's durability. Explore the Queen City by visiting these great attractions.</p>
<h2><a data-cke-saved-href="https://myfountainsquare.com/history/" href="https://myfountainsquare.com/history/" target="_blank" title="Tyler Davidson Fountain" rel="noopener">Tyler Davidson Fountain</a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Tyler+Davidson+Fountain/@39.1016363,-84.5146378,17z/data=!3m1!4b1!4m5!3m4!1s0x8841b150906a2bff:0x146cd1464619f5b6!8m2!3d39.1016322!4d-84.5124491" href="https://www.google.com/maps/place/Tyler+Davidson+Fountain/@39.1016363,-84.5146378,17z/data=!3m1!4b1!4m5!3m4!1s0x8841b150906a2bff:0x146cd1464619f5b6!8m2!3d39.1016322!4d-84.5124491" target="_blank" title="28 E. 5th St., Cincinnati, OH 45202" rel="noopener">28 E. 5th St., Cincinnati, OH 45202</a></strong></p>
<p>If you've ever watched the popular sitcom <em>WKRP in Cincinnati</em>, you've seen this iconic fountain during the opening credits. While its official name is "The Genius of Water," most people know it as the Tyler Davidson Fountain after the Cincinnati businessman to whom it was dedicated. Large figures around "The Lady" represent various practical uses of water. The four child figures, representing the pleasures of water, are actually freshwater drinking fountains.</p>
<h2><a data-cke-saved-href="http://stowehousecincy.org/index.html" href="http://stowehousecincy.org/index.html" target="_blank" title="Harriet Beecher Stowe House" rel="noopener">Harriet Beecher Stowe House</a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Harriet+Beecher+Stowe+House/@39.1331567,-84.4895286,17z/data=!3m1!4b1!4m5!3m4!1s0x8841b3b6cdfd223b:0xd8d3e6f431f1d790!8m2!3d39.1331526!4d-84.4873399" href="https://www.google.com/maps/place/Harriet+Beecher+Stowe+House/@39.1331567,-84.4895286,17z/data=!3m1!4b1!4m5!3m4!1s0x8841b3b6cdfd223b:0xd8d3e6f431f1d790!8m2!3d39.1331526!4d-84.4873399" target="_blank" title="2950 Gilbert Ave., Cincinnati, OH 45206" rel="noopener">2950 Gilbert Ave., Cincinnati, OH 45206</a></strong></p>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/Cm1N8x5NNJW/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/Cm1N8x5NNJW/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Harriet Beecher Stowe House (@stowehousecincy)</a></p>
</div>
</blockquote>
<p>

</p>
<p>You don't have to be a book lover to enjoy a visit to the Harriet Beecher Stowe House. While it was the childhood home of the <em>Uncle Tom's Cabin</em> author, the house offers a fascinating glimpse into the history of Cincinnati. In the 1930s, the home became the Edgemont Inn, listed in the legendary "Green Book" as a safe haven for African-Americans. During spring, summer, and fall, the HBSH also serves as the starting point for various walking tours. Starting February 1, hours are 10 a.m. - 4 p.m. Thursday through Saturday and noon - 4 p.m. Sunday. Admission is $6 for adults and $3 for ages 6-17.</p>
<h2><a data-cke-saved-href="https://www.cincyfiremuseum.com" href="https://www.cincyfiremuseum.com" target="_blank" title="Cincinnati Fire Museum" rel="noopener">Cincinnati Fire Museum</a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Cincinnati+Fire+Museum/@39.1053641,-84.5218258,17z/data=!3m1!4b1!4m5!3m4!1s0x8841b3fe06aa4ff7:0x832deeadc2d99907!8m2!3d39.1053726!4d-84.5195517" href="https://www.google.com/maps/place/Cincinnati+Fire+Museum/@39.1053641,-84.5218258,17z/data=!3m1!4b1!4m5!3m4!1s0x8841b3fe06aa4ff7:0x832deeadc2d99907!8m2!3d39.1053726!4d-84.5195517" target="_blank" title="315 W. Court St., Cincinnati, OH 45202" rel="noopener">315 W. Court St., Cincinnati, OH 45202</a></strong></p>
<p>Firefighters and other first responders are everyday heroes. Learn more about this noble profession at the Cincinnati Fire Museum, listed on the National Historic Registry. Did you know that Cincinnati established the country's first paid fire department in 1853? Museum artifacts include some of the oldest firefighting equipment in existence, such as leather buckets, alarm drums, and an actual steam fire engine. Fire safety education is conducted in the Safe House, an interactive exhibit where visitors take part in a simulated "fire event." Museum hours are 10 a.m. - 4 p.m. Tuesday through Saturday. Admission is $8 for adults and $6 for ages 7-17.</p>
<h2><a data-cke-saved-href="https://www.greatamericantreasures.org/destinations/the-betts-house/" href="https://www.greatamericantreasures.org/destinations/the-betts-house/" target="_blank" title="The Betts House" rel="noopener">The Betts House</a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/The+Betts+House/@39.1077573,-84.5243477,17z/data=!3m1!4b1!4m5!3m4!1s0x8841b15535407be5:0x93fa97783a13180a!8m2!3d39.1077007!4d-84.5221288" href="https://www.google.com/maps/place/The+Betts+House/@39.1077573,-84.5243477,17z/data=!3m1!4b1!4m5!3m4!1s0x8841b15535407be5:0x93fa97783a13180a!8m2!3d39.1077007!4d-84.5221288" target="_blank" title="416 Clark St., Cincinnati, OH 45203" rel="noopener">416 Clark St., Cincinnati, OH 45203</a></strong></p>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/B2yuoR-Br-m/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/B2yuoR-Br-m/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by The Betts House (@thebettshouse)</a></p>
</div>
</blockquote>
<p>

</p>
<p>p>At the turn of the 19th century, William Betts accepted 111 acres of land as payment for a loan. It's doubtful he knew that the Betts House, which he built on that property for his family of nine, would still be standing as his legacy into the 21st century. Incredibly, the house has survived industrial growth, urban decay, and even an earthquake to remain as the oldest brick house in Ohio on its original site. Exhibits and programs are often attended by historians and architects to study building materials and traditions of the past. The Betts House is open Wednesday, Friday, and Saturday from noon - 5 p.m.</p>
<h2><a data-cke-saved-href="https://lovelandcastle.com" href="https://lovelandcastle.com" target="_blank" title="Loveland Castle" rel="noopener">Loveland Castle</a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Loveland+Castle+Museum/@39.2835388,-84.2681676,17z/data=!3m1!4b1!4m5!3m4!1s0x8840f8a1de55051b:0xe580b3d4a8879446!8m2!3d39.2835347!4d-84.2659789" href="https://www.google.com/maps/place/Loveland+Castle+Museum/@39.2835388,-84.2681676,17z/data=!3m1!4b1!4m5!3m4!1s0x8840f8a1de55051b:0xe580b3d4a8879446!8m2!3d39.2835347!4d-84.2659789" target="_blank" title="12075 Shore Dr., Loveland, OH 45140" rel="noopener">12075 Shore Dr., Loveland, OH 45140</a></strong></p>
<p>Travel back to the medieval times of Middle Age Europe without leaving Ohio. Loveland Castle is a faithful, full-scale replica of keeps built by the Roman Empire a thousand years ago. The castle was originally constructed in the late 1920s by Harry Andrews as a getaway for his group of Boy Scouts and Sunday school members. Keep an eye out for ghosts that are reputed to live in the castle and pack a picnic lunch to enjoy afterwards on the scenic grounds. Hours are 11 a.m. - 5 p.m. daily except November 1 through March 31, when the castle is open on Friday, Saturday, and Sunday only. Admission is $5 for ages 5 and up.</p>
<h2><a data-cke-saved-href="https://www.cincinnatiarts.org/music-hall-home/about-music-hall" href="https://www.cincinnatiarts.org/music-hall-home/about-music-hall" target="_blank" title="Cincinnati Music Hall" rel="noopener">Cincinnati Music Hall</a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Cincinnati+Music+Hall/@39.1094618,-84.5213809,17z/data=!3m1!4b1!4m5!3m4!1s0x8841b3fe2ee7e44f:0x9e8008a84dab5512!8m2!3d39.1093288!4d-84.5189052" href="https://www.google.com/maps/place/Cincinnati+Music+Hall/@39.1094618,-84.5213809,17z/data=!3m1!4b1!4m5!3m4!1s0x8841b3fe2ee7e44f:0x9e8008a84dab5512!8m2!3d39.1093288!4d-84.5189052" target="_blank" title="650 Walnut St., Cincinnati, OH 45202" rel="noopener">650 Walnut St., Cincinnati, OH 45202</a></strong></p>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/CoYfyDyI3a2/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/CoYfyDyI3a2/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by S H (@coffeenaturebuildings_lover)</a></p>
</div>
</blockquote>
<p>

</p>
<p>From the stunning Victorian-Gothic exterior to the various artistic companies that call the building home, the Cincinnati Music Hall is one of the city's more impressive attractions. Performances are held in Springer Auditorium, the central portion of the building, which features a mural called "Allegory of the Arts" on its domed ceiling. Springer Auditorium has hosted a diverse list of world-famous musical artists, including Frank Sinatra, Prince, and Bob Dylan. Indoor tours are conducted year-round, while outdoor tours are offered during summer months. Visit the website for tour information and calendar of events. </p>
<h2><a data-cke-saved-href="https://www.cincynature.org" href="https://www.cincynature.org" target="_blank" title="Cincinnati Nature Center" rel="noopener">Cincinnati Nature Center</a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Cincinnati+Nature+Center/@39.1265073,-84.2478301,17z/data=!3m1!4b1!4m5!3m4!1s0x8840fc200734cfc3:0x176df146ff1ea779!8m2!3d39.1265032!4d-84.2456414" href="https://www.google.com/maps/place/Cincinnati+Nature+Center/@39.1265073,-84.2478301,17z/data=!3m1!4b1!4m5!3m4!1s0x8840fc200734cfc3:0x176df146ff1ea779!8m2!3d39.1265032!4d-84.2456414" target="_blank" title="4949 Tealtown Rd., Milford, OH 45150" rel="noopener">4949 Tealtown Rd., Milford, OH 45150</a></strong> </p>
<p>In 1965, Stanley M. Rowe, Sr.'s long-held dream of an educational outdoor preserve came true. Thanks to the efforts and donations of several prominent Cincinnati residents, the Cincinnati Nature Center opened to the public. Rowe Woods, the center's core property, was once the 175-acre estate of Carl and Mary Krippendorf. Neil McElroy, one-time chairman of Proctor & Gamble, donated Long Branch Farm for use as a green space. Most recently, in 1995, siblings Jim and Dorothy Gorman gifted their family's Gorman Heritage Farm, which provides a valuable look at an actual working farm. Admission is $10 for adults and $6 for ages 4-12. Pets are welcome for a $3 fee. Visit the website for seasonal hours.</p>
<h2><a data-cke-saved-href="https://www.facebook.com/OverTheRhine/" href="https://www.facebook.com/OverTheRhine/" target="_blank" title="Over-the-Rhine National Historic District" rel="noopener">Over-the-Rhine National Historic District</a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Over-The-Rhine,+Cincinnati,+OH/@39.1151275,-84.5271007,15z/data=!3m1!4b1!4m5!3m4!1s0x8841b3f93c470c51:0x3c5f36f7cdfaefac!8m2!3d39.112883!4d-84.5159479" href="https://www.google.com/maps/place/Over-The-Rhine,+Cincinnati,+OH/@39.1151275,-84.5271007,15z/data=!3m1!4b1!4m5!3m4!1s0x8841b3f93c470c51:0x3c5f36f7cdfaefac!8m2!3d39.112883!4d-84.5159479" target="_blank" title="230 E. 13th St., Cincinnati, OH 45202" rel="noopener">230 E. 13th St., Cincinnati, OH 45202</a></strong></p>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/ChaHKn0JJ_5/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/ChaHKn0JJ_5/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Over-the-Rhine • Cincinnati (@overtherhine)</a></p>
</div>
</blockquote>
<p>

</p>
<p>Dating back to the 19th century, the Over-the-Rhine National Historic District is one of the country's largest and most intact urban historic districts. Unlike most historic districts that feature exquisite mansions and elaborate architecture, the OTR, as it's affectionately known, is notable for its origins as a working-class neighborhood of German immigrants. In the 21st century, the OTR is a vibrant mix of past and present. You can easily spend a day or more visiting attractions such as Findlay Market, the Brewery District, and an eclectic mix of boutiques, restaurants, and entertainment.</p>
<h2><span style="color: #f26721;">History of the Past, Dreams of the Future</span></h2>
<p>Whether you're a lifelong resident or new to the area, what's the first thing that comes to mind when you hear the word, "Cincinnati?"</p>]]>
        </description>
        <pubDate>
            <![CDATA[Fri, 17 Feb 2023 09:00:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2023/02/16/8-historical-landmarks-to-visit-around-cincinnati]]>
        </guid>
                    <category>
                <![CDATA[Cincinnati & Northern Kentucky]]>
            </category>
                            <tag>
                <![CDATA[Local Attractions]]>
            </tag>
                    <tag>
                <![CDATA[Cincinnati OH]]>
            </tag>
                    <tag>
                <![CDATA[Things to do in Cincinnati]]>
            </tag>
                    <tag>
                <![CDATA[Best of Cincinnati]]>
            </tag>
                        <overviewPhoto><![CDATA[http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Cincinnati_Historical_Sites_-_Cutler_Real_Estate.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Explore These Specialty Food Markets Around Ohio]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2023/02/14/explore-these-specialty-food-markets-around-ohio]]>
        </link>
        <description>
            <![CDATA[<p style="text-align: center;"><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Specialty_Food_Markets_-_Explore_Ohio_-_Cutler_Real_Estate__3_.png" alt="Specialty Food Markets - Explore Ohio - Cutler Real Estate" width="750" height="450"></p>
<p>Elevate your grocery shopping by stopping by one of Ohio's specialty food markets, which sell plenty of delicious and interesting foods. You'll be able to try new foods and make your meals more special and tasty.<br>  <br>Explore these specialty food markets around <a data-cke-saved-href="http://customercare.cutlerhomes.com/communities/northeast-ohio/" href="http://customercare.cutlerhomes.com/communities/northeast-ohio/" title="Northeast Ohio"><strong>Northeast Ohio</strong></a>, <a data-cke-saved-href="http://customercare.cutlerhomes.com/communities/columbus-central-ohio/" href="http://customercare.cutlerhomes.com/communities/columbus-central-ohio/" title="Columbus"><strong>Columbus</strong></a>, and <strong><a data-cke-saved-href="http://customercare.cutlerhomes.com/communities/cincinnati-northern-kentucky/" href="http://customercare.cutlerhomes.com/communities/cincinnati-northern-kentucky/" title="/communities/cincinnati-northern-kentucky/">Cincinnati</a></strong> the next time you shop.</p>
<h2><strong><a data-cke-saved-href="https://westsidemarket.org/" href="https://westsidemarket.org/" target="_blank" title="West Side Market" rel="noopener">West Side Market</a></strong></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/West+Side+Market/@41.4847078,-81.7050281,17z/data=!3m1!4b1!4m5!3m4!1s0x8830f06dbbd9379f:0xabb436e31c9dcc5e!8m2!3d41.4847078!4d-81.7028394" href="https://www.google.com/maps/place/West+Side+Market/@41.4847078,-81.7050281,17z/data=!3m1!4b1!4m5!3m4!1s0x8830f06dbbd9379f:0xabb436e31c9dcc5e!8m2!3d41.4847078!4d-81.7028394" target="_blank" title="1979 W. 25th St., Cleveland, OH 44113" rel="noopener">1979 W. 25th St., Cleveland, OH 44113</a></strong></p>
<p>Opening in 1912, West Side Market is Cleveland's oldest municipally owned market. Its setting is beautiful, with the building designed by renowned architects who included a 44-foot-high tile vaulted ceiling and a 137-foot-tall clock tower. Its eclectic mix of shops includes Theresa's Bakery, known for more than 30 types of fresh, homemade bread and European pastries, including 17 flavors of cannoli. Rita's is another popular market vendor where you'll find a variety of stuffed olives, fresh horseradish and barrel kraut, and fresh-ground peanut butter.</p>
<h2><strong><a data-cke-saved-href="https://www.mustardseedmarket.com/" href="https://www.mustardseedmarket.com/" target="_blank" title="Mustard Seed Market & Cafe" rel="noopener">Mustard Seed Market</a></strong></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Mustard+Seed+Market+-+Grocery/@41.1382844,-81.643308,17z/data=!3m1!4b1!4m5!3m4!1s0x8830d082f74b5891:0x31bbe3bf08a51ca8!8m2!3d41.1382845!4d-81.6388233" href="https://www.google.com/maps/place/Mustard+Seed+Market+-+Grocery/@41.1382844,-81.643308,17z/data=!3m1!4b1!4m5!3m4!1s0x8830d082f74b5891:0x31bbe3bf08a51ca8!8m2!3d41.1382845!4d-81.6388233" target="_blank" title="3885 Medina Rd., Akron, OH 44333" rel="noopener">3885 Medina Rd., Akron, OH 44333</a></strong></p>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/Cm_sgZ-uQw8/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/Cm_sgZ-uQw8/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Mustard Seed Market & Café (@mustardseedmrkt)</a></p>
</div>
</blockquote>
<p>

</p>
<p>With its motto of "Real food is good food," Mustard Seed Market has followed many stringent ingredient standards since 1981. Its products are free of high-fructose corn syrup, artificial colors and flavoring, harmful chemicals and preservatives, saccharin and aspartame, antibiotics and hormones in meats, bleached or bromated flour, and irradiation. Fill your cart with produce from local farmers that's organic whenever possible, fresh-baked bread, pastries, and pies, high-quality, responsibly sourced meat and seafood, bulk foods, and more. And in the grocery department, you'll find affordable, high-quality, natural foods from local suppliers.</p>
<h2><strong><a data-cke-saved-href="https://bunkerhillcheese.com/" href="https://bunkerhillcheese.com/" target="_blank" title="Bunker Hill Cheese" rel="noopener">Bunker Hill Cheese</a></strong></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Bunker+Hill+Cheese+Co+Inc./@40.5738481,-81.784223,17z/data=!3m1!4b1!4m5!3m4!1s0x883713e31fdc8743:0x436dc343890fbe80!8m2!3d40.5740412!4d-81.7820128" href="https://www.google.com/maps/place/Bunker+Hill+Cheese+Co+Inc./@40.5738481,-81.784223,17z/data=!3m1!4b1!4m5!3m4!1s0x883713e31fdc8743:0x436dc343890fbe80!8m2!3d40.5740412!4d-81.7820128" target="_blank" title="6005 County Road 77, Millersburg, OH 44654" rel="noopener">6005 County Road 77, Millersburg, OH 44654</a></strong></p>
<p>Bunker Hill Cheese is a third-generation family-owned company that was established in 1935. The company partners with local farmers and makes over 25 types of cheese, averaging 50,000 pounds a week. Whether you'd like cheese for a snack, to use in a recipe, or to help create a delicious charcuterie board, you can find it here. You'll find A2 milk cheese (easier to digest), cheddar, farmers cheese, fiesta jack marble with jalapeno kick, Bermuda onion, feta, raw milk cheese, and more. And to carry the cheese theme even further, the market sells Heini's cheese fudge in flavors including blueberry, chocolate, and rainbow sherbet.</p>
<h2><strong><a data-cke-saved-href="https://northmarket.org/" href="https://northmarket.org/" target="_blank" title="North Market" rel="noopener">North Market</a></strong></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/North+Market+Downtown/@39.9719715,-83.0065074,17z/data=!3m2!4b1!5s0x88388f2627731c3d:0x798bb2197bd8ef85!4m5!3m4!1s0x88388f289be27009:0x92eee2ae59c786c6!8m2!3d39.9719715!4d-83.0043187" href="https://www.google.com/maps/place/North+Market+Downtown/@39.9719715,-83.0065074,17z/data=!3m2!4b1!5s0x88388f2627731c3d:0x798bb2197bd8ef85!4m5!3m4!1s0x88388f289be27009:0x92eee2ae59c786c6!8m2!3d39.9719715!4d-83.0043187" target="_blank" title="59 Spruce St., Columbus, OH 43215  " rel="noopener">59 Spruce St., Columbus, OH 43215</a></strong></p>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/ClTmVliuSb-/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/ClTmVliuSb-/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by North Market (@northmarket)</a></p>
</div>
</blockquote>
<p>

</p>
<p>North Market, located in downtown Columbus, has been open for nearly 150 years. The venue houses more than 30 independently owned small businesses where you can pick up a wide variety of fresh produce, meat, poultry, specialty food items, and more. For a delicious snack, stop by American Nut Company, specializing in Bavarian Glazed Roasted Almonds and Pecans with a touch of cinnamon, vanilla, and sugar. For a prepared meal, visit Flavors of India, which serves dishes made with freshly sourced ingredients and healthy herbs and spices.</p>
<h2><strong><a data-cke-saved-href="https://www.market-columbus.com/" href="https://www.market-columbus.com/" target="_blank" title="The Hills Market  " rel="noopener">The Hills Market</a></strong></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/The+Hills+Market/@40.1250942,-83.0374383,17z/data=!3m1!4b1!4m5!3m4!1s0x8838f2e203182f23:0x3704c4bbacbcfea3!8m2!3d40.1250942!4d-83.0352496" href="https://www.google.com/maps/place/The+Hills+Market/@40.1250942,-83.0374383,17z/data=!3m1!4b1!4m5!3m4!1s0x8838f2e203182f23:0x3704c4bbacbcfea3!8m2!3d40.1250942!4d-83.0352496" target="_blank" title="7860 Olentangy River Rd., Columbus, OH 43235 " rel="noopener">7860 Olentangy River Rd., Columbus, OH 43235</a></strong></p>
<p>The Hills Market is a unique shopping destination where you can shop inside the market or have your groceries delivered. Its departments sell wholesome, fresh foods, including produce from Ohio farmers and family-owned distributors. Its full-service butcher shop features high-quality meat sourced from around Ohio without any growth-promoting hormones or antibiotics. The produce department features hand-selected fruits and veggies from Ohio farmers and family-owned distributors. For added convenience, stop by the Chef's Case for house-made dishes, including the market's popular crab cakes with sherry cayenne dipping sauce.</p>
<h2><strong><a data-cke-saved-href="https://www.carfagnasmarket.com/" href="https://www.carfagnasmarket.com/" target="_blank" title="Carfagna's Market" rel="noopener">Carfagna's Market</a></strong></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Carfagna's/@40.1499195,-82.9810704,17z/data=!3m1!4b1!4m5!3m4!1s0x88388b4f915f34a3:0x2d903df4b2bda0af!8m2!3d40.1499195!4d-82.9788817" href="https://www.google.com/maps/place/Carfagna's/@40.1499195,-82.9810704,17z/data=!3m1!4b1!4m5!3m4!1s0x88388b4f915f34a3:0x2d903df4b2bda0af!8m2!3d40.1499195!4d-82.9788817" target="_blank" title="1440 Gemini Place, Columbus, OH 43240  " rel="noopener">1440 Gemini Place, Columbus, OH 43240</a></strong></p>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/CZ4_BetvFUE/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/CZ4_BetvFUE/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Carfagna's Market & Ristorante (@carfagnasmarket)</a></p>
</div>
</blockquote>
<p>

</p>
<p>Carfagna's Market aims to provide the best quality items at the lowest possible price. The market isn't tied to any particular suppliers, so the owners are free to shop around to find and sell the best products from small and family-owned businesses. Its butcher shop sells meats cut fresh daily and sourced from farmers who implement humane practices. You can also treat yourself to a wide variety of fresh, delicious foods, including treats from Columbus' largest homemade Italian cookie selection, homemade cannoli filled to order, organic homemade pasta sauce, and handmade artisan pasta.</p>
<h2><strong><a data-cke-saved-href="https://junglejims.com/" href="https://junglejims.com/" target="_blank" title="Jungle Jim's International Market Eastgate" rel="noopener">Jungle Jim's International Market Eastgate</a></strong></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Jungle+Jim's+International+Market+Eastgate/@39.0932327,-84.2758211,17z/data=!3m1!4b1!4m5!3m4!1s0x8841a9feef3c1a1b:0xa8fb250954a0dcde!8m2!3d39.0932327!4d-84.2736324" href="https://www.google.com/maps/place/Jungle+Jim's+International+Market+Eastgate/@39.0932327,-84.2758211,17z/data=!3m1!4b1!4m5!3m4!1s0x8841a9feef3c1a1b:0xa8fb250954a0dcde!8m2!3d39.0932327!4d-84.2736324" target="_blank" title="4450 Eastgate South Dr., Cincinnati, OH 45245  " rel="noopener">4450 Eastgate South Dr., Cincinnati, OH 45245</a></strong></p>
<p>You'll find a unique mixture of specialty grocery items at Jungle Jim's International Market, including colorfully unique sodas where you can try a new root beer or be adventurous and buy Buffalo Wing Soda. If you love coffee or tea, stop by the Coffee Bar, where you'll find over 50 varieties of coffee from local micro-roaster Seven Hills, as well as over 20 varieties of loose-leaf teas. You'll also find dozens of honey varieties and honey-related products like honey candy, butter, or cream. And make sure to stop by the Candy Castle for nostalgic favorites or trendy new candies.</p>
<h2><strong><a data-cke-saved-href="https://www.findlaymarket.org/" href="https://www.findlaymarket.org/" target="_blank" title="Findlay Market" rel="noopener">Findlay Market</a></strong></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Findlay+Market/@39.1153116,-84.5212611,17z/data=!3m1!4b1!4m5!3m4!1s0x8841b3f96aa9a5b3:0x263afcd98b6e84b0!8m2!3d39.1153116!4d-84.5190724" href="https://www.google.com/maps/place/Findlay+Market/@39.1153116,-84.5212611,17z/data=!3m1!4b1!4m5!3m4!1s0x8841b3f96aa9a5b3:0x263afcd98b6e84b0!8m2!3d39.1153116!4d-84.5190724" target="_blank" title="1801 Race St., Cincinnati, OH 45202" rel="noopener">1801 Race St., Cincinnati, OH 45202</a></strong></p>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/CnzBGxhuwlT/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/CnzBGxhuwlT/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Findlay Market (@findlaymarket)</a></p>
</div>
</blockquote>
<p>

</p>
<p>Located just blocks from downtown in the Over-the-Rhine neighborhood of Cincinnati, Findlay Market attracts more than one million visitors a year. You'll find plenty of farm-fresh, locally sourced specialty foods for sale from more than 50 full-time merchants. If you're craving a ready-made meal, stop by Flavors of the Isle, where you'll find dishes with a blend of Southern soul food and Jamaican cuisine. Try the jerk chicken, made with the owner's homemade jerk seasoning and sauce. Or visit Dean's Mediterranean Imports for nuts roasted onsite, many varieties of Lebanese-style yogurt, pita breads, and more.</p>
<h2><strong><a data-cke-saved-href="https://www.remkes.com" href="https://www.remkes.com" target="_blank" title="Remke Markets" rel="noopener">Remke Markets</a></strong></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Remke/@39.0100268,-84.6332487,17z/data=!3m1!4b1!4m5!3m4!1s0x8841c7c08090ff57:0x58c0c46674284686!8m2!3d39.0100268!4d-84.63106" href="https://www.google.com/maps/place/Remke/@39.0100268,-84.6332487,17z/data=!3m1!4b1!4m5!3m4!1s0x8841c7c08090ff57:0x58c0c46674284686!8m2!3d39.0100268!4d-84.63106" target="_blank" title="6920 Burlington Pike, Florence, KY 41042" rel="noopener">6920 Burlington Pike, Florence, KY 41042</a></strong></p>
<p>Remke Markets has several locations throughout the area and is known for its excellent customer service. In addition to the usual grocery offerings, you'll find a dedicated soup and salad bar as well as a sushi bar. If you'd like to save time and effort but still get the products you love, try the Mobile Market app, where a trained personal shopper selects items from your order and has it waiting for you when you come to the store.</p>
<h2><span style="color: #f26721;"><strong>Don't Settle for Ordinary</strong></span></h2>
<p>What specialty food markets do you visit in Ohio, and what items are your favorites to buy? </p>]]>
        </description>
        <pubDate>
            <![CDATA[Wed, 15 Feb 2023 09:00:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2023/02/14/explore-these-specialty-food-markets-around-ohio]]>
        </guid>
                    <category>
                <![CDATA[Explore Ohio]]>
            </category>
                            <tag>
                <![CDATA[Columbus OH]]>
            </tag>
                    <tag>
                <![CDATA[Cincinnati OH]]>
            </tag>
                    <tag>
                <![CDATA[Things to do in Cincinnati]]>
            </tag>
                    <tag>
                <![CDATA[Akron OH]]>
            </tag>
                    <tag>
                <![CDATA[Cleveland OH]]>
            </tag>
                    <tag>
                <![CDATA[Things to do in Northeast Ohio]]>
            </tag>
                    <tag>
                <![CDATA[Things to do in Columbus]]>
            </tag>
                    <tag>
                <![CDATA[Findlay Market]]>
            </tag>
                    <tag>
                <![CDATA[Specialty Foods]]>
            </tag>
                    <tag>
                <![CDATA[Florence KY]]>
            </tag>
                        <overviewPhoto><![CDATA[http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Specialty_Food_Markets_-_Explore_Ohio_-_Cutler_Real_Estate__3_.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[9 Places for Rock Climbing No Matter What the Weather]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2023/02/09/9-places-for-rock-climbing-no-matter-what-the-weather]]>
        </link>
        <description>
            <![CDATA[<p style="text-align: center;"><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Indoor_Rock_Climbing_-_Explore_Ohio_-_Cutler_Real_Estate.png" alt="Indoor Rock Climbing - Explore Ohio - Cutler Real Estate" width="750" height="450"></p>
<p>You don't have to live in the mountains to enjoy rock climbing, and you don't need warm weather either! While the state of Ohio offers some amazing outdoor rock climbing destinations for spring, summer, and fall, the colder months force us to look indoors. </p>
<p>Luckily, there are also some incredible indoor rock gyms all over the Buckeye state! If you're searching for the best indoor rock climbing in Ohio, look no further.</p>
<h2><strong><a data-cke-saved-href="https://www.gonosotros.com/" href="https://www.gonosotros.com/" target="_blank" title="Nosotros Rock Climbing Gym" rel="noopener">Nosotros Rock Climbing Gym</a></strong></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Nosotros+Rock+Climbing+Gym/@41.501486,-81.7587541,12z/data=!4m10!1m2!2m1!1sNosotros+Rock+Climbing+Gym!3m6!1s0x8830fbb0d015c8bf:0x5e20c8c6d39a7248!8m2!3d41.5013578!4d-81.6763641!15sChpOb3NvdHJvcyBSb2NrIENsaW1iaW5nIEd5bSIDiAEBkgENcm9ja19jbGltYmluZ-ABAA!16s%2Fg%2F11j8660c5z" href="https://www.google.com/maps/place/Nosotros+Rock+Climbing+Gym/@41.5013618,-81.6785528,17z/data=!3m1!4b1!4m6!3m5!1s0x8830fbb0d015c8bf:0x5e20c8c6d39a7248!8m2!3d41.5013578!4d-81.6763641!16s%2Fg%2F11j8660c5z" target="_blank" title="2020 Euclid Avenue, Cleveland, OH 44115" rel="noopener">2020 Euclid Avenue, Cleveland, OH 44115</a></strong></p>
<p>With two Northeast Ohio locations in Cleveland and Lakewood, Nosotros Rock Climbing Gym offers some of the best climbing facilities in this part of the state. The Cleveland location features 2,000 square feet of climbable space and a Kilterboard with around 8,000 training routes. Beginner, intermediate, and private climbing classes are available, plus a weight room and yoga classes. Affordable day passes and first-timer tours of Nosotros Rock Climbing Gym are available, helping to make it more accessible to those who might be new to climbing.</p>
<h2><strong><a data-cke-saved-href="https://www.clevelandrocksclimbing.com/" href="https://www.clevelandrocksclimbing.com/" target="_blank" title="Cleveland Rocks Climbing" rel="noopener">Cleveland Rocks Climbing</a></strong></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Cleveland+Rocks+Climbing/@41.4870572,-81.7119731,17z/data=!3m1!4b1!4m5!3m4!1s0x8830f06964466579:0x9817ee856aa29914!8m2!3d41.4870346!4d-81.7095903" href="https://www.google.com/maps/place/Cleveland+Rocks+Climbing/@41.4870572,-81.7119731,17z/data=!3m1!4b1!4m5!3m4!1s0x8830f06964466579:0x9817ee856aa29914!8m2!3d41.4870346!4d-81.7095903" target="_blank" title="2831 Franklin Boulevard, Cleveland, OH 44113" rel="noopener">2831 Franklin Boulevard, Cleveland, OH 44113</a></strong></p>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/Cm7F72oJ4xi/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/Cm7F72oJ4xi/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Cleveland Rocks (@clevelandrocksclimbing)</a></p>
</div>
</blockquote>
<p>

</p>
<p>Offering lead climbing, top rope, and bouldering, Cleveland Rocks is a world-class indoor climbing facility that spans 18,000 square feet. The gym is located inside Cleveland's renovated Ohio City Masonic Temple, a historical structure providing a unique climbing venue. Cleveland Rocks offers three separate climbing areas, with roped walls up to 54 feet, and also hosts a wide range of climbing classes and programs for youths and adults. It's one of the best spots for beginner and advanced climbers in <strong><a data-cke-saved-href="http://customercare.cutlerhomes.com/communities/northeast-ohio/" href="http://customercare.cutlerhomes.com/communities/northeast-ohio/" title="Northeast Ohio">Northeast Ohio</a></strong>.</p>
<h2><strong><a data-cke-saved-href="https://www.rockmillclimbing.com/" href="https://www.rockmillclimbing.com/" target="_blank" title="Rock Mill" rel="noopener">Rock Mill</a></strong></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Rock+Mill+%2F%2F+Climbing,+Yoga,+Coffee,+Beer/@41.0755425,-81.5003373,17z/data=!3m1!4b1!4m5!3m4!1s0x883129c64230b2df:0xfb520ce64bce81bb!8m2!3d41.0755385!4d-81.497757" href="https://www.google.com/maps/place/Rock+Mill+%2F%2F+Climbing,+Yoga,+Coffee,+Beer/@41.0755425,-81.5003373,17z/data=!3m1!4b1!4m5!3m4!1s0x883129c64230b2df:0xfb520ce64bce81bb!8m2!3d41.0755385!4d-81.497757" target="_blank" title="677 Carroll Street, Akron, OH 44304" rel="noopener">677 Carroll Street, Akron, OH 44304</a></strong></p>
<p>Akron's Rock Mill is a great place to climb, but it's also much more. Yoga classes are taught almost every day of the week, and traditional fitness facilities are also open to members and visitors alike. That includes a weight training area and cardio equipment. Rock Mill also offers a well-stocked coffee bar that serves locally sourced coffee, beer, and food. For those just here to climb, you'll find a 6,000-square-foot bouldering hall with 80-plus bouldering problems that are reset every week to consistently provide new challenges. </p>
<h2><a data-cke-saved-href="https://5.life/chambers/" href="https://5.life/chambers/" target="_blank" title="Chambers Purely Boulders" rel="noopener"><strong>Chambers Purely Boulders</strong></a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Chambers+Purely+Boulders/@39.9932388,-83.0414556,17z/data=!3m1!4b1!4m5!3m4!1s0x88388e5ed8697963:0xfa363fd13b0e4f1a!8m2!3d39.9932347!4d-83.0388807" href="https://www.google.com/maps/place/Chambers+Purely+Boulders/@39.9932388,-83.0414556,17z/data=!3m1!4b1!4m5!3m4!1s0x88388e5ed8697963:0xfa363fd13b0e4f1a!8m2!3d39.9932347!4d-83.0388807" target="_blank" title="1165 Chambers Road, Columbus, OH 43212" rel="noopener">1165 Chambers Road, Columbus, OH 43212</a></strong></p>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/CkJj2D7rSZa/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/CkJj2D7rSZa/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by climbchambers (@climbchambers)</a></p>
</div>
</blockquote>
<p>

</p>
<p>A cheery indoor bouldering gym near the OSU Campus in Greenview, Chambers Purely Boulders is one of the best places in <strong><a data-cke-saved-href="http://customercare.cutlerhomes.com/communities/columbus-central-ohio/" href="http://customercare.cutlerhomes.com/communities/columbus-central-ohio/" title="Columbus">Columbus</a></strong> for aspiring climbers. With a wide range of weekly programs that teach bouldering and climbing fundamentals, Chambers Purely Boulders makes it easy to get on the wall, even if you've never climbed before. The gym hosts a variety of classes and clinics as well, including weekly yoga classes that are free for members.</p>
<h2><strong><a data-cke-saved-href="https://5.life/va/" href="https://5.life/va/" target="_blank" title="Vertical Adventures" rel="noopener">Vertical Adventures</a></strong></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Vertical+Adventures/@40.0986191,-82.9955726,15z/" href="https://www.google.com/maps/place/Vertical+Adventures/@40.0986232,-82.9977613,17z/data=!3m1!4b1!4m6!3m5!1s0x88388caa5c97a979:0x588fe6d2edc505fe!8m2!3d40.0986191!4d-82.9955726!16s%2Fg%2F1tmy5qgz" target="_blank" title="6513 Kingsmill Ct, Columbus, OH 43229" rel="noopener">6513 Kingsmill Court, Columbus, OH 43229</a></strong></p>
<p>Open since 1994, Vertical Adventures has been providing an amazing indoor rock climbing experience in Columbus since long before rock gyms became hip or trendy. A staple of the Columbus climbing community, this facility offers over 16,000 feet of terrain that caters to a wide range of climbing styles, including lead, top-roping, and bouldering. Beginner and climbing fundamentals classes are available for anyone who wants to gain some rock climbing experience. </p>
<h2><strong><a data-cke-saved-href="https://5.life/bg/" href="https://5.life/bg/" target="_blank" title="Bloc Garten" rel="noopener">Bloc Garten</a></strong></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Bloc+Garten/@39.9503883,-83.010434,17z/data=!3m1!4b1!4m5!3m4!1s0x88388f051bb0fac7:0x4b3fb0a39b364672!8m2!3d39.9503842!4d-83.0078537" href="https://www.google.com/maps/place/Bloc+Garten/@39.9503883,-83.010434,17z/data=!3m1!4b1!4m5!3m4!1s0x88388f051bb0fac7:0x4b3fb0a39b364672!8m2!3d39.9503842!4d-83.0078537" target="_blank" title="512 Maier Place, Columbus, OH 43215" rel="noopener">512 Maier Place, Columbus, OH 43215</a></strong></p>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/ChdFd4ZOjdC/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/ChdFd4ZOjdC/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Bloc Garten (@blocgartencbus)</a></p>
</div>
</blockquote>
<p>

</p>
<p>With a welcoming environment and supportive community, Bloc Garten is one of the best bouldering gyms in Central Ohio. With new bouldering problems reset every week on Tuesdays, the gym's dynamic bouldering walls constantly provide new challenges to climbers of all skill levels. Free gear rental is available for your first visit, and the gym offers a 90-minute fundamentals class that helps new climbers find their footing. Regular climbing clinics also provide new insight and instruction for experienced climbers to up their game, both physically and mentally. </p>
<h2><strong><a data-cke-saved-href="https://www.climbcincy.com/" href="https://www.climbcincy.com/" target="_blank" title="Climb Cincy" rel="noopener">Climb Cincy</a></strong></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Climb+Cincy/@39.1609347,-84.5471368,17z/data=!3m1!4b1!4m5!3m4!1s0x8841b53220ef2803:0xdf17530aa62700e!8m2!3d39.1609331!4d-84.5445555" href="https://www.google.com/maps/place/Climb+Cincy/@39.1609347,-84.5471368,17z/data=!3m1!4b1!4m5!3m4!1s0x8841b53220ef2803:0xdf17530aa62700e!8m2!3d39.1609331!4d-84.5445555" target="_blank" title="1708 Blue Rock Street, Cincinnati, OH 45223" rel="noopener">1708 Blue Rock Street, Cincinnati, OH 45223</a></strong></p>
<p>Opened in 2020, Climb Cincy is one of the newest indoor rock gyms in the <strong><a data-cke-saved-href="http://customercare.cutlerhomes.com/communities/cincinnati-northern-kentucky/" href="http://customercare.cutlerhomes.com/communities/cincinnati-northern-kentucky/" title="Cincinnati">Cincinnati</a></strong> area. The facility is nestled in the beautiful Northside neighborhood of Cincinnati, and the folks who run it make a point of catering to climbers of all experience levels to create an environment where all are welcome. Climb Cincy is a bouldering facility, which means participants climb over padded floors with no ropes or harnesses involved. Walls range from 11 to 14 feet tall, and many routes are beginner-friendly, while others will challenge even the most seasoned climbers. </p>
<h2><strong><a data-cke-saved-href="http://www.mosaicclimbing.com/" href="http://www.mosaicclimbing.com/" target="_blank" title="Mosaic Climbing" rel="noopener">Mosaic Climbing</a></strong></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Mosaic+Climbing/@39.2839077,-84.2997065,17z/data=!3m1!4b1!4m5!3m4!1s0x88405669edc57fa9:0xfa1770329d5987ab!8m2!3d39.2840714!4d-84.29708" href="https://www.google.com/maps/place/Mosaic+Climbing/@39.2839077,-84.2997065,17z/data=!3m1!4b1!4m5!3m4!1s0x88405669edc57fa9:0xfa1770329d5987ab!8m2!3d39.2840714!4d-84.29708" target="_blank" title="9501 Union Cemetery Road, Loveland, OH 45140" rel="noopener">9501 Union Cemetery Road, Loveland, OH 45140</a></strong></p>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/Ci5AjrZu7-5/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/Ci5AjrZu7-5/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Mosaic Climbing (@mosaicclimbing)</a></p>
</div>
</blockquote>
<p>

</p>
<p>No matter what your preferred style of climbing may be and how much experience you may have, Mosaic Climbing offers something for you. Located in the small city of Loveland within the Cincinnati metro area, Mosaic Climbing offers one of the most impressive, wide-ranging climbing facilities in Ohio. In addition to bouldering terrain, Mosaic offers top-rope, auto-belay, and lead climbing, plus a variety of climbing-related training equipment and a complete fitness facility with yoga rooms. Private and group instruction is available for youths and adults.</p>
<h2><strong><a data-cke-saved-href="https://rockquest.com/" href="https://rockquest.com/" target="_blank" title="RockQuest Climbing Center" rel="noopener">RockQuest Climbing Center</a></strong></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/RockQuest+Climbing+Center/@39.2822292,-84.4111859,17z/data=!4m10!1m2!2m1!1swww.google.com%2Fmaps%2Fplace%2FRockQuest%2BClimbing%2BCenter%2F@39.2822251,-84.4086056,15z%2F!3m6!1s0x88405190ff401af1:0xa9319e54e7fcd4f!8m2!3d39.2822788!4d-84.4085226!15sClB3d3cuZ29vZ2xlLmNvbS9tYXBzL3BsYWNlL1JvY2tRdWVzdCtDbGltYmluZytDZW50ZXIvQDM5LjI4MjIyNTEsLTg0LjQwODYwNTYsMTV6LyIDiAEBkgENcm9ja19jbGltYmluZ-ABAA!16s%2Fg%2F1tycxb4q" href="https://www.google.com/maps/place/RockQuest+Climbing+Center/@39.2822292,-84.4111859,17z/data=!4m10!1m2!2m1!1swww.google.com%2Fmaps%2Fplace%2FRockQuest%2BClimbing%2BCenter%2F@39.2822251,-84.4086056,15z%2F!3m6!1s0x88405190ff401af1:0xa9319e54e7fcd4f!8m2!3d39.2822788!4d-84.4085226!15sClB3d3cuZ29vZ2xlLmNvbS9tYXBzL3BsYWNlL1JvY2tRdWVzdCtDbGltYmluZytDZW50ZXIvQDM5LjI4MjIyNTEsLTg0LjQwODYwNTYsMTV6LyIDiAEBkgENcm9ja19jbGltYmluZ-ABAA!16s%2Fg%2F1tycxb4q" target="_blank" title="3475 East Kemper Road, Cincinnati, OH 45241" rel="noopener">3475 East Kemper Road, Cincinnati, OH 45241</a></strong></p>
<p>Located in a renovated industrial space in Sharonville, just north of Cincinnati, RockQuest Climbing Center is one of Ohio's longest-running indoor climbing gyms and a staple of the local climbing community in the Cincy area. RockQuest offers around 15,000 square feet of climbing surface, with roped climbing as well as bouldering. Belay classes are available, teaching essential top rope climbing skills, including knots and techniques. </p>
<p> </p>
<h2><span style="color: #f26721;"><strong>View From the Top</strong></span></h2>
<p>Where's you're favorite place to climb around Ohio?</p>]]>
        </description>
        <pubDate>
            <![CDATA[Fri, 10 Feb 2023 09:00:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2023/02/09/9-places-for-rock-climbing-no-matter-what-the-weather]]>
        </guid>
                    <category>
                <![CDATA[Explore Ohio]]>
            </category>
                            <tag>
                <![CDATA[Things to Do]]>
            </tag>
                    <tag>
                <![CDATA[Columbus OH]]>
            </tag>
                    <tag>
                <![CDATA[Cincinnati OH]]>
            </tag>
                    <tag>
                <![CDATA[Akron OH]]>
            </tag>
                    <tag>
                <![CDATA[Cleveland OH]]>
            </tag>
                    <tag>
                <![CDATA[Family-Friendly Activities]]>
            </tag>
                    <tag>
                <![CDATA[Sports]]>
            </tag>
                    <tag>
                <![CDATA[Small Businesses]]>
            </tag>
                    <tag>
                <![CDATA[Local Businesses]]>
            </tag>
                        <overviewPhoto><![CDATA[http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Indoor_Rock_Climbing_-_Explore_Ohio_-_Cutler_Real_Estate.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[8 Sports Bars to Watch the Big Game in Northeast Ohio]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2023/02/08/8-sports-bars-to-watch-the-big-game-in-northeast-ohio]]>
        </link>
        <description>
            <![CDATA[<p style="text-align: center;"><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Sports_Bars_-_Northeast_Ohio_-_Cutler_Real_Estate.png" alt="Sports Bars - Northeast Ohio - Cutler Real Estate" width="750" height="450"></p>
<p>No matter who you root for, early February is when all sports fans come together to celebrate the biggest event of the year. With football's game of the year just around the corner, now is the time to figure out where you'll be watching. </p>
<p>Many sports bars across <a href="http://customercare.cutlerhomes.com/communities/northeast-ohio/" title="Northeast Ohio"><strong>Northeast Ohio</strong></a> offer a comfortable viewing experience, a fun atmosphere, and of course, all the wings and beer you need, an essential part of any game-day experience. If you're looking for some great places to check out, here are some of our top recommendations.</p>
<h2><a data-cke-saved-href="https://www.clevelanderbar.com" href="https://www.clevelanderbar.com" target="_blank" title="The Clevelander Bar & Grill " rel="noopener">The Clevelander Bar & Grill</a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/The+Clevelander+Bar+%26+Grill/@41.4985517,-81.6879933,17z/data=!3m1!4b1!4m6!3m5!1s0x8830fa87351741c3:0x89d5289000efa538!8m2!3d41.4985477!4d-81.6858046!16s%2Fg%2F1td5mbnl" href="https://www.google.com/maps/place/The+Clevelander+Bar+%26+Grill/@41.4985517,-81.6879933,17z/data=!3m1!4b1!4m6!3m5!1s0x8830fa87351741c3:0x89d5289000efa538!8m2!3d41.4985477!4d-81.6858046!16s%2Fg%2F1td5mbnl" target="_blank" title="834 Huron Rd. E, Cleveland, OH 44115" rel="noopener">834 Huron Rd. E, Cleveland, OH 44115</a></strong></p>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/CDe-8UdJQEv/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/CDe-8UdJQEv/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by ClevelanderBar&Grill (@theclevelanderbargrill)</a></p>
</div>
</blockquote>
<p>

</p>
<p>One of the most popular sports bars in Cleveland, The Clevelander Bar & Grill is a lively and fun place to watch any sporting event. You'll find more than 10 flat-screen TVs, so you can get a great vantage point from anywhere in the house. Happy hour is from 8 to 9 p.m., and almost everything is $2. An excellent beer list and plenty of creative cocktails complement upscale bar food and classic American fare. This place fills up quickly on game days, so be sure to get there early.</p>
<h2><a data-cke-saved-href="https://www.facebook.com/CharactersSportsBarAndGrill" href="https://www.facebook.com/CharactersSportsBarAndGrill" target="_blank" title="Characters Sports Bar & Grill" rel="noopener">Characters Sports Bar & Grill</a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Characters+Sports+Bar+%26+Grill/@41.4184821,-81.7291131,17z/data=!3m1!4b1!4m6!3m5!1s0x8830ef0681b4c9d1:0xf32d125b2de8b152!8m2!3d41.4184781!4d-81.7269244!16s%2Fg%2F1tfctwc_" href="https://www.google.com/maps/place/Characters+Sports+Bar+%26+Grill/@41.4184821,-81.7291131,17z/data=!3m1!4b1!4m6!3m5!1s0x8830ef0681b4c9d1:0xf32d125b2de8b152!8m2!3d41.4184781!4d-81.7269244!16s%2Fg%2F1tfctwc_" target="_blank" title="6007 Brookpark Rd., Parma, OH 44129" rel="noopener">6007 Brookpark Rd., Parma, OH 44129</a></strong><br><br>If you're looking for a sports bar with some personality, you'll definitely want to try Characters Sports Bar & Grill. This friendly neighborhood hangout has some of the best wings in town and a huge draft beer selection. The bartenders are very friendly, and the service is great. There is a large, comfortable bar area and plenty of TVs. Enjoy numerous drink specials throughout the week and great deals for the big game. This is the sports bar for you if you want to have a nice dinner and watch the game.</p>
<h2><a data-cke-saved-href="https://barleyhouseakron.com" href="https://barleyhouseakron.com" target="_blank" rel="noopener">Barley House</a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Barley+House/@41.0789658,-81.5228699,17z/data=!3m1!4b1!4m6!3m5!1s0x8830d628a6490e29:0x7d436e1b57166d67!8m2!3d41.0789618!4d-81.5206812!16s%2Fg%2F1tfrm_1q" href="https://www.google.com/maps/place/Barley+House/@41.0789658,-81.5228699,17z/data=!3m1!4b1!4m6!3m5!1s0x8830d628a6490e29:0x7d436e1b57166d67!8m2!3d41.0789618!4d-81.5206812!16s%2Fg%2F1tfrm_1q" target="_blank" title="222 S. Main St. #1B, Akron, OH 44308" rel="noopener">222 S. Main St. #1B, Akron, OH 44308</a></strong></p>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/B9PKOd1JLcA/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/B9PKOd1JLcA/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Barley House (@barleyhouseak)</a></p>
</div>
</blockquote>
<p>

</p>
<p>Located near Canal Park, Barley House is a popular sports bar downtown. The bar and restaurant has more than 30 big TVs, a rotating list of 30 craft beers, and some of the best service in town. The restaurant is large, so there will be lots of space available on Feb. 12. Order some wings, nachos, or pretzel sticks to snack on during the game. You'll want to come back during warmer months and take advantage of their patio!</p>
<h2><a data-cke-saved-href="https://www.facebook.com/thescoredraftroomakron/" href="https://www.facebook.com/thescoredraftroomakron/" target="_blank" title="The Score Draft Room" rel="noopener">The Score Draft Room</a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Score+Draft+Room/@41.0709539,-81.510439,17z/data=!3m1!4b1!4m5!3m4!1s0x883129c521f5f76f:0x551ce540cd08bb8a!8m2!3d41.0709582!4d-81.5082511" href="https://www.google.com/maps/place/Score+Draft+Room/@41.0709539,-81.510439,17z/data=!3m1!4b1!4m5!3m4!1s0x883129c521f5f76f:0x551ce540cd08bb8a!8m2!3d41.0709582!4d-81.5082511" target="_blank" title="426 E. Exchange St., Akron, OH 44304" rel="noopener">426 E. Exchange St., Akron, OH 44304</a></strong></p>
<p>An excellent sports bar on the University of Akron Campus, Score Draft Room is the place to be. One of the best parts about this place is the atmosphere. With a younger crowd and plenty of drink specials, the atmosphere is a lot of fun. Cheap but delicious bar food is available to order. If you're planning to go for the big game, get there early. The place fills up quickly, especially for popular events.</p>
<h2><a data-cke-saved-href="http://thethirdplacesportsbar-cleveland.com" href="http://thethirdplacesportsbar-cleveland.com" target="_blank" title="The Third Place" rel="noopener">The Third Place</a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Third+Place/@41.4631892,-81.8044427,17z/data=!3m1!4b1!4m6!3m5!1s0x8830ed8cbd2a888d:0x4addfbb9e626b583!8m2!3d41.4631852!4d-81.802254!16s%2Fg%2F1tdk1723" href="https://www.google.com/maps/place/Third+Place/@41.4631892,-81.8044427,17z/data=!3m1!4b1!4m6!3m5!1s0x8830ed8cbd2a888d:0x4addfbb9e626b583!8m2!3d41.4631852!4d-81.802254!16s%2Fg%2F1tdk1723" target="_blank" title="3314 Warren Rd., Cleveland, OH 44111" rel="noopener">3314 Warren Rd., Cleveland, OH 44111</a></strong></p>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/CaP3aJVs9D8/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/CaP3aJVs9D8/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by The Third Place (@thethirdplacecleveland)</a></p>
</div>
</blockquote>
<p>

</p>
<p>If you're looking for a laid-back game day spot, try Third Place. With some great bar food, craft beer, several big-screen TVs, and plenty of space, you won't find it hard to make yourself right at home. Pool tables and arcade games are available to play during halftime. While Third Place serves some good pizza, it's the wings that are the highlight of the menu. Make sure to check their website for food specials throughout the week.</p>
<h2><a data-cke-saved-href="https://69tapsakron.business.site" href="https://69tapsakron.business.site" target="_blank" title="https://69tapsakron.business.site" rel="noopener">69 Taps</a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/69+Taps/@41.0761884,-81.5253834,17z/data=!3m1!4b1!4m5!3m4!1s0x8830d624455f4a91:0xb38bd877ae8b4c03!8m2!3d41.0761521!4d-81.5231118" href="https://www.google.com/maps/place/69+Taps/@41.0761884,-81.5253834,17z/data=!3m1!4b1!4m5!3m4!1s0x8830d624455f4a91:0xb38bd877ae8b4c03!8m2!3d41.0761521!4d-81.5231118" target="_blank" title="370 Paul Williams St., Akron, OH 44311" rel="noopener">370 Paul Williams St., Akron, OH 44311</a></strong></p>
<p>Those who love sports and beer will love watching the game at 69 Taps. Named after its impressive draft beer system (which features 69 different beers), this place is a great option on any game day. Beers are available by the pitcher, and the food menu features some great burgers and bar food. The Big Jake Burger is definitely worth a try. It's a classic cheeseburger loaded with Jake's Secret Sauce. Grab some friends and play pool, darts, or a variety of other games upstairs. This bar and taproom draws an energetic crowd on game days!</p>
<h2><a data-cke-saved-href="https://www.citytapcleveland.com" href="https://www.citytapcleveland.com" target="_blank" title="City Tap Cleveland" rel="noopener">City Tap Cleveland</a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/City+Tap+Cleveland/@41.4984528,-81.6893097,17z/data=!3m1!4b1!4m5!3m4!1s0x8830fa80ec019619:0x1b96742c1b5cf566!8m2!3d41.4984528!4d-81.687121" href="https://www.google.com/maps/place/City+Tap+Cleveland/@41.4984528,-81.6893097,17z/data=!3m1!4b1!4m5!3m4!1s0x8830fa80ec019619:0x1b96742c1b5cf566!8m2!3d41.4984528!4d-81.687121" target="_blank" title="750 Prospect Ave. E, Cleveland, OH 44115" rel="noopener">750 Prospect Ave. E, Cleveland, OH 44115</a></strong></p>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/CkEQHsbNmMI/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/CkEQHsbNmMI/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by City Tap Cleveland (@citytapcle)</a></p>
</div>
</blockquote>
<p>

</p>
<p>Forty draft beers, 60 cans, and plenty of big-screen TVs make this popular bar in downtown Cleveland a great place to watch any sporting event. You'll love the vibrant atmosphere at City Tap Cleveland, especially during a big game. If you're hungry, we recommend The Viking Burger, grilled in garlic parmesan wing sauce and topped with house-made guac, mayo, and swiss cheese. Or opt for one of nine different flavors of wings.</p>
<h2><a data-cke-saved-href="https://divebarcleveland.com" href="https://divebarcleveland.com" target="_blank" title="Dive Bar" rel="noopener">Dive Bar</a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Dive+Bar/@41.5009969,-81.7043436,17z/data=!3m2!4b1!5s0x8830f087881c55a1:0xc572a41195a3a161!4m5!3m4!1s0x8830f07d629c6d81:0xfd042606b7c68351!8m2!3d41.500997!4d-81.7001164" href="https://www.google.com/maps/place/Dive+Bar/@41.5009969,-81.7043436,17z/data=!3m2!4b1!5s0x8830f087881c55a1:0xc572a41195a3a161!4m5!3m4!1s0x8830f07d629c6d81:0xfd042606b7c68351!8m2!3d41.500997!4d-81.7001164" target="_blank" title="1214 W 6th St, Cleveland, OH 44113" rel="noopener">1214 W. 6th St., Cleveland, OH 44113</a></strong><br><br>This sports bar/entertainment center in the Warehouse District is a prime destination on weekends, and watching football's biggest event here will be a blast. A whopping 32 big-screen TVs, 24 draft beers, skeeball, and other arcade games make Dive Bar a great time. An all-request DJ hosts the evenings on Fridays, Saturdays, and during select special events. </p>
<h2><span style="color: #f26721;">First and Goal</span></h2>
<p>Where will you watch the big game around Northeast Ohio this year?</p>]]>
        </description>
        <pubDate>
            <![CDATA[Wed, 08 Feb 2023 12:00:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2023/02/08/8-sports-bars-to-watch-the-big-game-in-northeast-ohio]]>
        </guid>
                    <category>
                <![CDATA[Northeast Ohio]]>
            </category>
                            <tag>
                <![CDATA[Things to Do]]>
            </tag>
                    <tag>
                <![CDATA[Restaurants]]>
            </tag>
                    <tag>
                <![CDATA[Akron OH]]>
            </tag>
                    <tag>
                <![CDATA[Cleveland OH]]>
            </tag>
                    <tag>
                <![CDATA[Things to do in Northeast Ohio]]>
            </tag>
                    <tag>
                <![CDATA[Sports Bars]]>
            </tag>
                    <tag>
                <![CDATA[Bars and Restaurants]]>
            </tag>
                    <tag>
                <![CDATA[Bars]]>
            </tag>
                    <tag>
                <![CDATA[Beer]]>
            </tag>
                    <tag>
                <![CDATA[Small Businesses]]>
            </tag>
                        <overviewPhoto><![CDATA[http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Sports_Bars_-_Northeast_Ohio_-_Cutler_Real_Estate.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[8 New LoLo Gifts for the New Year]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2023/01/26/8-new-lolo-gifts-for-the-new-year]]>
        </link>
        <description>
            <![CDATA[<p style="text-align: center;"><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/LoLo_Gifts_-_Cutler_Real_Estate.png" alt="LoLo Gifts - January 2023 - Cutler Real Estate" width="750" height="450"></p>
<p>So the holidays are over, and the countdown to spring begins. Happily, the gift-giving continues into January with this month's free offers, courtesy of Cutler Homes and LoLo Gifts.</p>
<p>Will you sample some donuts in <strong><a data-cke-saved-href="http://customercare.cutlerhomes.com/communities/northeast-ohio/" href="http://customercare.cutlerhomes.com/communities/northeast-ohio/" title="Northeast Ohio">Northeast Ohio</a></strong>, savor some pizza in <strong><a data-cke-saved-href="http://customercare.cutlerhomes.com/communities/columbus-central-ohio/" href="http://customercare.cutlerhomes.com/communities/columbus-central-ohio/" title="Columbus">Columbus</a></strong>, or indulge in some chocolates in <strong><a data-cke-saved-href="http://customercare.cutlerhomes.com/communities/cincinnati-northern-kentucky/" href="http://customercare.cutlerhomes.com/communities/cincinnati-northern-kentucky/" title="Cincinnati">Cincinnati</a></strong>? Here is this month's line-up of fabulous freebies.</p>
<h2>January Gifts:</h2>
<p><a href="#Cincinnati"><strong>Cincinnati: Chocolates</strong></a></p>
<p><a href="#Cleveland"><strong>Cleveland: Donuts</strong></a></p>
<p><a href="#Columbus"><strong>Columbus: A Pizza Boat</strong></a></p>
<p><a href="#Medina"><strong>Medina: Socks</strong></a></p>
<p><a href="#Akron"><strong>Akron: A Sandwich and Soup</strong></a></p>
<p><a href="#Canton"><strong>Canton: Cupcakes</strong></a></p>
<p><a href="#Wooster"><strong>Wooster: Socks</strong></a></p>
<p><a href="#Kent"><strong>Kent/Stow: A Smoothie</strong></a></p>
<p></p>
<h2><a id="Cincinnati"></a>Cincinnati: Chocolates</h2>
<h2><a data-cke-saved-href="https://www.tickledsweet.net" href="https://www.tickledsweet.net" target="_blank" title="Tickled Sweet" rel="noopener">Tickled Sweet</a></h2>
<p><a data-cke-saved-href="https://www.google.com/maps/place/Tickled+Sweet/@39.1754739,-84.2952776,17z/data=!3m1!4b1!4m5!3m4!1s0x8841aac9257bf37b:0x78e5832b15859846!8m2!3d39.175423!4d-84.2951651" href="https://www.google.com/maps/place/Tickled+Sweet/@39.1754739,-84.2952776,17z/data=!3m1!4b1!4m5!3m4!1s0x8841aac9257bf37b:0x78e5832b15859846!8m2!3d39.175423!4d-84.2951651" target="_blank" title="317 Main St., Milford, OH 45150" rel="noopener"><strong>317 Main St., Milford, OH 45150</strong></a></p>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/CmbeVcUOSrp/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/CmbeVcUOSrp/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Tickled Sweet (@tickledsweet)</a></p>
</div>
</blockquote>
<p>

</p>
<p>Chocolate makes a bad day good and a good day better. Enjoy one of life's great pleasures with your gift of chocolates from Tickled Sweet.</p>
<p><span style="color: #f26721;"><strong>About Tickled Sweet</strong></span></p>
<p>Bambi Merz's career path wasn't always lined with sweets, but after a chance visit to a candy and snack expo, she was hooked. After years of mentoring by Randy Auel, Bambi purchased his namesake shop, now known as Tickled Sweet. One thing that hasn't changed is the collection of top-quality fudge, bars, dipped Oreos, and other chocolate treats.</p>
<p><span style="color: #f26721;"><strong>Contact and Hours</strong></span></p>
<p>513.880.4169</p>
<p>Monday - Thursday: 10 a.m. - 6 p.m.<br>Friday and Saturday: 10 a.m. - 7 p.m.<br>Sunday: Noon - 5 p.m.</p>
<h2><a id="Cleveland"></a>Cleveland: Donuts</h2>
<h2><a data-cke-saved-href="https://www.jackfrostdonutsusa.com" href="https://www.jackfrostdonutsusa.com" target="_blank" title="Jack Frost Donuts" rel="noopener">Jack Frost Donuts</a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Jack+Frost+Donuts/@41.42309,-81.7235164,17z/data=!3m1!4b1!4m5!3m4!1s0x8830ef081d6905ed:0xa00a559005c4b9b9!8m2!3d41.4230902!4d-81.7234211" href="https://www.google.com/maps/place/Jack+Frost+Donuts/@41.42309,-81.7235164,17z/data=!3m1!4b1!4m5!3m4!1s0x8830ef081d6905ed:0xa00a559005c4b9b9!8m2!3d41.4230902!4d-81.7234211" target="_blank" title="4960 Pearl Rd., Cleveland, OH 44109" rel="noopener">4960 Pearl Rd., Cleveland, OH 44109</a></strong></p>
<p>Homer Simpson's love of donuts runs so deep that he sold his soul for one in the <em>Treehouse of Horror</em>. While you may not be that extreme, you'll certainly appreciate his emotion after sampling your gift from Jack Frost Donuts.</p>
<p><span style="color: #f26721;"><strong>About Jack Frost Donuts</strong></span></p>
<p>Since 1937, generations of families have turned to Jack Frost Donuts for their handmade treats. The family that owns and runs the shop has handed down their original recipe over decades. Choose from a rotating daily menu featuring selections from dozens of luscious flavors such as maple bacon, salted caramel, and Fruity Pebbles.</p>
<p><span style="color: #f26721;"><strong>Contact and Hours</strong></span></p>
<p>216.351.3638</p>
<p>Monday - Sunday: 6 a.m. - 6 p.m.</p>
<h2><a id="Columbus"></a>Columbus: A Pizza Bowl</h2>
<h2><a data-cke-saved-href="http://www.goremadepizza.com/index.html" href="http://www.goremadepizza.com/index.html" target="_blank" title="GoreMade Pizza" rel="noopener">GoreMade Pizza</a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/GoreMade+Pizza/@39.9821704,-83.0006645,17z/data=!3m1!4b1!4m5!3m4!1s0x88388ed3d659d4b7:0xabd69f4403e7a89b!8m2!3d39.9821668!4d-82.9985236" href="https://www.google.com/maps/place/GoreMade+Pizza/@39.9821704,-83.0006645,17z/data=!3m1!4b1!4m5!3m4!1s0x88388ed3d659d4b7:0xabd69f4403e7a89b!8m2!3d39.9821668!4d-82.9985236" target="_blank" title="936 N. 4th St., Columbus, OH 43201" rel="noopener">936 N. 4th St., Columbus, OH 43201</a></strong></p>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/Ck_b3DZu2uy/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/Ck_b3DZu2uy/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by GoreMade Pizza (@goremadepizza)</a></p>
</div>
</blockquote>
<p>

</p>
<p>Pizza manages to be consistent yet full of variety, which explains much of its appeal. Even if you're a veteran 'za lover, you'll find something new with your free pizza bowl from GoreMade Pizza. </p>
<p><strong>About GoreMade Pizza</strong></p>
<p>Hosting a weekly pot-luck pizza party with friends showed Nick Gore how toppings could make each pie unique. Nick then turned the purchase of a mobile wood-fired pizza oven into a successful catering business, leading to the current brick-and-mortar restaurant. Ingredients such as sausage, banana peppers, and roasted mushrooms are sourced locally for freshness.</p>
<p><strong>Contact and Hours</strong></p>
<p>614.725.2115</p>
<p>Tuesday - Sunday: Noon - 9 p.m.</p>
<h2><a id="Medina"></a>Medina: Socks</h2>
<h2><a data-cke-saved-href="https://www.shopjkgifts.com" href="https://www.shopjkgifts.com" target="_blank" title="JK Gift Shop" rel="noopener">JK Gift Shop</a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/JK+Gift+Shop/@41.1378389,-81.868794,17z/data=!3m1!4b1!4m5!3m4!1s0x8830c81e6984fbd1:0x1dd5392864d3540b!8m2!3d41.1378383!4d-81.8641568" href="https://www.google.com/maps/place/JK+Gift+Shop/@41.1378389,-81.868794,17z/data=!3m1!4b1!4m5!3m4!1s0x8830c81e6984fbd1:0x1dd5392864d3540b!8m2!3d41.1378383!4d-81.8641568" target="_blank" title="207 S. Court St., Medina, OH 44256" rel="noopener">207 S. Court St., Medina, OH 44256</a></strong></p>
<p>You can never have too many socks. Pick up a free pair of socks that are both fashionable and practical from JK Gift Shop.</p>
<p><span style="color: #f26721;"><strong>About JK Gift Shop</strong></span></p>
<p>Home decor is all in the family for Julie McNabb and Katie Heinz, owners of JK Gift Shop. The sister duo followed in the footsteps of their mother, Amy Douglass, who founded The Interior Design Studio. Julie and Katie expanded the business by adding the gift shop and its stylish assortment of products.</p>
<p><span style="color: #f26721;"><strong>Contact and Hours</strong></span></p>
<p>330.725.7623</p>
<p>Monday - Saturday: 10 a.m. - 5 p.m.<br>Sunday: Noon - 5 p.m.</p>
<h2><a id="Akron"></a>Akron: A Sandwich and Soup</h2>
<h2><a data-cke-saved-href="https://nikossandwichboard.com" href="https://nikossandwichboard.com" target="_blank" title="Niko's Sandwich Board" rel="noopener">Niko's Sandwich Board</a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Niko's+Sandwich+Board/@41.1145198,-81.5801088,17z/data=!3m1!4b1!4m5!3m4!1s0x8830d76b3e7be9d9:0x6092bab756f1a109!8m2!3d41.1145156!4d-81.5778557" href="https://www.google.com/maps/place/Niko's+Sandwich+Board/@41.1145198,-81.5801088,17z/data=!3m1!4b1!4m5!3m4!1s0x8830d76b3e7be9d9:0x6092bab756f1a109!8m2!3d41.1145156!4d-81.5778557" target="_blank" title="1947 W. Market St. #104, Akron, OH 44313" rel="noopener">1947 W. Market St. #104, Akron, OH 44313</a></strong><span style="color: #c9c8cd; font-family: Arial, sans-serif; text-align: center; white-space: nowrap;"></span></p>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/BnzqJgqAP4L/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/BnzqJgqAP4L/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by Niko's Sandwich Board (@nikos_sandwich_board)</a></p>
</div>
</blockquote>
<p>

</p>
<p>What's more satisfying than a hearty bowl of soup on a cold winter day? How about a free sandwich to go with your soup at Niko's Sandwich Board?</p>
<p><span style="color: #f26721;"><strong>About Niko's Sandwich Board</strong></span></p>
<p>Customers flock to Niko's Sandwich Board to enjoy the wide selection of soups, salads, and sandwiches on the menu. The cozy, welcoming dining room atmosphere keeps them coming back for more. If you're short on time, just call ahead and get your Reuben, tuna sandwich, or chef salad to go.</p>
<p><span style="color: #f26721;"><strong>Contact and Hours</strong></span></p>
<p>330.794.5444</p>
<p>Monday - Friday: 11 a.m. - 7 p.m.<br>Saturday: 11 a.m. - 3 p.m.</p>
<h2><a id="Canton"></a>Canton: Cupcakes</h2>
<h2><a data-cke-saved-href="http://sprinklecitysweets.com" href="http://sprinklecitysweets.com/" target="_blank" title="Sprinkle City Bakery & Cafe" rel="noopener">Sprinkle City Bakery & Cafe</a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Sprinkle+City+Bakery+%26+Cafe/@40.876331,-81.423587,17z/data=!3m1!4b1!4m5!3m4!1s0x8836d12f4c2b3e39:0x123b8ef1fc560553!8m2!3d40.8763663!4d-81.421396" href="https://www.google.com/maps/place/Sprinkle+City+Bakery+%26+Cafe/@40.876331,-81.423587,17z/data=!3m1!4b1!4m5!3m4!1s0x8836d12f4c2b3e39:0x123b8ef1fc560553!8m2!3d40.8763663!4d-81.421396" target="_blank" title="1430 W. Maple St., North Canton, OH 44720" rel="noopener">1430 W. Maple St., North Canton, OH 44720</a></strong></p>
<p>Are cupcakes the perfect combination of cake and frosting? Test this theory with your free gift from Sprinkle City Bakery & Cafe.</p>
<p><span style="color: #f26721;"><strong>About Sprinkle City Bakery & Cafe</strong></span></p>
<p>Whether you're craving a home-cooked meal or a sweet treat to brighten your day, you'll find it at Sprinkle City Bakery & Cafe. The revolving menu of savory items includes dishes such as Southwest chicken salad, Italian wedding soup, and jalapeño popper grilled cheese. The latest addition to their already extensive bakery menu is the cruffin, a cross between a croissant and a muffin.</p>
<p><span style="color: #f26721;"><strong>Contact and Hours</strong></span></p>
<p>330.933.0767</p>
<p>Wednesday - Friday: 10 a.m. - 5 p.m.<br>Saturday: 10 a.m. - 2 p.m.<br>Sunday: 9 a.m. - 1 p.m.</p>
<h2><a id="Wooster"></a>Wooster: Socks</h2>
<h2><a data-cke-saved-href="https://www.shopjkgifts.com" href="https://www.shopjkgifts.com" target="_blank" title="JK Gift Shop" rel="noopener">JK Gift Shop</a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/JK+Gift+Shop+Wooster+Ohio/@40.7984483,-81.9441349,17z/data=!3m1!4b1!4m5!3m4!1s0x883747be86727f33:0x13027f1b19d21af1!8m2!3d40.7984443!4d-81.9396502" href="https://www.google.com/maps/place/JK+Gift+Shop+Wooster+Ohio/@40.7984483,-81.9441349,17z/data=!3m1!4b1!4m5!3m4!1s0x883747be86727f33:0x13027f1b19d21af1!8m2!3d40.7984443!4d-81.9396502" target="_blank" title="114 E. Liberty St., Wooster, OH 44691" rel="noopener">114 E. Liberty St., Wooster, OH 44691</a></strong></p>
<blockquote class="instagram-media" data-instgrm-permalink="https://www.instagram.com/p/Cl1ei5nL2Ar/?utm_source=ig_embed&utm_campaign=loading" data-instgrm-version="14" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"><svg width="50px" height="50px" viewbox="0 0 60 60" version="1.1" xmlns="https://www.w3.org/2000/svg" xmlns:xlink="https://www.w3.org/1999/xlink"><g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"><g transform="translate(-511.000000, -20.000000)" fill="#000000"><g><path d="M556.869,30.41 C554.814,30.41 553.148,32.076 553.148,34.131 C553.148,36.186 554.814,37.852 556.869,37.852 C558.924,37.852 560.59,36.186 560.59,34.131 C560.59,32.076 558.924,30.41 556.869,30.41 M541,60.657 C535.114,60.657 530.342,55.887 530.342,50 C530.342,44.114 535.114,39.342 541,39.342 C546.887,39.342 551.658,44.114 551.658,50 C551.658,55.887 546.887,60.657 541,60.657 M541,33.886 C532.1,33.886 524.886,41.1 524.886,50 C524.886,58.899 532.1,66.113 541,66.113 C549.9,66.113 557.115,58.899 557.115,50 C557.115,41.1 549.9,33.886 541,33.886 M565.378,62.101 C565.244,65.022 564.756,66.606 564.346,67.663 C563.803,69.06 563.154,70.057 562.106,71.106 C561.058,72.155 560.06,72.803 558.662,73.347 C557.607,73.757 556.021,74.244 553.102,74.378 C549.944,74.521 548.997,74.552 541,74.552 C533.003,74.552 532.056,74.521 528.898,74.378 C525.979,74.244 524.393,73.757 523.338,73.347 C521.94,72.803 520.942,72.155 519.894,71.106 C518.846,70.057 518.197,69.06 517.654,67.663 C517.244,66.606 516.755,65.022 516.623,62.101 C516.479,58.943 516.448,57.996 516.448,50 C516.448,42.003 516.479,41.056 516.623,37.899 C516.755,34.978 517.244,33.391 517.654,32.338 C518.197,30.938 518.846,29.942 519.894,28.894 C520.942,27.846 521.94,27.196 523.338,26.654 C524.393,26.244 525.979,25.756 528.898,25.623 C532.057,25.479 533.004,25.448 541,25.448 C548.997,25.448 549.943,25.479 553.102,25.623 C556.021,25.756 557.607,26.244 558.662,26.654 C560.06,27.196 561.058,27.846 562.106,28.894 C563.154,29.942 563.803,30.938 564.346,32.338 C564.756,33.391 565.244,34.978 565.378,37.899 C565.522,41.056 565.552,42.003 565.552,50 C565.552,57.996 565.522,58.943 565.378,62.101 M570.82,37.631 C570.674,34.438 570.167,32.258 569.425,30.349 C568.659,28.377 567.633,26.702 565.965,25.035 C564.297,23.368 562.623,22.342 560.652,21.575 C558.743,20.834 556.562,20.326 553.369,20.18 C550.169,20.033 549.148,20 541,20 C532.853,20 531.831,20.033 528.631,20.18 C525.438,20.326 523.257,20.834 521.349,21.575 C519.376,22.342 517.703,23.368 516.035,25.035 C514.368,26.702 513.342,28.377 512.574,30.349 C511.834,32.258 511.326,34.438 511.181,37.631 C511.035,40.831 511,41.851 511,50 C511,58.147 511.035,59.17 511.181,62.369 C511.326,65.562 511.834,67.743 512.574,69.651 C513.342,71.625 514.368,73.296 516.035,74.965 C517.703,76.634 519.376,77.658 521.349,78.425 C523.257,79.167 525.438,79.673 528.631,79.82 C531.831,79.965 532.853,80.001 541,80.001 C549.148,80.001 550.169,79.965 553.369,79.82 C556.562,79.673 558.743,79.167 560.652,78.425 C562.623,77.658 564.297,76.634 565.965,74.965 C567.633,73.296 568.659,71.625 569.425,69.651 C570.167,67.743 570.674,65.562 570.82,62.369 C570.966,59.17 571,58.147 571,50 C571,41.851 570.966,40.831 570.82,37.631"></path></g></g></g></svg></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;">View this post on Instagram</div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a href="https://www.instagram.com/p/Cl1ei5nL2Ar/?utm_source=ig_embed&utm_campaign=loading" style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" target="_blank" rel="noopener">A post shared by JK Gift Shop, 2 locations, OH (@shopjkgifts)</a></p>
</div>
</blockquote>
<p>

</p>
<p>Socks have gone from ho-hum accessories to fun and funky fashion statements. Express your personality with a colorful pair of socks from JK Gift Shop.</p>
<p><span style="color: #f26721;"><strong>About JK Gift Shop</strong></span></p>
<p>Need a gift for a friend or family member, or just looking to treat yourself? Find something for everyone at JK Gift Shop. Owners (and sisters) Julie McNabb and Katie Heinz travel to all the top markets and trade shows to source the unique selection of housewares, jewelry, and other gift items found in their delightful shop.</p>
<p><span style="color: #f26721;"><strong>Contact and Hours</strong></span></p>
<p>330.725.7623</p>
<p>Monday - Saturday: !0 a.m. - 5 p.m.</p>
<h2><a id="Kent"></a>Kent/Stow: A Smoothie</h2>
<h2><a data-cke-saved-href="https://kentjuiceshop.com" href="https://kentjuiceshop.com" target="_blank" title="Kwench Juice Cafe" rel="noopener">Kwench Juice Cafe</a></h2>
<p><strong><a data-cke-saved-href="https://www.google.com/maps/place/Kwench+Juice+Cafe/@41.1524445,-81.3597319,17z/data=!3m2!4b1!5s0x88312521452793e3:0x6a933f437f113146!4m5!3m4!1s0x883125bf88b51377:0x68a7fc95451e89de!8m2!3d41.1524405!4d-81.3575432" href="https://www.google.com/maps/place/Kwench+Juice+Cafe/@41.1524445,-81.3597319,17z/data=!3m2!4b1!5s0x88312521452793e3:0x6a933f437f113146!4m5!3m4!1s0x883125bf88b51377:0x68a7fc95451e89de!8m2!3d41.1524405!4d-81.3575432" target="_blank" title="100 E. Erie St., Suite 126, Kent, OH 44240" rel="noopener">100 E. Erie St., Suite 126, Kent, OH 44240</a></strong></p>
<p>Want a simple and tasty way to add nutrients to your diet? Head to Kwench Juice Cafe for your free smoothie.</p>
<p><span style="color: #f26721;"><strong>About Kwench Juice Cafe</strong></span></p>
<p>It's hard to believe the delicious products at Kwench Juice Cafe are packed full of vitamins, fiber, and other vital nutrients. In addition to smoothies, freshly-squeezed juices, and açai bowls, the cafe offers a selection of sandwiches and wraps.</p>
<p><span style="color: #f26721;"><strong>Contact and Hours</strong></span></p>
<p>330.302.1682</p>
<p>Monday - Sunday: 10 a.m. - 6 p.m.</p>
<h2><span style="color: #f26721;">A Year Full of Gifts</span></h2>
<p style="text-align: center;"><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/LoLo_Gifts_Badge_-_Cutler.png" alt="January 2023 LoLo Gifts - Cutler Real Estate - Cutler Real Estate" width="560" height="315"></p>
<p>Thanks to our partnership with LoLo Gifts, every month is a holiday! Just contact your Cutler Real Estate agent to get started.</p>]]>
        </description>
        <pubDate>
            <![CDATA[Fri, 27 Jan 2023 09:00:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2023/01/26/8-new-lolo-gifts-for-the-new-year]]>
        </guid>
                    <category>
                <![CDATA[LoLo Gifts]]>
            </category>
                            <tag>
                <![CDATA[Columbus OH]]>
            </tag>
                    <tag>
                <![CDATA[Cincinnati OH]]>
            </tag>
                    <tag>
                <![CDATA[Akron OH]]>
            </tag>
                    <tag>
                <![CDATA[Cleveland OH]]>
            </tag>
                    <tag>
                <![CDATA[Kent OH]]>
            </tag>
                    <tag>
                <![CDATA[Stow OH]]>
            </tag>
                    <tag>
                <![CDATA[Medina OH]]>
            </tag>
                    <tag>
                <![CDATA[Small Businesses]]>
            </tag>
                    <tag>
                <![CDATA[Wooster OH]]>
            </tag>
                    <tag>
                <![CDATA[Local Businesses]]>
            </tag>
                        <overviewPhoto><![CDATA[http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/LoLo_Gifts_-_Cutler_Real_Estate.png]]></overviewPhoto>    </item>
        <item>
        <title>
            <![CDATA[Cutler's Top Producers for December 2022]]>
        </title>
        <link>
        <![CDATA[https://customercare.cutlerhomes.com/blog/2023/01/25/cutler-s-top-producers-for-december-2022]]>
        </link>
        <description>
            <![CDATA[<p style="text-align: center;"><span><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/December_Top_Producers_-_Cutler_Real_Estate.jpg" alt="Top Producers - December 2022 - Cutler Real Estate" width="2000" height="800"></span></p>
<p><span>Cutler Realtors are committed to providing the excellent customer service necessary to help clients buy and sell homes across <a href="http://customercare.cutlerhomes.com/communities/northeast-ohio/" title="Northeast Ohio"><strong>Northeast Ohio</strong></a>, <a href="http://customercare.cutlerhomes.com/communities/columbus-central-ohio/" title="Columbus and Central Ohio"><strong>Columbus and Central Ohio</strong></a>, and <a href="http://customercare.cutlerhomes.com/communities/cincinnati-northern-kentucky/" title="Cincinnati and Northern Kentucky"><strong>Cincinnati and Northern Kentucky</strong></a>. It's been a core value since our founding in 1947, along with the honesty and integrity we're known for in the communities we serve.</span></p>
<p><span>Each month we recognize those agents who have gone above and beyond to meet and exceed client goals. </span><span>We congratulate the following Realtors and groups for providing the superior customer service people have come to expect from Cutler Real Estate. Join us in celebrating the top producers, production leaders, and listing leaders for December 2022.</span><br><br><span></span></p>
<h2><span style="color: #235191;">Regions:</span></h2>
<p><a href="#northeast-ohio"><strong>Northeast Ohio</strong></a></p>
<p><a href="#columbus"><strong>Columbus & Central Ohio</strong></a></p>
<p><a href="#cincinnati"><strong>Cincinnati & Northern Kentucky</strong></a></p>
<p><strong></strong></p>
<h2 id="northeast-ohio"><span style="color: #f26721;">Northeast Ohio</span></h2>
<p><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Top_Producers_2023/December_2022/Alliance_Top_Producers__4_.jpg" alt="December 2022 Top Producers - Alliance OH - Cutler Real Estate" width="1935" height="2000"></p>
<p><span><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Top_Producers_2023/December_2022/Canton_Top_Producers__4_.jpg" alt="December 2022 Top Producers - Canton OH - Cutler Real Estate" width="1239" height="2000"></span></p>
<p><span><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Top_Producers_2023/December_2022/Carrollton_Top_Producers__4_.jpg" alt="December 2022 Top Producers - Carrollton OH - Cutler Real Estate" width="2000" height="1768"></span></p>
<p><span><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Top_Producers_2023/December_2022/Fairlawn_Top_Producers__4_.jpg" alt="December 2022 Top Producers - Fairlawn OH - Cutler Real Estate" width="2000" height="1602"></span></p>
<p><span><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Top_Producers_2023/December_2022/Greater_Cleveland_Top_Producers__3_.jpg" alt="December 2022 Top Producers - Greater Cleveland OH - Cutler Real Estate" width="2000" height="1701"></span></p>
<p><span><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Top_Producers_2023/December_2022/Green_Top_Producers__4_.jpg" alt="December 2022 Top Producers - Green OH - Cutler Real Estate" width="1307" height="2000"></span></p>
<p><span><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Top_Producers_2023/December_2022/North_Canton_Top_Producers__4_.jpg" alt="December 2022 Top Producers - North Canton OH - Cutler Real Estate" width="1265" height="2000"></span></p>
<p><span><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Top_Producers_2023/December_2022/North_Wooster_Top_Producers__3_.jpg" alt="December 2022 Top Producers - North Wooster OH - Cutler Real Estate" width="2000" height="1794"></span></p>
<p><span><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Top_Producers_2023/December_2022/Stow_Kent_Top_Producers__4_.jpg" alt="December 2022 Top Producers -  Stow-Kent OH - Cutler Real Estate" width="2000" height="1605"></span></p>
<p><span><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Top_Producers_2023/December_2022/Wooster_Top_Producers__4_.jpg" alt="December 2022 Top Producers - Wooster OH - Cutler Real Estate" width="2000" height="1837"></span></p>
<h2 id="columbus"><span style="color: #f26721;">Columbus & Central Ohio</span></h2>
<p><span style="color: #f26721;"><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Top_Producers_2023/December_2022/Dublin_Top_Producers__4_.jpg" alt="December 2022 Top Producers - Dublin OH - Cutler Real Estate" width="2000" height="1800"></span></p>
<p><span style="color: #f26721;"><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Top_Producers_2023/December_2022/German_Village_Top_Producers__4_.jpg" alt="December 2022 Top Producers - German Village OH - Cutler Real Estate" width="1861" height="2000"></span></p>
<p><span style="color: #f26721;"><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Top_Producers_2023/December_2022/GV_Partnership_Top_Producers__1_.jpg" alt="December 2022 Top Producers - German Village Partnership OH - Cutler Real Estate" width="2000" height="1664"></span></p>
<p><span style="color: #f26721;"><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Top_Producers_2023/December_2022/Grove_City_Top_Producers__5_.jpg" alt="December 2022 Top Producers - Grove City OH - Cutler Real Estate" width="2000" height="1706"></span></p>
<p><span style="color: #f26721;"><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Top_Producers_2023/December_2022/Historic_Dublin_Top_Producers__4_.jpg" alt="December 2022 Top Producers - Historic Dublin OH - Cutler Real Estate" width="2000" height="1642"></span></p>
<p><span style="color: #f26721;"><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Top_Producers_2023/December_2022/New_Albany_Top_Producers__4_.jpg" alt="December 2022 Top Producers - New Albany OH - Cutler Real Estate" width="1708" height="2000"></span></p>
<p><span style="color: #f26721;"><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Top_Producers_2023/December_2022/Powell_Top_Producers__4_.jpg" alt="December 2022 Top Producers - Powell OH - Cutler Real Estate" width="2000" height="1973"></span></p>
<p><br><span style="color: #f26721;"></span></p>
<h2 id="cincinnati"><span style="color: #f26721;">Cincinnati & Northern Kentucky</span></h2>
<p><img src="http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/Top_Producers_2023/December_2022/Incline_District_Top_Producers__7_.jpg" alt="December 2022 Top Producers - Incline District OH - Cutler Real Estate" width="2000" height="1898"></p>
<h2><span style="color: #f26721;">Ready To Help</span></h2>
<p><span>If you're looking for an experienced real estate professional, we can help. Find out how Cutler Real Estate can assist you with buying or selling a home across Ohio and Northern Kentucky. <a href="http://customercare.cutlerhomes.com/getagent/list.php?search=yes" title="Find a Realtor"><strong>Find a Realtor</strong></a> today.</span></p>
<p></p>]]>
        </description>
        <pubDate>
            <![CDATA[Thu, 26 Jan 2023 12:10:00 EST]]>
        </pubDate>
        <guid>
            <![CDATA[https://customercare.cutlerhomes.com/blog/2023/01/25/cutler-s-top-producers-for-december-2022]]>
        </guid>
                    <category>
                <![CDATA[Real Estate]]>
            </category>
                            <tag>
                <![CDATA[Cutler Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Cutler Real Estate Agents]]>
            </tag>
                    <tag>
                <![CDATA[Ohio Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Realtor]]>
            </tag>
                    <tag>
                <![CDATA[Cincinnati OH]]>
            </tag>
                    <tag>
                <![CDATA[Canton OH]]>
            </tag>
                    <tag>
                <![CDATA[Cleveland OH]]>
            </tag>
                    <tag>
                <![CDATA[Cleveland Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Cincinnati Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Columbus Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Akron Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Canton Real Estate]]>
            </tag>
                    <tag>
                <![CDATA[Dublin OH]]>
            </tag>
                    <tag>
                <![CDATA[Kent OH]]>
            </tag>
                    <tag>
                <![CDATA[Stow OH]]>
            </tag>
                    <tag>
                <![CDATA[North Canton OH]]>
            </tag>
                    <tag>
                <![CDATA[Hyde Park OH]]>
            </tag>
                    <tag>
                <![CDATA[Alliance OH]]>
            </tag>
                    <tag>
                <![CDATA[Wooster OH]]>
            </tag>
                    <tag>
                <![CDATA[Carrollton OH]]>
            </tag>
                    <tag>
                <![CDATA[Malvern OH]]>
            </tag>
                    <tag>
                <![CDATA[Fairlawn OH]]>
            </tag>
                    <tag>
                <![CDATA[Green OH]]>
            </tag>
                    <tag>
                <![CDATA[German Village OH]]>
            </tag>
                    <tag>
                <![CDATA[Powell OH]]>
            </tag>
                    <tag>
                <![CDATA[Short North OH]]>
            </tag>
                    <tag>
                <![CDATA[Clintonville OH]]>
            </tag>
                    <tag>
                <![CDATA[Grove City OH]]>
            </tag>
                    <tag>
                <![CDATA[New Albany OH]]>
            </tag>
                    <tag>
                <![CDATA[Florence KY]]>
            </tag>
                        <overviewPhoto><![CDATA[http://customercare.cutlerhomes.com/shared/fs/0769/company/blog-media/2023/December_Top_Producers_-_Cutler_Real_Estate.jpg]]></overviewPhoto>    </item>
    </channel>
</rss>
