tag:blogger.com,1999:blog-23148676934225437562024-02-02T00:09:55.696-07:00Lowe's Flat Fee RealtyLowe's Flat Fee Realtyhttp://www.blogger.com/profile/16539284707980885177noreply@blogger.comBlogger1311125tag:blogger.com,1999:blog-2314867693422543756.post-39619890103841183002023-03-01T10:43:00.002-07:002023-03-01T10:43:20.131-07:00<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOYm3A4RF1dmuB-DrP8TMx9Brc-SlrnIGaQCYohT2SPip5IJjnfcG9ZzY4iDj8u-S7prxXphIpX7B8aPQH0G-5j83co1_odO29fVaybg8tFcC9LiNzjAPQpCnYDjksKB_f1M9UPKRPJ72c4TRaYuIh4z-jix9L-1k8OdpZnFCq8v0LI6RojOqfx9X3SQ/s1536/Holmberg.1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1025" data-original-width="1536" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOYm3A4RF1dmuB-DrP8TMx9Brc-SlrnIGaQCYohT2SPip5IJjnfcG9ZzY4iDj8u-S7prxXphIpX7B8aPQH0G-5j83co1_odO29fVaybg8tFcC9LiNzjAPQpCnYDjksKB_f1M9UPKRPJ72c4TRaYuIh4z-jix9L-1k8OdpZnFCq8v0LI6RojOqfx9X3SQ/s320/Holmberg.1.jpg" width="320" /></a></div><br /><span style="background-color: white; color: #74787e; font-family: Helvetica, sans-serif; font-size: 15px;">LATEST LISTING! Immaculate, well-appointed home in desirable Brookwood. Private, professionally landscaped east-facing backyard with no immediate neighbors was designed for low-maintenance elegance with summer-long blooms. The open kitchen has been updated with painted cabinetry and subway tile and flows graciously into the family room for easy interaction and entertaining. The French-doored office has built-in cabinets and shelving to house your work-from-home lifestyle. After a full day at work, the generous primary suite envelopes you with a tray ceiling, crown moulding and views of mature trees.</span><p></p><p><span style="background-color: white; color: #74787e; font-family: Helvetica, sans-serif; font-size: 15px;">Eagle, ID $819,000</span></p>Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com0tag:blogger.com,1999:blog-2314867693422543756.post-44470328823168306892023-02-13T09:48:00.002-07:002023-02-13T09:48:37.036-07:00<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6ujRWok_ZAakqLYMWviWzTlr_6FwfFGYKtZN26E0b9fCVcnXEZO2DBfV3hLTM9vHkULD2UjCDT1kmT3_dMdyOcFWWW9pzuorpcgHtAgjqQibLwLli39rLcZELrJxfTv2zeh8gvQoJoLCdcBJLDZYi6nQ9RQkWVV-17MEPnwlZnXUSUkAY6VRUTtWfFQ/s667/Davis.1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="500" data-original-width="667" height="287" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6ujRWok_ZAakqLYMWviWzTlr_6FwfFGYKtZN26E0b9fCVcnXEZO2DBfV3hLTM9vHkULD2UjCDT1kmT3_dMdyOcFWWW9pzuorpcgHtAgjqQibLwLli39rLcZELrJxfTv2zeh8gvQoJoLCdcBJLDZYi6nQ9RQkWVV-17MEPnwlZnXUSUkAY6VRUTtWfFQ/w440-h287/Davis.1.jpg" width="440" /></a></div><br /><span style="background-color: white; color: #212529; font-family: -apple-system, "system-ui", "Segoe UI", Roboto, "Helvetica Neue", Arial, "Noto Sans", "Liberation Sans", sans-serif, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; font-size: 16px;"> </span><span style="background-color: white; box-sizing: border-box; color: #212529; font-family: -apple-system, "system-ui", "Segoe UI", Roboto, "Helvetica Neue", Arial, "Noto Sans", "Liberation Sans", sans-serif, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; font-size: 16px;">Beautiful 10 acre lot located in Bonneville County, ID. Build your dream home with plenty of room for horses, livestock or a hobby farm. Great views with fabulous neighbors. Close to town but still rural, nine miles to Idaho Falls and eight miles to Rigby. No CCR's. Irrigation rights from the Burgess canal. Building site is 1,900 feet off of the highway and power is 170 feet from the building site. $255,000</span><p></p>Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com0tag:blogger.com,1999:blog-2314867693422543756.post-91597938949537018442023-02-13T08:00:00.002-07:002023-02-13T08:00:35.301-07:00Experts Forecast a Turnaround in the Housing Market in 2023<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgykIev9T38zdCLbVW15RDt2_4pj55pLJjZcWUpoaIT9D0vnKjDCqBxRoOUjoSl1cDQh6TDVr1uT6ItwlZzqxpvZS6CkjAUywuJwnJOzssmceAB5TOPk1BZq0vG6LSUPezozB3ERlvYl7MpSriEvzcSf-4fyC_l96oYfAEUVlam6I5_fmnuEbhHpWvIgg/s750/experts-forecast-a-turnaround-in-the-housing-market-in-2023-KCM.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="410" data-original-width="750" height="258" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgykIev9T38zdCLbVW15RDt2_4pj55pLJjZcWUpoaIT9D0vnKjDCqBxRoOUjoSl1cDQh6TDVr1uT6ItwlZzqxpvZS6CkjAUywuJwnJOzssmceAB5TOPk1BZq0vG6LSUPezozB3ERlvYl7MpSriEvzcSf-4fyC_l96oYfAEUVlam6I5_fmnuEbhHpWvIgg/w497-h258/experts-forecast-a-turnaround-in-the-housing-market-in-2023-KCM.jpg" width="497" /></a></div><br /><p></p><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">The housing market has gone through a lot of change recently, and much of that was a result of how quickly <a href="https://www.keepingcurrentmatters.com/2023/01/17/think-twice-before-waiting-for-3-mortgage-rates/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #cccccc; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none !important; vertical-align: baseline;">mortgage rates</a> rose last year.</p><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">Now, as we move through 2023, there are signs things are finally going to turn around. Home <a href="https://www.keepingcurrentmatters.com/2023/01/20/whats-really-happening-with-home-prices-infographic/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">price appreciation</a> is slowing from the recent frenzy, mortgage rates are <a href="https://www.keepingcurrentmatters.com/2023/01/24/the-3-factors-that-affect-home-affordability/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">coming down</a>, inflation is easing, and overall market activity is starting to <a href="https://www.keepingcurrentmatters.com/2023/01/26/why-it-makes-sense-to-move-before-spring/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">pick up</a>. All of that’s great news for the housing market this year. Here’s what experts are saying.</p><h5 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 1.5em 0px 0px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Cristian deRitis, Deputy Chief Economist, </strong><a href="https://www.newsweek.com/housing-market-reckoning-wont-provide-salvation-homebuyers-1774415" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Moody’s Analytics</em></strong></a><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">:</strong></h5><blockquote style="background-color: white; border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 1.235em; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;"><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“The current state of the housing market is that <strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">it is certainly in transition</strong>.”</em></p></blockquote><h5 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 1.5em 0px 0px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Susan Wachter, Professor of Real Estate and Finance, </strong><a href="https://www.bloomberg.com/news/articles/2023-01-12/housing-market-in-2023-will-be-shaped-by-fed-policy" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">University of Pennsylvania’s Wharton School</em></strong></a><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">:</strong></h5><blockquote style="background-color: white; border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 1.235em; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;"><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“Housing is going to ease up. I think <strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">2023 will be a turnaround year</strong>.”</em></p></blockquote><h5 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 1.5em 0px 0px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Lawrence Yun, Chief Economist, </strong><a href="https://apnews.com/article/inflation-national-association-of-realtors-business-0fee2b2e18dd8e4aa047f892476fcba8" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">National Association of Realtors</em></strong></a><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> (NAR):</strong></h5><blockquote style="background-color: white; border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 1.235em; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;"><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“Mortgage rates have fallen in the recent past weeks, so I’m very hopeful that <strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">the worst in home sales is probably coming to an end</strong>.”</em></p></blockquote><h5 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 1.5em 0px 0px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Robert Dietz, Chief Economist and Senior Vice President, </strong><a href="https://www.businessinsider.com/2023-could-be-the-year-that-the-us-housing-market-gets-back-on-track-2023-1" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">National Association of Home Builders</em></strong></a><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> (NAHB):</strong></h5><blockquote style="background-color: white; border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 1.235em; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;"><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“. . .<strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> it appears a turning point for housing lies ahead</strong>. In the coming quarters, single-family home building will rise off of cycle lows as mortgage rates are expected to trend lower and boost housing affordability.”</em></p></blockquote><h3 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 20px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 1.5em 0px 8px; padding: 0px; vertical-align: baseline;">Bottom Line</h3><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">If you’re thinking about making a move this year, a turnaround in the housing market could be exactly what you’ve been waiting for. Work with a local real estate professional to learn about the latest trends in your area.</p>Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com0tag:blogger.com,1999:blog-2314867693422543756.post-74050175765267804822023-02-10T16:07:00.001-07:002023-02-10T16:07:37.727-07:00Duplex in Pocatello Idaho<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFQ2UQm5LKmkIxmWR_DtsanWywUX3_QxJs63GC4r3tQt9g5knTYcM0W96flOa53-YhWhDLZoWXhX5u_Cpsa5m4BPDwc6r4KL7cqSQ7gbsHzDAx7dpCTltdcSuPMw-mXtqFu-OQDEVtXi3WmtRFZw5PnSnL1n--m5Dg__NJr7rS2s-hk18lgwL-gOt5gQ/s1536/Jensen.1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1152" data-original-width="1536" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFQ2UQm5LKmkIxmWR_DtsanWywUX3_QxJs63GC4r3tQt9g5knTYcM0W96flOa53-YhWhDLZoWXhX5u_Cpsa5m4BPDwc6r4KL7cqSQ7gbsHzDAx7dpCTltdcSuPMw-mXtqFu-OQDEVtXi3WmtRFZw5PnSnL1n--m5Dg__NJr7rS2s-hk18lgwL-gOt5gQ/s320/Jensen.1.jpg" width="320" /></a></div><br /> <div class="separator" style="clear: both; text-align: center;"><span style="color: #0000ee;"><u>New Listing! Best investment property in Pocatello! El Rancho area with AMAZING city views on elevated location! 2 unit, twin-home property. $419,000</u></span></div><p></p>Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com0tag:blogger.com,1999:blog-2314867693422543756.post-1300514246991644512023-02-07T11:22:00.000-07:002023-02-07T11:22:01.506-07:00<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0tLg6j5KEirzkWMOhIY90o2iSW41TsclYvUoH9k7zztOzow3_GbGT2fdZjLUk36UcxIFZO8vNuTJflhWWdaVPNzKOdIV2AjP4aGEczjbOz860rWp7o9m3NPgdIQw31wmvfvwkKeusc_S4hjopK8lfA20FyTWCudEwyisZqoqlULFSmxgPyyHyWRY50g/s946/White.1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="665" data-original-width="946" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0tLg6j5KEirzkWMOhIY90o2iSW41TsclYvUoH9k7zztOzow3_GbGT2fdZjLUk36UcxIFZO8vNuTJflhWWdaVPNzKOdIV2AjP4aGEczjbOz860rWp7o9m3NPgdIQw31wmvfvwkKeusc_S4hjopK8lfA20FyTWCudEwyisZqoqlULFSmxgPyyHyWRY50g/s320/White.1.jpg" width="320" /></a></div><br /><span style="background-color: white; font-family: "Open Sans", Helvetica, Arial, "Lucida Grande", sans-serif; font-size: 12px;">Exceptional location for your new home or spec build. This roughly 3/4-acre Golf Estate home site backs up to the 13th fairway. An aspen and conifer covered hillside, complete with the top of Mt Taylor looming above, provides a stunning backdrop from the rear of the home. Access to National Forest is a short walk or bike ride away. Owners can join the Bronze Buffalo Club for access to all the club amenities or choose not to. There is still plenty of amenities to enjoy without being a member such as the restaurant, bar, spa, salon and groomed skate ski, xc ski and fat bike trails in the winter. 5 minutes from downtown Victor and just 35 minute drive to Jackson.</span><p></p>Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com0tag:blogger.com,1999:blog-2314867693422543756.post-54273295268635842862023-01-27T12:40:00.000-07:002023-01-27T12:40:01.685-07:00<h1 class="post-title entry-title" itemprop="headline" style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeef; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 30px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; letter-spacing: 2px; line-height: 1.3em; margin: 0px 0px 10px; opacity: 0.7; padding: 0px 0px 15px; text-align: center; vertical-align: baseline;"><a href="https://www.keepingcurrentmatters.com/2023/01/18/have-home-values-hit-bottom/" rel="bookmark" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;" title="Have Home Values Hit Bottom?">Have Home Values Hit Bottom?</a></h1><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifLf9yKN17c1Lqnn8RQjGlAHyyTKcVFnnUKb6hQL-65EX_RLGHDUfA1ByNB5p-81u5Uj4_wJpq230jEI8kwlCiFLJ_pno-vyI7_1hF_hoxVyA4tSul_yXoxngwhSt4B_HElHqnBV8N1AmeNy3ApA6O_rfOMqipmLSMg6X8YQXpmkxf6qKF4f1ztfNMrQ/s750/have-home-values-hit-bottom-KCM.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="410" data-original-width="750" height="401" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifLf9yKN17c1Lqnn8RQjGlAHyyTKcVFnnUKb6hQL-65EX_RLGHDUfA1ByNB5p-81u5Uj4_wJpq230jEI8kwlCiFLJ_pno-vyI7_1hF_hoxVyA4tSul_yXoxngwhSt4B_HElHqnBV8N1AmeNy3ApA6O_rfOMqipmLSMg6X8YQXpmkxf6qKF4f1ztfNMrQ/w732-h401/have-home-values-hit-bottom-KCM.jpg" width="732" /></a></div><br /><div><br /></div><p></p><div class="separator" style="clear: both; text-align: center;"><span style="background-color: white; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; text-align: left;">Whether you’re already a homeowner or you’re looking to become one, the recent headlines about </span><a href="https://www.keepingcurrentmatters.com/2022/12/12/what-every-seller-should-know-about-home-prices/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-align: left; text-decoration-line: none; vertical-align: baseline;">home prices</a><span style="background-color: white; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; text-align: left;"> </span><span style="background-color: white; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; text-align: left;">may leave you with more questions than answers.</span><span style="background-color: white; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; text-align: left;"> </span><a href="https://www.keepingcurrentmatters.com/2022/12/27/confused-about-whats-going-on-in-the-housing-market-lean-on-a-professional/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-align: left; text-decoration-line: none; vertical-align: baseline;">News stories</a><span style="background-color: white; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; text-align: left;"> </span><span style="background-color: white; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; text-align: left;">are talking about home prices falling, and that’s raising concerns about a repeat of what happened to prices in the</span><span style="background-color: white; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; text-align: left;"> </span><a href="https://www.keepingcurrentmatters.com/2023/01/11/todays-housing-market-is-nothing-like-15-years-ago/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-align: left; text-decoration-line: none; vertical-align: baseline;">crash in 2008</a><span style="background-color: white; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; text-align: left;">.</span></div><p></p><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">One of the questions that’s on many minds, based on those headlines, is: <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">how much will home prices decline?</em> But what you may not realize is expert <a href="https://www.keepingcurrentmatters.com/2022/12/21/what-to-expect-from-the-housing-market-in-2023/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">forecasters</a> aren’t calling for a free fall in prices. In fact, if you look at the latest data, there’s a case to be made that the biggest portion of month-over-month price depreciation nationally may already be behind us – and even those numbers weren’t significant declines on the national level. Instead of how far will they drop, the question becomes:<strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> have home values hit bottom?</em></strong></p><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">Let’s take a look at the latest data from several reputable industry sources (<em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">see chart below</em>):</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwRnISn_G5CYhjxI-AevHx8dUEjBoU2MX0VMF9-d7iFPcvt01krXL13Bupvzryv0y7GSg8eKIZ3gONc3qXCJPollYCzQO_skJ_MILqZTL_rMtXIJ_hJv1ehyY-7pOIj4NXqT9S9TRDMjdnvC7HpJXQmog1FFdPfKmDnc4VahuykkMlNc7jgQDmwXIjpA/s960/have-home-values-hit-bottom-MEM.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="493" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwRnISn_G5CYhjxI-AevHx8dUEjBoU2MX0VMF9-d7iFPcvt01krXL13Bupvzryv0y7GSg8eKIZ3gONc3qXCJPollYCzQO_skJ_MILqZTL_rMtXIJ_hJv1ehyY-7pOIj4NXqT9S9TRDMjdnvC7HpJXQmog1FFdPfKmDnc4VahuykkMlNc7jgQDmwXIjpA/w655-h493/have-home-values-hit-bottom-MEM.jpg" width="655" /></a></div><br /><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">The chart above provides a look at the most recent reports from <a href="https://www.spglobal.com/spdji/en/indices/indicators/sp-corelogic-case-shiller-us-national-home-price-nsa-index/#news-research" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Case-Shiller</em></a>, the <a href="https://www.fhfa.gov/DataTools/Downloads/Pages/House-Price-Index.aspx" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Federal Housing Finance Agency</em></a> (FHFA), <a href="https://www.blackknightinc.com/data-reports/?" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Black Knight</em></a>, and <a href="https://www.corelogic.com/intelligence/u-s-home-price-insights-december-2022/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">CoreLogic</em></a>. It shows how, on a national scale, home values have changed month-over-month since January 2022. November and December numbers have yet to come out.</p><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">Let’s focus in on what the red numbers tell us. The red numbers are the change in home values over the last four months that have been published. And if we isolate the last four months, what the data shows is, in each case, home price depreciation peaked in August.</p><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">While that doesn’t guarantee home price depreciation has hit bottom, it confirms prices aren’t in a free fall, and it may be an early signal that the worst is already behind us. As the numbers for November and December are released, data will be able to further validate this national trend.</p><h3 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 20px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 1.5em 0px 8px; padding: 0px; vertical-align: baseline;">Bottom Line</h3><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">Home prices month-over-month have depreciated for the past four months on record, but there’s a strong case to be made that the worst may be behind us. </p>Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com0tag:blogger.com,1999:blog-2314867693422543756.post-59708661781692017282023-01-13T12:23:00.002-07:002023-01-13T12:26:48.017-07:00What to Expect from the Housing Market in 2023<table border="0" cellpadding="0" cellspacing="0" class="fusionResponsiveContent" style="color: black; font-family: Arial, sans-serif; table-layout: fixed; width: 585px;"><tbody><tr><th class="fusionResponsiveColumn" style="border-collapse: collapse; border-spacing: 0px; border: 0px none transparent; font-weight: normal; padding: 0px; text-align: left; transition: all 0.2s ease 0s; width: 570px;" valign="top"><table cellpadding="0" cellspacing="0" style="width: 570px;"><tbody><tr><td style="border-collapse: collapse; border-spacing: 0px; border: 0px none;"><div style="border-color: transparent; border-style: none; border-width: 0px; font-size: 16px; margin: 0px; padding: 0px;"><h3 style="color: #ffb600; font-size: 24px; margin-bottom: 0px; margin-top: 10px;"></h3></div></td><th class="fusionResponsiveColumn" style="border-collapse: collapse; border-spacing: 0px; border: 0px none; font-size: 0px; font-weight: normal; line-height: 0; text-align: left; width: 8px;"><img border="0" class="css-fisw11" src="https://ui.icontact.com/assets/1px.png" style="display: block;" width="1" /></th><th class="fusionResponsiveColumn" style="border-collapse: collapse; border-spacing: 0px; border: 0px none transparent; font-weight: normal; padding: 0px; text-align: left; transition: all 0.2s ease 0s; width: 570px;" valign="top"><table cellpadding="0" cellspacing="0" style="width: 570px;"><tbody><tr><td style="border-collapse: collapse; border-spacing: 0px; border: 0px none;"><div style="border-color: transparent; border-style: none; border-width: 0px; font-size: 16px; margin: 0px; padding: 0px;"><h1 style="font-size: 42px; margin-bottom: 0px; margin-top: 0px; text-align: center;"><br /></h1><h1 style="font-size: 42px; margin-bottom: 0px; margin-top: 10px; text-align: center;"><a href="https://www.keepingcurrentmatters.com/2022/12/21/what-to-expect-from-the-housing-market-in-2023/" style="text-decoration-line: none;" target="_blank">What To Expect from the Housing Market in 2023</a></h1><p style="margin-bottom: 0px; margin-top: 16px;"><br /></p></div></td></tr></tbody></table><div style="overflow: hidden;"><table border="0" cellpadding="0" cellspacing="0" style="width: 570px;"><tbody><tr><td class="null" style="border-collapse: collapse; border-spacing: 0px; border: 0px none; padding: 0px 0px 20px;"><table align="center" border="0" cellpadding="0" cellspacing="0" style="margin: auto;"><tbody><tr><th style="border-collapse: collapse; border-spacing: 0px; border: 0px none transparent; display: block;"><img alt="" class="fusionResponsiveImage" height="auto" src="https://staticapp.icpsc.com/icp/resources/mogile/1864179/87c3b01d33eec3c0ed83434c296b65e7.jpeg" style="display: block; height: auto; margin: auto; width: 570px;" width="570" /></th></tr></tbody></table></td></tr></tbody></table></div><table border="0" cellpadding="0" cellspacing="0" style="width: 570px;"><tbody><tr><td style="border-collapse: collapse; border-spacing: 0px; border: 0px none; padding-bottom: 10px; padding-top: 10px;"><table align="center" border="0" cellpadding="0" cellspacing="0" style="margin: 0px auto; width: 570px;"><tbody><tr><td style="border-bottom-color: rgb(255, 182, 0); border-collapse: collapse; border-image: initial; border-left-color: initial; border-right-color: initial; border-spacing: 0px; border-style: none none solid; border-top-color: initial; border-width: 0px 0px 2px; font-size: 0px; line-height: 0px;"> </td></tr></tbody></table></td></tr></tbody></table><table cellpadding="0" cellspacing="0" style="width: 570px;"><tbody><tr><td style="border-collapse: collapse; border-spacing: 0px; border: 0px none;"><div style="border-color: transparent; border-style: none; border-width: 0px; font-size: 16px; margin: 0px; padding: 0px;"><p style="margin-bottom: 0px; margin-top: 0px;">The 2022 housing market has been defined by two key things: inflation and rapidly rising <a href="https://www.keepingcurrentmatters.com/2022/11/09/whats-ahead-for-mortgage-rates-and-home-prices/" style="color: #00aeff; text-decoration-line: none;" target="_blank">mortgage rates</a>. And in many ways, it’s put the market into a reset position.</p><p style="margin-bottom: 0px; margin-top: 16px;">As the<em> Federal Reserve </em>(the Fed) made moves this year to try to lower inflation, mortgage rates more than <a href="https://www.freddiemac.com/research/forecast/20221021-quarterly-forecast-rapidly-rising-rates-declining-demand-driving-housing-market" style="color: #00aeff; text-decoration-line: none;" target="_blank">doubled</a> – something that’s never happened before in a calendar year. This had a cascading impact on buyer activity, the balance between <a href="https://www.keepingcurrentmatters.com/2022/11/23/what-buyers-need-to-know-about-the-inventory-of-homes-available-for-sale/" style="color: #00aeff; text-decoration-line: none;" target="_blank">supply and demand</a>, and ultimately home prices. And as all those things changed, some buyers and sellers put their plans on hold and decided to wait until the market felt a bit more predictable.</p><p style="margin-bottom: 0px; margin-top: 16px;">But what does that mean for next year? What everyone really wants is more stability in the market in 2023. For that to happen we’ll need to see the Fed bring inflation down even more and keep it there. Here’s what housing market experts say we can expect next year.</p><h4><strong style="color: inherit;">What’s Ahead for Mortgage Rates in 2023?</strong></h4><p style="margin-bottom: 0px; margin-top: 16px;">Moving forward, experts agree it’s still going to be all about inflation. If inflation is high, mortgage rates will be as well. But if inflation continues to fall, <a href="https://www.keepingcurrentmatters.com/2022/11/21/mortgage-rates-will-come-down-its-just-a-matter-of-time/" style="color: #00aeff; text-decoration-line: none;" target="_blank">mortgage rates</a> will likely respond. While there may be early signs inflation is easing as we round out this year, we’re not out of the woods just yet. Inflation is still something to watch in 2023.</p><p style="margin-bottom: 0px; margin-top: 16px;">Right now, experts are factoring all of this into their mortgage rate forecasts for next year. And if we average those forecasts together, experts say we can expect rates to stabilize a bit more in 2023. Whether that’s between 5.5% and 6.5%, it’s hard for experts to say exactly where they’ll land. But based on the average of their projections, a more predictable rate is likely ahead (<em>see chart below</em>):</p><p class="paragraph-spacing-none" style="margin-bottom: 0px; margin-top: 0px;"><br /></p><p style="margin-bottom: 0px; margin-top: 16px;"><br /></p></div></td></tr></tbody></table><div style="overflow: hidden;"><table border="0" cellpadding="0" cellspacing="0" style="width: 570px;"><tbody><tr><td class="null" style="border-collapse: collapse; border-spacing: 0px; border: 0px none; padding: 0px 0px 20px;"><table align="center" border="0" cellpadding="0" cellspacing="0" style="margin: auto;"><tbody><tr><th style="border-collapse: collapse; border-spacing: 0px; border: 0px none transparent; display: block;"><img alt="" class="fusionResponsiveImage" height="auto" src="https://staticapp.icpsc.com/icp/resources/mogile/1864179/8192718ceab7d41884f48fb508a2bc59.jpeg" style="display: block; height: auto; margin: auto; width: 570px;" width="570" /></th></tr></tbody></table></td></tr></tbody></table></div><table cellpadding="0" cellspacing="0" style="width: 570px;"><tbody><tr><td style="border-collapse: collapse; border-spacing: 0px; border: 0px none;"><div style="border-color: transparent; border-style: none; border-width: 0px; font-size: 16px; margin: 0px; padding: 0px;"><p style="margin-bottom: 0px; margin-top: 0px;"><br /></p><p style="margin-bottom: 0px; margin-top: 16px;">That means, we’ll start the year out about where we are right now. But we could see rates tick down if inflation continues to drop. As Greg McBride, Chief Financial Analyst at <em>Bankrate</em>, <a href="https://www.bankrate.com/real-estate/housing-market-predictions-2023/#home-values" style="color: #00aeff; text-decoration-line: none;" target="_blank">explains</a>:</p><p style="margin-bottom: 0px; margin-top: 16px;"><em>“. . . mortgage rates could pull back meaningfully next year </em><strong style="color: #00aeff;"><em>if inflation pressures ease.</em></strong><em>”</em></p><p style="margin-bottom: 0px; margin-top: 16px;">In the meantime, expect some volatility as rates will likely fluctuate in the weeks ahead. If we see inflation come back under control, that would be good news for the housing market.</p><h4><strong style="color: inherit;">What Will Happen to Home Prices Next Year?</strong></h4><p style="margin-bottom: 0px; margin-top: 16px;">Homes prices will always be defined by supply and demand. The more buyers and fewer homes there are on the market, the more home prices will rise. And that’s exactly what we saw during the pandemic.</p><p style="margin-bottom: 0px; margin-top: 16px;">But this year, things changed. We’ve seen home prices moderate and housing supply grow as buyer demand pulled back due to higher mortgage rates. The level of moderation has varied by local area – with the biggest changes happening in overheated markets. But do experts think that will continue?</p><p style="margin-bottom: 0px; margin-top: 16px;">The graph below shows the latest home price forecasts for 2023. As the different colored bars indicate, some experts are saying home prices will appreciate next year, and others are saying home prices will come down. But again, if we take the average of all the forecasts (<em>shown in green</em>), we can get a feel for what 2023 may hold.</p><p style="margin-bottom: 0px; margin-top: 16px;"><br /></p></div></td></tr></tbody></table><div style="overflow: hidden;"><table border="0" cellpadding="0" cellspacing="0" style="width: 570px;"><tbody><tr><td class="null" style="border-collapse: collapse; border-spacing: 0px; border: 0px none; padding: 0px 0px 20px;"><table align="center" border="0" cellpadding="0" cellspacing="0" style="margin: auto;"><tbody><tr><th style="border-collapse: collapse; border-spacing: 0px; border: 0px none transparent; display: block;"><img alt="" class="fusionResponsiveImage" height="auto" src="https://staticapp.icpsc.com/icp/resources/mogile/1864179/1449a21084eadbb5e6c0756c1c31c1df.jpeg" style="display: block; height: auto; margin: auto; width: 570px;" width="570" /></th></tr></tbody></table></td></tr></tbody></table></div><table cellpadding="0" cellspacing="0" style="width: 570px;"><tbody><tr><td style="border-collapse: collapse; border-spacing: 0px; border: 0px none;"><div style="border-color: transparent; border-style: none; border-width: 0px; font-size: 16px; margin: 0px; padding: 0px;"><p style="margin-bottom: 0px; margin-top: 0px;"><br /></p><p class="paragraph-spacing-none" style="margin-bottom: 0px; margin-top: 0px;"><br /></p><p style="margin-bottom: 0px; margin-top: 16px;">The truth is probably somewhere in the middle. That means nationally, we’ll likely see relatively flat or neutral appreciation in 2023. As Lawrence Yun, Chief Economist at the <em>National Association of Realtors </em>(NAR), <a href="https://www.nar.realtor/magazine/real-estate-news/2023-real-estate-forecast-market-to-regain-normalcy#:~:text=Housing%20inventory%20is%20expected%20to,appreciation%20will%20slow%2C%20he%20added." style="color: #00aeff; text-decoration-line: none;" target="_blank">says</a>:</p><p style="margin-bottom: 0px; margin-top: 16px;"><em>“</em><strong style="color: #00aeff;"><em>After a big boom over the past two years, there will essentially be no change nationally </em></strong>. . <em>. Half of the country may experience small price gains, while the other half may see slight price declines.”</em></p><h3 style="color: #ffb600; font-size: 24px; margin-bottom: 0px; margin-top: 10px;"><strong style="color: inherit;">Bottom Line</strong></h3><p style="margin-bottom: 0px; margin-top: 16px;">The 2023 housing market is going to be defined by mortgage rates, and rates will be determined by what happens with inflation. The best way to keep a pulse on what experts are projecting for next year is to lean on a trusted real estate advisor.</p><h3 style="color: #ffb600; font-size: 24px; margin-bottom: 0px; margin-top: 10px;"><br /></h3></div></td></tr></tbody></table></th></tr></tbody></table></th></tr></tbody></table><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5Ifb3ecbw5dZOr3yy6PU18Z_jf9wuymt48ogeXpjuG3jWNpYu3qe6GEuJjf3x3V46YbJ96zIvu-Fes__4zMJqwaW0X-2rXd6L5ZGvAO2hOEeHgIyTSpInPm4gLzfhgIu9RioeYUD4JHArnj0roTr9zMTajCrAdlDQjwNkODLHzcn_dDptLaIzSZih7Q/s750/what-to-expect-from-the-housing-market-in-2023-KCM.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="410" data-original-width="750" height="175" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5Ifb3ecbw5dZOr3yy6PU18Z_jf9wuymt48ogeXpjuG3jWNpYu3qe6GEuJjf3x3V46YbJ96zIvu-Fes__4zMJqwaW0X-2rXd6L5ZGvAO2hOEeHgIyTSpInPm4gLzfhgIu9RioeYUD4JHArnj0roTr9zMTajCrAdlDQjwNkODLHzcn_dDptLaIzSZih7Q/s320/what-to-expect-from-the-housing-market-in-2023-KCM.jpeg" width="320" /></a></div><br />Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com0tag:blogger.com,1999:blog-2314867693422543756.post-18440220225350447212022-02-04T10:04:00.000-07:002022-02-04T10:04:22.759-07:00<h1 class="post-title entry-title " itemprop="headline" style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeef; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 30px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; letter-spacing: 2px; line-height: 1.3em; margin: 0px 0px 10px; opacity: 0.7; padding: 0px 0px 15px; text-align: center; vertical-align: baseline;"><a href="https://www.keepingcurrentmatters.com/2022/01/31/owning-is-more-affordable-than-renting-in-the-majority-of-the-country/" rel="bookmark" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;" title="Permanent Link: Owning Is More Affordable than Renting in the Majority of the Country">Owning Is More Affordable than Renting in the Majority of the Country</a></h1><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgtV76aGzhJKPVj-pNSO_kSJQKSP6tG3eP6nc33fhI7v6CGhRSwkRThDGNd-1aGE1tXSSw83xLw9MMkxARXrQ1PLgKm8_4qmY4MOkbmX6nqK5YfdR9Es8_VPSx9yhykCw0I7zvEZ42sDArkstz3UIow3bPAdTEATH1IdDBqppVAmxy0abiVbcw6OlOkAg=s750" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="410" data-original-width="750" height="289" src="https://blogger.googleusercontent.com/img/a/AVvXsEgtV76aGzhJKPVj-pNSO_kSJQKSP6tG3eP6nc33fhI7v6CGhRSwkRThDGNd-1aGE1tXSSw83xLw9MMkxARXrQ1PLgKm8_4qmY4MOkbmX6nqK5YfdR9Es8_VPSx9yhykCw0I7zvEZ42sDArkstz3UIow3bPAdTEATH1IdDBqppVAmxy0abiVbcw6OlOkAg=w572-h289" width="572" /></a></div><br /><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">If you were thinking about buying a home this year, but already pressed pause on your plans due to rising <a href="https://www.keepingcurrentmatters.com/2022/01/13/whats-going-to-happen-with-home-prices-this-year/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">home prices</a> and increasing <a href="https://www.keepingcurrentmatters.com/2021/11/24/how-smart-buyers-are-approaching-rising-mortgage-rates/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">mortgage rates</a>, there’s something you should consider. According to the <a href="https://www.attomdata.com/news/market-trends/home-sales-prices/attom-2022-rental-affordability-report/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">latest report</a> from <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">ATTOM Data</em>, owning a home is more affordable than <a href="https://www.keepingcurrentmatters.com/2022/01/04/avoid-the-rental-trap-in-2022/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">renting</a> in the majority of the country. The <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">2022 Rental Affordability Report</em> says:</p><blockquote style="background-color: white; border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 1.235em; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;"><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“. . . </em><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Owning a median-priced home is more affordable than the average rent</em></strong><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> <strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">on a three-bedroom property</strong> in 666, or 58 percent, of the 1,154 U.S. counties analyzed for the report. That means<strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> major home ownership expenses consume a smaller portion of average local wages than renting</strong>.”</em></p></blockquote><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">Other experts in the industry offer additional perspectives on <a href="https://www.keepingcurrentmatters.com/2021/11/15/4-things-every-renter-needs-to-consider/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">renting</a> today. In the latest <a href="https://www.corelogic.com/intelligence/single-family-annual-rent-growth-hits-sixth-consecutive-record/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Single-Family Rent Index</em></a> from <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">CoreLogic</em>, single-family rent saw the fastest year-over-year growth in over 16 years when comparing data for November each year (<em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">see graph below</em>):</p><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhaj-T9ozyed5T6OmAHzLv6xDAADna4pDaeUcZCFQQDAI5faBBYWIyBQ2umEWQbBghFjy2sREo3udW1WHRi9uT8CGWGQ8rhwapsvmhenwjXQVXIX_AWNDqT1iz2_ZZCKzODOdw8ZzNOpkEdW2ivMh34onhvoc0dXSviVNsdHyayj4TvQhYaBodm4bNytQ=s1000" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="750" data-original-width="1000" height="338" src="https://blogger.googleusercontent.com/img/a/AVvXsEhaj-T9ozyed5T6OmAHzLv6xDAADna4pDaeUcZCFQQDAI5faBBYWIyBQ2umEWQbBghFjy2sREo3udW1WHRi9uT8CGWGQ8rhwapsvmhenwjXQVXIX_AWNDqT1iz2_ZZCKzODOdw8ZzNOpkEdW2ivMh34onhvoc0dXSviVNsdHyayj4TvQhYaBodm4bNytQ=w584-h338" width="584" /></a></div><p></p><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">Molly Boesel, Principal Economist at <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">CoreLogic</em>, stresses the importance of what the data <a href="https://www.corelogic.com/intelligence/single-family-annual-rent-growth-hits-sixth-consecutive-record/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">shows</a>:</p><blockquote style="background-color: white; border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 1.235em; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;"><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“<strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Single-family rent growth hit its sixth consecutive record high</strong>. . . . Annual rent growth . . . was more than three times that of a year earlier. <strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Rent growth should continue to be robust in the near term, </strong>especially as the labor market continues to improve.”</em></p></blockquote><h4 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 18px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 0px 0px 4px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">What Does This Mean for You?</strong></h4><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">While it’s true <a href="https://www.keepingcurrentmatters.com/2021/12/15/what-everyone-wants-to-know-will-home-prices-decline-in-2022/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">home prices</a> and <a href="https://www.keepingcurrentmatters.com/2021/11/08/two-graphs-that-show-why-you-shouldnt-be-upset-about-3-mortgage-rates/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">mortgage rates</a> are rising, so are monthly rents. As a prospective buyer, rising rates and prices shouldn’t be enough to keep you on the sideline, though. As the chart above shows, rents are skyrocketing. The big difference is, when you rent, that rising cost benefits your landlord’s investment strategy, but it doesn’t deliver any sort of return for you.</p><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">In contrast, when you buy a home, your monthly mortgage payment serves as a form of forced savings. Over time, as you pay down your loan and as home values rise, you’re building <a href="https://www.keepingcurrentmatters.com/2021/12/21/the-average-homeowner-gained-56700-in-equity-over-the-past-year/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">equity</a> (and by extension, your own <a href="https://www.keepingcurrentmatters.com/2021/08/30/the-difference-in-net-worth-between-homeowners-and-renters-is-widening/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">net worth</a>). Not to mention, you’ll lock in your mortgage payment for the duration of your loan (typically 15 to 30 years) and give yourself a stable and reliable monthly payment.</p><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">When asking yourself if you should keep <a href="https://www.keepingcurrentmatters.com/2021/10/01/reasons-renters-buy-infographic/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">renting</a> or if it’s time to buy, think about what Todd Teta, Chief Product Officer at <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">ATTOM Data</em>, <a href="https://www.attomdata.com/news/market-trends/home-sales-prices/attom-2022-rental-affordability-report/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">says</a>:</p><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“. . . <strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Home ownership still remains the more affordable option</strong> for average workers in a majority of the country because it still takes up a smaller portion of their pay.” </em><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </em></p><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">If buying takes up a smaller portion of your pay and has benefits renting can’t provide, the question really becomes: <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">is renting really worth it?</em></p><h3 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 20px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 1.5em 0px 8px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Bottom Line</strong></h3><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">If you’re weighing your options between renting and buying, it’s important to look at the full picture. While buying a home can feel like a daunting process, having a trusted advisor on your side is key. Work with an agent to explore your options so you can learn more about the benefits of <a href="https://www.keepingcurrentmatters.com/2022/01/07/how-to-hit-your-homebuying-goals-this-year-infographic/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">homeownership</a> today</p>Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com0tag:blogger.com,1999:blog-2314867693422543756.post-47118493267216221372022-02-01T10:16:00.000-07:002022-02-01T10:16:31.699-07:00Sellers: Don’t Wait Until Spring To Make Your Move<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEi_sVswuMHBNv42MrG70FdZ8WjsUUoHXQEBm4dspOY06Wtv0Nz5mEpRkE3AcMCgPdUQAKgQverW3ihr0K7UapbSpHeLT5wUP68HeqcwB3FzUi4n-HzvuHQtcXRUMH-YWXU3T8KkyFI0U9BZ6I6QC2gXj_XgLdsFE02fIRvySdNmAuNa54MnP9Z-27Wz=s750" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="410" data-original-width="750" height="350" src="https://blogger.googleusercontent.com/img/a/AVvXsEi_sVswuMHBNv42MrG70FdZ8WjsUUoHXQEBm4dspOY06Wtv0Nz5mEpRkE3AcMCgPdUQAKgQverW3ihr0K7UapbSpHeLT5wUP68HeqcwB3FzUi4n-HzvuHQtcXRUMH-YWXU3T8KkyFI0U9BZ6I6QC2gXj_XgLdsFE02fIRvySdNmAuNa54MnP9Z-27Wz=w640-h350" width="640" /></a></div><br /><p></p><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">As you plan out your goals for the <a href="https://www.keepingcurrentmatters.com/2021/12/17/2022-housing-market-forecast-infographic/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">year</a>, moving up to your dream home may top the list. But, how do you know when to make your move? You want to time it just right so you can get the most out of the sale of your current house. You also want to know you’re making a good investment when you buy your new home. What you may not realize is, that opportunity to get the best of both worlds is already here.</p><div class="separator" style="clear: both; text-align: center;"><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; text-align: start; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">You don’t want to wait until spring to spring into action. The current market conditions make <a href="https://www.keepingcurrentmatters.com/2021/12/13/if-you-think-the-housing-market-will-slow-this-winter-think-again/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">this winter</a> an ideal time to move. Here’s why.</strong></p><h4 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 18px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 1.5em 0px 4px; padding: 0px; text-align: start; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">1. The Number of Homes on the Market Is Still Low</strong></h4><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; text-align: start; vertical-align: baseline;">Today’s limited supply of houses for sale is putting sellers in the driver’s seat. There are far more buyers in the market than there are homes available, and that means buyers are eagerly waiting for your house. Listing your house now makes it the center of attention. As a seller, that means when it’s priced correctly, you can expect it to sell quickly and get multiple <a href="https://www.keepingcurrentmatters.com/2021/11/16/sellers-youll-likely-get-multiple-strong-offers-this-season/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">strong offers</a> this season. Just remember, experts project <a href="https://www.keepingcurrentmatters.com/2021/11/18/home-sales-about-to-surge-we-may-see-a-winter-like-never-before/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">more inventory</a> will come to market as we move through the winter months. The <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">realtor.com</em> <a href="https://www.realtor.com/research/2022-national-housing-forecast/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">2022 forecast</a> says this:</p><blockquote style="background-color: white; border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 1.235em; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; text-align: start; vertical-align: baseline;"><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“After years of declining, the inventory of homes for sale is finally expected to rebound from all-time lows.”</em></p></blockquote><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; text-align: start; vertical-align: baseline;">Selling now may help you maximize the return on your investment before your house has to face more competition from other sellers.</p><h4 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 18px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 1.5em 0px 4px; padding: 0px; text-align: start; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">2. Your Equity Is Growing in Record Amounts</strong></h4><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; text-align: start; vertical-align: baseline;">Current homeowners are sitting on record amounts of <a href="https://www.keepingcurrentmatters.com/2021/12/21/the-average-homeowner-gained-56700-in-equity-over-the-past-year/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">equity</a> thanks to today’s home price appreciation. According to the <a href="https://www.corelogic.com/intelligence/homeowner-equity-insights/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">latest report</a> from <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">CoreLogic</em>, <strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">the average homeowner gained $56,700 in equity over the past </strong><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">12</strong><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> months.</strong></p><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; text-align: start; vertical-align: baseline;">That much equity can open doors for you to make a move. If you’ve been holding off on selling because you’re worried about how rising prices will impact your own <a href="https://www.keepingcurrentmatters.com/2021/12/08/struggling-to-find-a-home-to-buy-new-construction-may-be-an-option/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">home search</a>, rest assured your equity can help fuel your next move. It may be just what you need to cover a large portion – if not all – of the <a href="https://www.keepingcurrentmatters.com/2021/12/22/the-perks-of-putting-20-down-on-a-home/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">down payment</a> on your next purchase.</p><h4 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 18px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 1.5em 0px 4px; padding: 0px; text-align: start; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">3. While Rising, Mortgage Rates Are Still Historically Low</strong></h4><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; text-align: start; vertical-align: baseline;">In January of last year, mortgage <a href="http://www.freddiemac.com/pmms/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">rates</a> hit the lowest point ever recorded. Today, rates are starting to rise, but that doesn’t mean you’ve missed out on locking in a low rate. Current mortgage rates are still far below what they’ve been in <a href="https://www.keepingcurrentmatters.com/2021/11/08/two-graphs-that-show-why-you-shouldnt-be-upset-about-3-mortgage-rates/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">recent decades</a>:</p><ul style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; list-style-image: initial; list-style-position: outside; margin: 0px 0px 20px 7px; padding: 0px; text-align: start; vertical-align: baseline;"><li style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: 18px !important; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px 0px 0px 1em; padding: 3px 0px; vertical-align: baseline;">In the 2000s, the average mortgage rate was 6.27%</li><li style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: 18px !important; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px 0px 0px 1em; padding: 3px 0px; vertical-align: baseline;">In the 1990s, the average rate was 8.12%</li></ul><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; text-align: start; vertical-align: baseline;">Even with mortgage rates rising above 3%, they’re still worth taking advantage of. You just want to do so sooner rather than later. Experts are projecting rates will continue to rise throughout this year, and when they do, it’ll <a href="https://www.keepingcurrentmatters.com/2021/11/24/how-smart-buyers-are-approaching-rising-mortgage-rates/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">cost you more</a> to purchase your next home.</p><h4 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 18px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 1.5em 0px 4px; padding: 0px; text-align: start; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">4. Home Prices Are Going </strong><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">T</strong><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">o Keep Rising with Time</strong></h4><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; text-align: start; vertical-align: baseline;">According to industry leaders, <a href="https://www.keepingcurrentmatters.com/2021/12/15/what-everyone-wants-to-know-will-home-prices-decline-in-2022/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">home prices</a> will also continue appreciating this year. While experts are forecasting more moderate home price growth than last year, it’s important to note prices will still be moving in an upward direction throughout 2022.</p><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; text-align: start; vertical-align: baseline;">What does that mean for you? If you’re selling so you can move into a bigger home or downsize to the home of your dreams, you want to consider moving now before rates and prices rise further. If you’re ready, you have an opportunity to get ahead of the curve by purchasing your next home before rates and prices climb higher.</p><h3 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 20px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 1.5em 0px 8px; padding: 0px; text-align: start; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Bottom Line</strong></h3><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; text-align: start; vertical-align: baseline;">If you’re considering selling to move up or downsize, this may be your moment, especially with today’s low mortgage rates and limited inventory. Reach out to me today to get set up for home buying success this year.</p></div>Lowe's Flat Fee Realtyhttp://www.blogger.com/profile/16539284707980885177noreply@blogger.com0tag:blogger.com,1999:blog-2314867693422543756.post-33453520378398724532021-04-23T10:46:00.000-06:002021-04-23T10:46:06.552-06:00Listing Prices Like an Auction's Reserve Price<h1 class="post-title entry-title " itemprop="headline" style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeef; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 30px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; letter-spacing: 2px; line-height: 1.3em; margin: 0px 0px 10px; opacity: 0.7; padding: 0px 0px 15px; text-align: center; vertical-align: baseline;"><a href="https://www.keepingcurrentmatters.com/2021/03/24/why-you-should-think-about-listing-prices-like-an-auctions-reserve-price/" rel="bookmark" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;" title="Permanent Link: Why You Should Think About Listing Prices Like an Auction’s Reserve Price">Why You Should Think About Listing Prices Like an Auction’s Reserve Price<span class="post-format-icon minor-meta" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #919191; font-size: 0.9em; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; text-transform: uppercase; vertical-align: baseline;"></span></a></h1><p><span class="av-vertical-delimiter" style="background-color: white; border-bottom-style: initial; border-color: rgb(224, 224, 224); border-image: initial; border-left-style: initial; border-right-style: initial; border-top-style: solid; border-width: 3px 0px 0px; box-sizing: border-box; color: #313940; display: block; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; 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max-width: 100%; padding: 0px; position: relative; vertical-align: baseline; width: 797px; z-index: 4;" width="750" /><span class="image-overlay overlay-type-image" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px rgb(224, 224, 224); box-sizing: border-box; display: block; font: inherit; height: 436px; left: -5px; margin: 0px; opacity: 0; overflow: hidden; padding: 0px; position: absolute; top: 0px; transition: opacity 0.4s ease-in-out 0s; vertical-align: baseline; width: 807px; z-index: 300;"><span class="image-overlay-inside" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; height: 436px; left: 0px; margin: 0px; padding: 0px; position: absolute; top: 0px; vertical-align: baseline; width: 807px;"></span></span></a></div><div class="entry-content" itemprop="text" style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><div class="essb_links essb_counters essb_displayed_float essb_share essb_template_flat-retina essb_119676607 essb_fixedwidth__ print-no" data-essb-button-style="button" data-essb-counter-pos="inside" data-essb-fullurl="https://www.keepingcurrentmatters.com/2021/03/24/why-you-should-think-about-listing-prices-like-an-auctions-reserve-price/" data-essb-instance="119676607" data-essb-position="float" data-essb-postid="2077273" data-essb-template="flat-retina" data-essb-url="https://www.keepingcurrentmatters.com/2021/03/24/why-you-should-think-about-listing-prices-like-an-auctions-reserve-price/" id="essb_displayed_float_119676607" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; clear: both; font: inherit; margin: 1em 0px; overflow-wrap: normal !important; padding: 0px; text-align: center; vertical-align: baseline;"><br /></div><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">For generations, the homebuying process never really changed. The seller would try to estimate the market value of the home and tack on a little extra to give themselves some negotiating room. That figure would become the listing price of the house. <a href="https://www.keepingcurrentmatters.com/2021/03/03/how-smart-is-it-to-buy-a-home-today/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">Buyers</a> would then try to determine how much less than the full price they could offer and still get the home. The asking price was generally the ceiling of the negotiation. The actual sales price would almost always be somewhat lower than the list price. It was unthinkable to pay more than what the seller was asking.</p><h4 style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 18px; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: 1.1em; margin: 1.5em 0px 4px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Today is different.</strong></h4><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">The record-low <a href="https://www.keepingcurrentmatters.com/2021/02/22/where-have-all-the-houses-gone/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">supply</a> of homes for sale coupled with very strong buyer demand is leading to a rise in <a href="https://www.keepingcurrentmatters.com/2021/03/12/how-to-be-a-competitive-buyer-in-todays-housing-market-infographic/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">bidding wars</a> on many homes. Because of this, homes today often sell for more than the list price. In some cases, they sell for a lot more.</p><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">According to the <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Home Buyers and Sellers Generational Trends</em> <a href="https://www.nar.realtor/research-and-statistics/research-reports/home-buyer-and-seller-generational-trends" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">report</a> just released by the <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">National Association of Realtors</em> (NAR), <strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">45% of buyers paid full price or more</strong>.</p><h4 style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 18px; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: 1.1em; margin: 1.5em 0px 4px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">You may need to change the way you look at the asking price of a home.</strong></h4><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">In this market, you likely can’t shop for a home with the old-school mentality of refusing to pay full price or more for a house.</p><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">Because of the shortage of inventory of houses for sale, many homes are actually being offered in an auction-like atmosphere in which the highest bidder wins the home. In an actual auction, the seller of an item agrees to take the highest bid, and many sellers set a reserve price on the item they’re selling. A reserve price is the minimum amount a seller will accept as the winning bid.</p><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">When navigating a competitive housing market, think of the list price of the house as the reserve price at an auction. It’s the minimum the seller will accept in many cases. Today, the asking price is often becoming the floor of the negotiation rather than the ceiling. Therefore, if you really love a home, know that it may ultimately sell for more than the sellers are asking. So, as you’re navigating the homebuying process, make sure you know your budget, know what you can afford, and work with a trusted advisor who can help you make all the right moves as you buy a home.</p><h3 style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 20px; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: 1.1em; margin: 1.5em 0px 8px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Bottom Line</strong></h3><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">Someone who’s more familiar with the housing market of the past than that of today may think offering more for a home than the listing price is foolish. However, frequent and competitive bidding wars are creating an auction-like atmosphere in many real estate transactions. For the <a href="https://www.keepingcurrentmatters.com/2021/02/01/turn-to-an-expert-for-the-best-advice-not-perfect-advice/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">best</a> advice on how to make a <a href="https://www.keepingcurrentmatters.com/2021/03/15/how-to-make-a-winning-offer-on-a-home/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">competitive</a> offer on a home, reach out to me, a professional who’s an expert in your local market.</p></div>Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com0tag:blogger.com,1999:blog-2314867693422543756.post-44453718695180848372021-04-14T10:57:00.003-06:002021-04-14T10:57:30.303-06:00It's a Sellers' Market<p><br /><br /></p><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilJRQ2ugoAO0IMHbA4DzzXcUzBp2kvTn5HrM_Z53MdfGMvPG0uy5B76R3BRdB2eqvEg1aLOE8_Ox9CuuWXN9HEF61wHlVdVszpu3rhMbmicPqxA3oibVtlxAQzn-tC4SuG7un9o4ZOJDXZ/s2011/20210226-NM.webp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2011" data-original-width="1400" height="819" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilJRQ2ugoAO0IMHbA4DzzXcUzBp2kvTn5HrM_Z53MdfGMvPG0uy5B76R3BRdB2eqvEg1aLOE8_Ox9CuuWXN9HEF61wHlVdVszpu3rhMbmicPqxA3oibVtlxAQzn-tC4SuG7un9o4ZOJDXZ/w561-h819/20210226-NM.webp" width="561" /></a></div><p></p>Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com0tag:blogger.com,1999:blog-2314867693422543756.post-20303449987246350032020-09-29T07:19:00.001-06:002020-09-29T07:19:35.997-06:00Where Are Home Values Headed Over the Next 12 Months?<h1 class="post-title entry-title " itemprop="headline" style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeef; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 30px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; letter-spacing: 2px; line-height: 1.3em; margin: 0px 0px 10px; padding: 0px 0px 15px; text-align: center; vertical-align: baseline;"><a class="lightbox-added" href="https://files.keepingcurrentmatters.com/wp-content/uploads/2020/09/28120535/20200929-KCM-Share.jpg" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #cccccc; display: inline !important; font: inherit; margin: 0px; max-width: 100%; outline: 0px; overflow: hidden; padding: 0px; position: relative; text-align: left; text-decoration-line: none !important; vertical-align: baseline;" title="Where Are Home Values Headed Over the Next 12 Months?"><img alt="Where Are Home Values Headed Over the Next 12 Months?" class="attachment-full size-full wp-post-image" height="410" loading="lazy" sizes="(max-width: 750px) 100vw, 750px" src="https://files.keepingcurrentmatters.com/wp-content/uploads/2020/09/28120535/20200929-KCM-Share.jpg" srcset="https://files.keepingcurrentmatters.com/wp-content/uploads/2020/09/28120535/20200929-KCM-Share.jpg 750w, https://files.keepingcurrentmatters.com/wp-content/uploads/2020/09/28120535/20200929-KCM-Share-300x164.jpg 300w" style="border-radius: 4px; border: none rgb(224, 224, 224); box-sizing: border-box; display: block; font: inherit; height: auto !important; margin: 0px; max-width: 100%; padding: 0px; position: relative; vertical-align: baseline; width: 797px; z-index: 4;" width="750" /></a></h1><div class="big-preview single-big" style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 20px 0px 0px; padding: 0px 0px 10px; position: relative; vertical-align: baseline; z-index: 4;"><a class="lightbox-added" href="https://files.keepingcurrentmatters.com/wp-content/uploads/2020/09/28120535/20200929-KCM-Share.jpg" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #cccccc; display: block; font: inherit; margin: 0px; max-width: 100%; outline: 0px; overflow: hidden; padding: 0px; position: relative; text-decoration-line: none !important; vertical-align: baseline;" title="Where Are Home Values Headed Over the Next 12 Months?"><span class="image-overlay overlay-type-image" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px rgb(224, 224, 224); box-sizing: border-box; display: block; font: inherit; height: 436px; left: -5px; margin: 0px; opacity: 0.7 !important; overflow: hidden; padding: 0px; position: absolute; top: 0px; transition: opacity 0.4s ease-in-out 0s; vertical-align: baseline; width: 807px; z-index: 300;"><span class="image-overlay-inside" style="animation: 0.5s cubic-bezier(0.175, 0.885, 0.32, 1.275) 0s 1 normal none running avia_pop_small; border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; height: 436px; left: 0px; margin: 0px; padding: 0px; position: absolute; top: 0px; vertical-align: baseline; width: 807px;"></span></span></a></div><div class="entry-content" itemprop="text" style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><div class="essb_links essb_counters essb_displayed_float essb_share essb_template_flat-retina essb_629854280 essb_fixedwidth__ print-no" data-essb-button-style="button" data-essb-counter-pos="inside" data-essb-fullurl="https://www.keepingcurrentmatters.com/2020/09/29/where-are-home-values-headed-over-the-next-12-months/" data-essb-instance="629854280" data-essb-position="float" data-essb-postid="2075147" data-essb-template="flat-retina" data-essb-url="https://www.keepingcurrentmatters.com/2020/09/29/where-are-home-values-headed-over-the-next-12-months/" id="essb_displayed_float_629854280" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; clear: both; font: inherit; margin: 1em 0px; overflow-wrap: normal !important; padding: 0px; text-align: center; vertical-align: baseline; width: 797px;"><span style="font-family: inherit; font-size: inherit; font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit; text-align: left;">As shelter-in-place orders were implemented earlier this year, many questioned what the shutdown would mean to the real estate market. Specifically, there was concern about home values. After years of rising home prices, would 2020 be the year this appreciation trend would come to a screeching halt? Even worse, would home values begin to</span><span style="font-family: inherit; font-size: inherit; font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit; text-align: left;"> </span><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; text-align: left; vertical-align: baseline;">depreciate</em><span style="font-family: inherit; font-size: inherit; font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit; text-align: left;">?</span></div><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">Original forecasts modeled this uncertainty, and they ranged anywhere from home values gaining 3% (<em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Zelman & Associates</em>) to home values depreciating by more than 6% (<em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">CoreLogic</em>).</p><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">However, as the year unfolded, it became clear that there would be little negative impact on the housing market. As Mark Fleming, <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Chief Economist</em> at <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">First American</em>, recently <a href="https://blog.firstam.com/economics/housing-market-potential-reaches-highest-level-since-2007" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;">revealed</a>:</p><blockquote style="border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-family: inherit; font-size: 1.235em; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;"><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“The only major industry to display immunity to the economic impacts of the coronavirus is the housing market.”</em></p></blockquote><h4 style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 18px; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: 1.1em; margin: 0px 0px 4px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Have prices continued to appreciate so far this year?</strong></h4><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">Last week, the <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Federal Housing Finance Agency</em> (FHFA) released its latest <a href="https://www.fhfa.gov/Media/PublicAffairs/Pages/FHFA-House-Price-Index-Up-1pt0-Pct-in-July-Up-6pt5-Pct-from-Last-Year.aspx" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Home Price Index</em></a>. The report showed <strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">home prices actually rose 6.5%</strong> from the same time last year. FHFA also noted that price appreciation accelerated to record levels over the summer months:</p><blockquote style="border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-family: inherit; font-size: 1.235em; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;"><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“Between May & July 2020, national prices increased by over 2%, which represents the <strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">largest two-month price increase</strong> observed since the start of the index in 1991.”</em></p></blockquote><h4 style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 18px; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: 1.1em; margin: 0px 0px 4px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">What are the experts forecasting for home prices going forward?</strong></h4><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">Below is a graph of home price projections for the next year. Since the market has changed dramatically over the last few months, this graph shows forecasts that have been published since September 1<sup style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px;">st</sup>.<a class="lightbox-added aligncenter" href="https://files.keepingcurrentmatters.com/wp-content/uploads/2020/09/28120538/20200929-NM-Eng-1.jpg" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; clear: both; color: #00aeff; display: block; float: none; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; position: relative; text-align: center; vertical-align: baseline;"><img alt="Where Are Home Values Headed Over the Next 12 Months? | Keeping Current Matters" class="aligncenter wp-image-2075151" height="413" loading="lazy" sizes="(max-width: 550px) 100vw, 550px" src="https://files.keepingcurrentmatters.com/wp-content/uploads/2020/09/28120538/20200929-NM-Eng-1.jpg" srcset="https://files.keepingcurrentmatters.com/wp-content/uploads/2020/09/28120538/20200929-NM-Eng-1.jpg 1000w, https://files.keepingcurrentmatters.com/wp-content/uploads/2020/09/28120538/20200929-NM-Eng-1-300x225.jpg 300w, https://files.keepingcurrentmatters.com/wp-content/uploads/2020/09/28120538/20200929-NM-Eng-1-768x576.jpg 768w" style="border: none rgb(224, 224, 224); box-sizing: border-box; clear: both; display: block; font: inherit; height: auto; margin: auto; max-width: 100%; padding: 10px 0px; position: relative; vertical-align: baseline; width: 637.594px;" width="550" /><span class="image-overlay overlay-type-image" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px rgb(224, 224, 224); box-sizing: border-box; display: block; font: inherit; height: 498px; left: 74px; margin: 0px; opacity: 0; overflow: hidden; padding: 0px; position: absolute; top: 0px; transition: opacity 0.4s ease-in-out 0s; vertical-align: baseline; width: 647px; z-index: 300;"><span class="image-overlay-inside" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; height: 498px; left: 0px; margin: 0px; padding: 0px; position: absolute; top: 0px; vertical-align: baseline; width: 647px;"></span></span></a></p><h3 style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 20px; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: 1.1em; margin: 1.5em 0px 8px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Bottom Line</strong></h3><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">The numbers show that home values have weathered the storm of the pandemic. If you want to know what your home is currently worth and how that may enable you to make a move this year, contact your local real estate professional.</p></div>Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com0Nampa, ID 83651, USA43.5896264 -116.613231315.279392563821155 -151.7694813 71.899860236178853 -81.4569813tag:blogger.com,1999:blog-2314867693422543756.post-37935763739673367402020-09-25T15:33:00.001-06:002020-09-25T15:33:35.301-06:00Home Equity Gives Sellers Options in Today's Market<p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">Homeownership is one of the best ways to invest in your financial future, especially as your home equity grows. Home equity is a form of forced savings that can work to your advantage as the value of your home appreciates. Across the country, home equity was increasing before the health crisis swept our nation, and it continues to grow throughout the year, giving sellers powerful options in this market.</p><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">According to the just-released Q2 <a href="https://www.corelogic.com/insights-download/homeowner-equity-report.aspx" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;">Homeowner Equity Insights Report</a> by <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">CoreLogic</em>:</p><blockquote style="background-color: white; border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 1.235em; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;"><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“U.S. homeowners with mortgages (roughly 63% of all properties) have seen their equity increase by a total of nearly $620 billion since the second quarter of 2019, <strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">an increase of 6.6%, year over year</strong>.”</em><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </em></p></blockquote><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">Dr. Frank Nothaft, <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Chief Economist</em> for <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">CoreLogic,</em> attributes much of the equity growth to rising home prices:</p><blockquote style="background-color: white; border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 1.235em; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;"><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“The CoreLogic Home Price Index registered a 4.3% annual rise in prices through June, which <strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">supported an increase in home equity</strong>.”</em></p></blockquote><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">As the map below shows, <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">CoreLogic</em> also indicates that home equity is increasing in every state:</p><blockquote style="background-color: white; border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 1.235em; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;"><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“In the second quarter of 2020, the average homeowner <strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">gained approximately $9,800 in equity</strong> during the past year.”</em></p></blockquote><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;"><a class="lightbox-added aligncenter" href="https://files.keepingcurrentmatters.com/wp-content/uploads/2020/09/23110359/20200924-NM-Eng-1.jpg" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; clear: both; color: #00aeff; display: block; float: none; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; position: relative; text-align: center; vertical-align: baseline;"><img alt="Home Equity Give Sellers Options in Today’s Market | Keeping Current Matters" class="aligncenter wp-image-2075112" height="413" loading="lazy" sizes="(max-width: 550px) 100vw, 550px" src="https://files.keepingcurrentmatters.com/wp-content/uploads/2020/09/23110359/20200924-NM-Eng-1.jpg" srcset="https://files.keepingcurrentmatters.com/wp-content/uploads/2020/09/23110359/20200924-NM-Eng-1.jpg 1000w, https://files.keepingcurrentmatters.com/wp-content/uploads/2020/09/23110359/20200924-NM-Eng-1-300x225.jpg 300w, https://files.keepingcurrentmatters.com/wp-content/uploads/2020/09/23110359/20200924-NM-Eng-1-768x576.jpg 768w" style="border: none rgb(224, 224, 224); box-sizing: border-box; clear: both; display: block; font: inherit; height: auto; margin: auto; max-width: 100%; padding: 10px 0px; position: relative; vertical-align: baseline; width: 637.594px;" width="550" /><span class="image-overlay overlay-type-image" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px rgb(224, 224, 224); box-sizing: border-box; display: block; font: inherit; height: 498px; left: 74px; margin: 0px; opacity: 0; overflow: hidden; padding: 0px; position: absolute; top: 0px; transition: opacity 0.4s ease-in-out 0s; vertical-align: baseline; width: 647px; z-index: 300;"><span class="image-overlay-inside" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; height: 498px; left: 0px; margin: 0px; padding: 0px; position: absolute; top: 0px; vertical-align: baseline; width: 647px;"></span></span></a></p><h4 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 18px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 1.5em 0px 4px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">What Does This Mean for Sellers?</strong><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </strong></h4><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">When equity is rising, as it is today, you may have more invested in your home than you realize. Mark Fleming, <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Chief Economist</em> at <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">First American,</em> <a href="https://blog.firstam.com/economics/housing-market-potential-reaches-highest-level-since-2007" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;">notes</a>:</p><blockquote style="background-color: white; border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 1.235em; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;"><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“As homeowners gain equity in their homes, they are more likely to consider using that <strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">equity to purchase a larger or more attractive home</strong> – the wealth effect of rising equity. In today’s housing market, fast rising demand against the limited supply of homes for sale has resulted in continued house price appreciation.”</em></p></blockquote><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">If you’ve been considering making a move – whether that’s to get into a bigger home or to downsize to a smaller one – it’s a great time to reach out to a real estate professional to learn how to put your equity to work for you. You may be in a position to pay that equity forward toward your next home purchase and afford it sooner rather than later.</p><h3 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 20px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 1.5em 0px 8px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Bottom Line</strong></h3><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">If you’re thinking of selling, reach out to a trusted real estate professional so you can take advantage of what the current market has to offer today.</p>Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com0tag:blogger.com,1999:blog-2314867693422543756.post-73471452030798339492020-09-15T09:56:00.001-06:002020-09-15T09:56:59.175-06:00Is Now a Good Time to Move?<p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCYc-2TP6smTo9Wvn73U-r3wqDKnu7xvB00KU579MGdgDQQLO4z5RLiWFPUXPCf751DBuL3UMPPHyP3PRqWFF9VSkhJrSYM_lo1-a88Cvkamdd3aKgoTnkHDIKU_yKcdUoNLZU7grImLiE/s750/20200915-KCM-Share.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="410" data-original-width="750" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCYc-2TP6smTo9Wvn73U-r3wqDKnu7xvB00KU579MGdgDQQLO4z5RLiWFPUXPCf751DBuL3UMPPHyP3PRqWFF9VSkhJrSYM_lo1-a88Cvkamdd3aKgoTnkHDIKU_yKcdUoNLZU7grImLiE/s320/20200915-KCM-Share.jpg" width="320" /></a></div><br />How long have you lived in your current home? If it’s been a while, you may be thinking about moving. According to the latest <a href="https://www.nar.realtor/research-and-statistics/research-reports/highlights-from-the-profile-of-home-buyers-and-sellers" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;">Profile of Home Buyers and Sellers</a> by the <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">National Association of Realtors </em>(NAR), in 2019, homeowners were living in their homes for an average of 10 years. That’s a long time to time to be in one place, considering the average length of time homeowners used to stay put hovered closer to <a href="https://www.keepingcurrentmatters.com/2020/07/20/thinking-of-selling-your-house-now-may-be-the-right-time/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;">6 years</a>.<p></p><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">With today’s changing <a href="https://www.keepingcurrentmatters.com/2020/09/04/the-2020-homebuyer-wish-list-infographic/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;">homebuyer needs</a>, especially given how the current health crisis has altered our daily lifestyles, many homeowners are reconsidering where they’re at and thinking about moving to a home with more space for their families. Here’s why it might be a great time to make that happen.</p><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">The real estate market has changed in many ways over the past 10 years, and current homeowners are earning much <strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">more equity today</strong> than they used to have. According to <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">CoreLogic</em>, in the first quarter of 2020 alone, the average homeowner gained approximately <a href="https://www.keepingcurrentmatters.com/2020/06/18/want-to-make-a-move-homeowner-equity-is-growing-year-over-year/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">$9,600</strong></a><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> in equity.</strong> If you’re considering selling your house right now, you may have accumulated more equity to put toward a move than you realize.</p><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">Dialing back 10 years, many homeowners also locked in a fairly low mortgage rate. In 2010, the average rate was only 4.09%. This motivated homeowners to stay in their houses longer than usual to keep their rate low, rather than moving. Just last Thursday, however, average mortgage rates hit a <strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">new historic low at 2.86%.</strong> Sam Khater, <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Chief Economist</em> at <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Freddie Mac</em> <a href="https://freddiemac.gcs-web.com/node/20771/pdf" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;">explains</a>:</p><blockquote style="background-color: white; border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 1.235em; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;"><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“<strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Mortgage rates have hit</strong> <strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">another record low</strong> due to a late summer slowdown in the economic recovery…These low rates have ignited robust purchase demand activity, which is up twenty-five percent from a year ago and has been growing at double digit rates for four consecutive months.”</em></p></blockquote><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">Ten years ago, we couldn’t have imagined a mortgage rate under 3%. Looking at the math today, making a move into a new home and locking in a significantly lower rate than you have now could save you greatly on a monthly basis, and over the life of your loan <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">(See chart below):</em><a class="lightbox-added aligncenter" href="https://files.keepingcurrentmatters.com/wp-content/uploads/2020/09/14172856/20200915-NM-Eng-1.jpg" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; clear: both; color: #00aeff; display: block; float: none; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; position: relative; text-align: center; vertical-align: baseline;"><img alt="Is Now a Good Time to Move? | Keeping Current Matters" class="aligncenter wp-image-2075001" height="310" loading="lazy" sizes="(max-width: 550px) 100vw, 550px" src="https://files.keepingcurrentmatters.com/wp-content/uploads/2020/09/14172856/20200915-NM-Eng-1.jpg" srcset="https://files.keepingcurrentmatters.com/wp-content/uploads/2020/09/14172856/20200915-NM-Eng-1.jpg 1000w, https://files.keepingcurrentmatters.com/wp-content/uploads/2020/09/14172856/20200915-NM-Eng-1-300x169.jpg 300w, https://files.keepingcurrentmatters.com/wp-content/uploads/2020/09/14172856/20200915-NM-Eng-1-768x432.jpg 768w" style="border: none rgb(224, 224, 224); box-sizing: border-box; clear: both; display: block; font: inherit; height: auto; margin: auto; max-width: 100%; padding: 10px 0px; position: relative; vertical-align: baseline; width: 637.594px;" width="550" /><span class="image-overlay overlay-type-image" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px rgb(224, 224, 224); box-sizing: border-box; display: block; font: inherit; height: 379px; left: 74px; margin: 0px; opacity: 0; overflow: hidden; padding: 0px; position: absolute; top: 0px; transition: opacity 0.4s ease-in-out 0s; vertical-align: baseline; width: 647px; z-index: 300;"><span class="image-overlay-inside" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; height: 379px; left: 0px; margin: 0px; padding: 0px; position: absolute; top: 0px; vertical-align: baseline; width: 647px;"></span></span></a>As the example shows, you can save a substantial amount every month if you qualify for today’s low mortgage rate, and the savings can really add up over the life of a 30-year fixed-rate loan.</p><h3 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 20px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 1.5em 0px 8px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Bottom Line</strong></h3><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">As a homeowner, you have a huge opportunity to move up right now. Whether you want to save more each month or get more home for your money based on your family’s changing needs, it’s a great time to reach out to a local real estate professional in your area. <a href="https://www.keepingcurrentmatters.com/2020/09/03/homebuyer-demand-is-far-above-last-years-pace/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;">Buyers</a> are actively looking for more homes to buy, and you can win big by making a move if the time is right for you</p>Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com0tag:blogger.com,1999:blog-2314867693422543756.post-62406558658146654732020-08-19T16:02:00.001-06:002020-08-19T16:04:59.518-06:00The Beginning of an Economic Recovery<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia-EyC_yKaDmBCGM994jqZGO100Rb_nK3zZViCGgBsN4fjHa6H74rdnn2mBpjye1Qo664RcYakrjzMzCsI3KGUWqAr3uaG-pTdG9XN04oSCkx3cR-tWjbT66DbRzwrMyoBstBM1r56SGoB/s750/20200817-KCM-Share.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="410" data-original-width="750" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia-EyC_yKaDmBCGM994jqZGO100Rb_nK3zZViCGgBsN4fjHa6H74rdnn2mBpjye1Qo664RcYakrjzMzCsI3KGUWqAr3uaG-pTdG9XN04oSCkx3cR-tWjbT66DbRzwrMyoBstBM1r56SGoB/s640/20200817-KCM-Share.jpg" width="640" /></a></div><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">The news these days seems to have a mix of highs and lows. We may hear that an economic recovery is starting, but we’ve also seen some of the worst economic data in the history of our country. The challenge today is to understand exactly what’s going on and what it means relative to the road ahead. We’ve talked before about what experts expect in the second half of this <a href="https://www.keepingcurrentmatters.com/2020/05/21/experts-predict-economic-recovery-should-begin-in-the-second-half-of-the-year/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;">year</a>, and today that progress largely hinges upon the continued course of the virus.</p><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">A recent <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Wall Street Journal</em> survey of economists <a href="https://www.wsj.com/articles/wsj-survey-strong-u-s-recovery-depends-on-effective-covid-19-response-11594303200" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;">noted</a>, “<em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">A strong economic recovery depends on effective and sustained containment of Covid-19.</em>” Given the uncertainty around the virus, we can also see what economists are forecasting for GDP in the third quarter of this year <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">(see graph below):</em><a class="lightbox-added aligncenter" href="https://files.keepingcurrentmatters.com/wp-content/uploads/2020/08/14100924/20200817-NM-Eng-1.jpg" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; clear: both; color: #00aeff; display: block; float: none; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; position: relative; text-align: center; vertical-align: baseline;"><img alt="The Beginning of an Economic Recovery | Keeping Current Matters" class="aligncenter wp-image-2074628" height="413" sizes="(max-width: 550px) 100vw, 550px" src="https://files.keepingcurrentmatters.com/wp-content/uploads/2020/08/14100924/20200817-NM-Eng-1.jpg" srcset="https://files.keepingcurrentmatters.com/wp-content/uploads/2020/08/14100924/20200817-NM-Eng-1.jpg 1000w, https://files.keepingcurrentmatters.com/wp-content/uploads/2020/08/14100924/20200817-NM-Eng-1-300x225.jpg 300w, https://files.keepingcurrentmatters.com/wp-content/uploads/2020/08/14100924/20200817-NM-Eng-1-768x576.jpg 768w" style="border: none rgb(224, 224, 224); box-sizing: border-box; clear: both; display: block; font: inherit; height: auto; margin: auto; max-width: 100%; padding: 10px 0px; position: relative; vertical-align: baseline; width: 637.594px;" width="550" /><span class="image-overlay overlay-type-image" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px rgb(224, 224, 224); box-sizing: border-box; display: block; font: inherit; height: 498px; left: 74px; margin: 0px; opacity: 0; overflow: hidden; padding: 0px; position: absolute; top: 0px; transition: opacity 0.4s ease-in-out 0s; vertical-align: baseline; width: 647px; z-index: 300;"><span class="image-overlay-inside" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; height: 498px; left: 0px; margin: 0px; padding: 0px; position: absolute; top: 0px; vertical-align: baseline; width: 647px;"></span></span></a>Overwhelmingly, economists are projecting GDP growth in the third quarter of 2020, with 5 of the 9 experts indicating over 20% growth.</p><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">Lisa Shalett, <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Chief Investment Officer</em> for <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Morgan Stanley</em> puts it this <a href="https://www.morganstanley.com/ideas/spike-cases-affects-outlook" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;">way</a>:</p><blockquote style="background-color: white; border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 1.235em; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;"><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“Indeed, the ‘worst ever’ GDP reading could be followed by the ‘best ever’ growth in the third quarter.”</em></p></blockquote><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">As we look forward, we can expect consumer spending to improve as well. According to <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Opportunity Insights</em>, as of August 1, <a href="https://www.tracktherecovery.org/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;">consumer spending</a> was down just 7.8% as compared to January 1 of this year.</p><h3 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 20px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 1.5em 0px 8px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Bottom Line<br style="box-sizing: border-box;" /></strong></h3><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "open sans", HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">An economic recovery is beginning to happen throughout the country. 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cf-text-element" id="element365863-content" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><h2 style="border: none !important; box-sizing: border-box; color: #313940; font-family: lato, HelveticaNeue, "Helvetica Neue", Helvetica-Neue, Helvetica, Arial, sans-serif; font-stretch: inherit; font-variant-east-asian: normal !important; font-variant-numeric: normal !important; font-weight: 400 !important; letter-spacing: initial !important; line-height: 38px; margin: 0px; max-width: 100%; opacity: 1 !important; padding: 0px; text-align: center; text-transform: initial !important; vertical-align: baseline; width: 761px;"><span style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeef; display: initial; font-family: "Open Sans", sans-serif; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; letter-spacing: initial; line-height: inherit; margin: 0px; padding: 0px; text-align: initial; text-transform: initial !important; vertical-align: baseline;">Get the KCM Real Estate Blog</span></h2></div></div></div></div></div></div></div></div></div></div></div></div></div>Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com0tag:blogger.com,1999:blog-2314867693422543756.post-61036864438446211562020-06-29T09:45:00.001-06:002020-06-29T09:48:15.339-06:00The Housing Market Recovery Index<p style="caret-color: rgb(0, 0, 0); font-family: sans-serif; font-size: 16px; margin-bottom: 0px; margin-top: 16px; text-size-adjust: auto;"><img alt="" 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" /></p><p style="caret-color: rgb(0, 0, 0); font-family: sans-serif; font-size: 16px; margin-bottom: 0px; margin-top: 16px; text-size-adjust: auto;">Earlier this month, <em><a href="http://realtor.com/" style="-webkit-hyphens: auto; overflow-wrap: break-word; word-break: break-word; word-wrap: break-word;">realtor.com</a></em> announced the release of their initial <a href="https://click.icptrack.com/icp/relay.php?r=61504290&msgid=1075081&act=ODL1&c=1057054&destination=https%3A%2F%2Fnews.move.com%2F2020-06-11-Realtor-com-R-Launches-Weekly-Housing-Recovery-Index&cf=44528&v=820e4ba262f870549e3a4dabf06d56105e3601d87a07874d13968e37fb6ee5a7" style="color: #00aeff; overflow-wrap: break-word; word-break: break-word;">Housing Recovery Index</a>, a weekly guide showing how the pandemic has impacted the residential real estate market. The index leverages a weighted average of four key components of the housing industry, tracking each of the following:</p><ol style="caret-color: rgb(0, 0, 0); font-family: sans-serif; font-size: 16px; text-size-adjust: auto;"><li><strong style="color: #00aeff; font-family: helvetica;">Housing Demand </strong>– Growth in online search activity</li><li><strong style="color: #00aeff; font-family: helvetica;">Home Price</strong> – Growth in asking prices</li><li><strong style="color: #00aeff; font-family: helvetica;">Housing Supply</strong> – Growth of new listings</li><li><strong style="color: #00aeff; font-family: helvetica;">Pace of Sales</strong> – Difference in time-on-market</li></ol><p style="caret-color: rgb(0, 0, 0); font-family: sans-serif; font-size: 16px; margin-bottom: 0px; margin-top: 16px; text-size-adjust: auto;">The index then compares the current status<em> “to the last week of January 2020 market trend, as a baseline for pre-COVID market growth. The overall index is set to 100 in this baseline period. The higher a market’s index value, the higher its recovery and vice versa.”</em></p><p style="caret-color: rgb(0, 0, 0); font-family: sans-serif; font-size: 16px; margin-bottom: 0px; margin-top: 16px; text-size-adjust: auto;">The graph below charts the index by showing how the real estate market started out strong in early 2020, and then dropped dramatically at the beginning of March when the pandemic paused the economy. It also shows the strength of the recovery since the beginning of May.</p><p style="caret-color: rgb(0, 0, 0); font-family: sans-serif; font-size: 16px; margin-bottom: 0px; margin-top: 16px; text-size-adjust: auto;">It's clear to see that the housing market is showing promising signs of recovery from the deep economic cuts we experienced earlier this spring. As noted by Dean Mon, <em>Chairman</em> of the <em>National Association of Home Builders</em> (<a href="https://click.icptrack.com/icp/relay.php?r=61504290&msgid=1075081&act=ODL1&c=1057054&destination=https%3A%2F%2Fnahbnow.com%2F2020%2F06%2Fbuilder-confidence-surges-in-june-as-housing-rebound-is-underway%2F&cf=44528&v=49011d9e74c2028fc03f3b393d4267121fe8f2965f390589ee9441dbac5b2306" style="color: #00aeff; overflow-wrap: break-word; word-break: break-word;">NAHB</a>):</p><p style="caret-color: rgb(0, 0, 0); font-family: sans-serif; font-size: 16px; margin-bottom: 0px; margin-top: 16px; text-size-adjust: auto;"><em>“As the nation reopens, housing is well-positioned to lead the economy forward.”</em></p><p style="caret-color: rgb(0, 0, 0); font-family: sans-serif; font-size: 16px; margin-bottom: 0px; margin-top: 16px; text-size-adjust: auto;">The data<span class="Apple-converted-space"> </span><a href="http://airmail.calendar/2020-06-29%2012:00:00%20MDT" style="-webkit-hyphens: auto; overflow-wrap: break-word; word-break: break-word; word-wrap: break-word;">today</a><span class="Apple-converted-space"> </span>indicates the housing market is already on the way up.</p><h3 style="color: #333333; font-family: sans-serif; font-size: 12px; margin-bottom: 0px; margin-top: 10px; text-size-adjust: auto;"><strong style="color: inherit; font-family: helvetica;">Bottom Line</strong></h3><p style="caret-color: rgb(0, 0, 0); font-family: sans-serif; font-size: 16px; margin-bottom: 0px; margin-top: 16px; text-size-adjust: auto;">Staying connected to the housing market’s performance over the coming months will be essential, as we continue to evaluate exactly how the housing market is doing in this uncharted time ahead.</p><p style="caret-color: rgb(0, 0, 0); font-family: sans-serif; font-size: 16px; margin-bottom: 0px; margin-top: 16px; text-size-adjust: auto;"><img alt="" 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" /></p>Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com2tag:blogger.com,1999:blog-2314867693422543756.post-12098503503927345962020-06-18T09:21:00.002-06:002020-06-29T09:50:22.534-06:00Home Equity<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkTovN1zuJ9mMTfh2BXbdcUwWI4g7prYy5xe-OtekDwRgDDbmqI6xdZOiJsvl49CDBFReC2gVQoiYD_MhoQskGPD0cIYgS7zy9WihdrMcj_cdhAMVVHtYnN2bZDZSweot2cvnaVsGTC_19/s750/20200618-KCM-Share.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="410" data-original-width="750" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkTovN1zuJ9mMTfh2BXbdcUwWI4g7prYy5xe-OtekDwRgDDbmqI6xdZOiJsvl49CDBFReC2gVQoiYD_MhoQskGPD0cIYgS7zy9WihdrMcj_cdhAMVVHtYnN2bZDZSweot2cvnaVsGTC_19/s320/20200618-KCM-Share.jpg" width="320" /></a></div><div class="essb_links essb_counters essb_displayed_float essb_share essb_template_flat-retina essb_1598832469 essb_fixedwidth__ print-no" data-essb-button-style="button" data-essb-counter-pos="inside" data-essb-instance="1598832469" data-essb-position="float" data-essb-postid="2073792" data-essb-template="flat-retina" data-essb-twitter-url="https://www.keepingcurrentmatters.com/2020/06/18/want-to-make-a-move-homeowner-equity-is-growing-year-over-year/" data-essb-url="https://www.keepingcurrentmatters.com/2020/06/18/want-to-make-a-move-homeowner-equity-is-growing-year-over-year/" id="essb_displayed_float_1598832469" style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; clear: both; color: #313940; font-family: "Open Sans", HelveticaNeue, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 1em 0px; overflow-wrap: normal !important; padding: 0px; text-align: center; vertical-align: baseline; width: 797px;"><br /></div><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "Open Sans", HelveticaNeue, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">One of the bright spots of the 2020 real estate market is the growth in equity homeowners are experiencing across the country. According to the recently released <a href="https://www.corelogic.com/insights-download/homeowner-equity-report.aspx" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Homeowner Equity Insights Report</em></a> from <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">CoreLogic</em>, in nearly every state there was a year-over-year first-quarter equity increase, averaging out to a 6.5% overall gain.</p><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "Open Sans", HelveticaNeue, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">The report notes:</p><blockquote style="background-color: white; border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-family: "Open Sans", HelveticaNeue, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 1.235em; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;"><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“CoreLogic analysis shows U.S. homeowners with mortgages (roughly 63% of all properties) have seen their equity increase by a total of nearly $590 billion since the first quarter of 2019, an increase of 6.5%, year over year.” (See map below):</em></p></blockquote><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "Open Sans", HelveticaNeue, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;"><a class="lightbox-added aligncenter" href="https://files.keepingcurrentmatters.com/wp-content/uploads/2020/06/17145325/20200618-NM-ENG.jpg" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; clear: both; color: #00aeff; display: block; float: none; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; position: relative; text-align: center; vertical-align: baseline;"><img alt="Want to Make a Move? Homeowner Equity is Growing Year-Over-Year | Keeping Current Matters" class="aligncenter wp-image-2073793" height="413" sizes="(max-width: 550px) 100vw, 550px" src="https://files.keepingcurrentmatters.com/wp-content/uploads/2020/06/17145325/20200618-NM-ENG.jpg" srcset="https://files.keepingcurrentmatters.com/wp-content/uploads/2020/06/17145325/20200618-NM-ENG.jpg 1000w, https://files.keepingcurrentmatters.com/wp-content/uploads/2020/06/17145325/20200618-NM-ENG-300x225.jpg 300w, https://files.keepingcurrentmatters.com/wp-content/uploads/2020/06/17145325/20200618-NM-ENG-768x576.jpg 768w" style="border: none rgb(224, 224, 224); box-sizing: border-box; clear: both; display: block; font: inherit; height: auto; margin: auto; max-width: 100%; padding: 10px 0px; position: relative; vertical-align: baseline; width: 637.594px;" width="550" /><span class="image-overlay overlay-type-image" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 0px rgb(224, 224, 224); box-sizing: border-box; display: block; font: inherit; height: 498px; left: 74px; margin: 0px; opacity: 0; overflow: hidden; padding: 0px; position: absolute; top: 0px; transition: opacity 0.4s ease-in-out 0s; vertical-align: baseline; width: 647px; z-index: 300;"><span class="image-overlay-inside" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; height: 498px; left: 0px; margin: 0px; padding: 0px; position: absolute; top: 0px; vertical-align: baseline; width: 647px;"></span></span></a>This means that <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“<strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">In the first quarter of 2020, the average homeowner gained approximately $9,600 in equity during the past year.”</strong></em></p><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "Open Sans", HelveticaNeue, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">That’s a huge win for homeowners, especially for those looking to sell their houses and make a move this <a href="https://www.keepingcurrentmatters.com/2020/05/27/why-this-summer-is-the-2020-real-estate-season/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;">summer</a>. Having equity to re-invest in your next home is a major force that can make moving a reality, especially while buyers are expressing such a <a href="https://www.keepingcurrentmatters.com/2020/06/16/three-reasons-homebuyers-are-ready-to-purchase-this-year/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;">high demand</a> for homes to purchase.</p><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "Open Sans", HelveticaNeue, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">Frank Martell, <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">President and CEO</em> of <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">CoreLogic</em> addresses the potential long-term outlook and how homeowners will likely fare much more positively through the current <a href="https://www.keepingcurrentmatters.com/2020/06/10/is-a-recession-here-yes-does-that-mean-a-housing-crash-no/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;">recession</a> than many did during the last one:</p><blockquote style="background-color: white; border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-family: "Open Sans", HelveticaNeue, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 1.235em; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;"><p style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“Many homeowners will experience a recession during their lifetime, and it is reasonable to compare the current recession to those in the past. But the comparison is not apples to apples — every recession is different. Primary drivers of the Great Recession were an overbuilt housing stock, risky mortgages and the collapse of home prices, creating a massive increase in negative equity that proved difficult to recover from. Today’s housing environment has low vacancy and delinquency rates and a <strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">large home equity cushion</strong>.”</em></p></blockquote><h3 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: Lato, HelveticaNeue, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 20px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 0px 0px 8px; padding: 0px; vertical-align: baseline;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Bottom Line</strong></h3><p style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "Open Sans", HelveticaNeue, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0.85em 0px; padding: 0px; vertical-align: baseline;">Now is a great time to consider leveraging your equity and making a move, especially while buyer interest is high. Contact me to explore your equity position and make your next move a reality.</p>Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com0tag:blogger.com,1999:blog-2314867693422543756.post-70838551300074320562020-06-17T13:24:00.002-06:002020-06-17T13:30:14.803-06:00Recession? Yes. Real Estate Market Crash? No<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj05P_qvxV2Ed5EMRfcHTHGu4RrXnRFYHYdO9nhcBTCeD87pCImYrEXiKSRwEFAcnNslE9UqbCMtoooNFlF5mTHukk2OqC6UNGrcvy2uXJpq0ceH4D7-Mv6W_beUtZXs0BlxXbp18-JN346/s1600/66e36d92619c6a33d6ef23b1abd5af0a.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="410" data-original-width="750" height="174" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj05P_qvxV2Ed5EMRfcHTHGu4RrXnRFYHYdO9nhcBTCeD87pCImYrEXiKSRwEFAcnNslE9UqbCMtoooNFlF5mTHukk2OqC6UNGrcvy2uXJpq0ceH4D7-Mv6W_beUtZXs0BlxXbp18-JN346/s320/66e36d92619c6a33d6ef23b1abd5af0a.jpeg" width="320" /></a></div>
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On Monday, the <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">National Bureau of Economic Research</em> (NBER) <a href="https://www.nber.org/cycles/june2020.html" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;">announced</a> that the U.S. economy is officially in a recession. This did not come as a surprise to many, as the <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Bureau</em> defines a recession this way:</div>
<blockquote style="background-color: white; border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-family: "Open Sans", HelveticaNeue, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 1.235em; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;">
<div style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin-bottom: 0.85em; margin-top: 0.85em; padding: 0px; vertical-align: baseline;">
<em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“A recession is a significant decline in economic activity spread across the economy, normally visible in production, employment, and other indicators. A recession begins when the economy reaches a peak of economic activity and ends when the economy reaches its trough. Between trough and peak, the economy is in an expansion.”</em></div>
</blockquote>
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Everyone realizes that the pandemic shut down the country earlier this year, causing a “significant decline in economic activity.”</div>
<div style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "Open Sans", HelveticaNeue, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin-bottom: 0.85em; margin-top: 0.85em; padding: 0px; vertical-align: baseline;">
Though not surprising, headlines announcing the country is in a recession will cause consumers to remember the devastating impact the last recession had on the housing market just over a decade ago.</div>
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The real estate market, however, is in a totally different position than it was then. As Mark Fleming, <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Chief Economist</em> at <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">First American</em>, <a href="https://blog.firstam.com/economics/why-the-housing-market-may-weather-coronavirus-impact-better-than-the-great-recession" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;">explained</a>:</div>
<blockquote style="background-color: white; border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-family: "Open Sans", HelveticaNeue, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 1.235em; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;">
<div style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font: inherit; margin-bottom: 0.85em; margin-top: 0.85em; padding: 0px; vertical-align: baseline;">
<em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“Many still bear scars from the Great Recession and may expect the housing market to follow a similar trajectory in response to the coronavirus outbreak. But, there are distinct differences that indicate the housing market may follow a much different path. While housing led the recession in 2008-2009, this time it may be poised to bring us out of it.”</em></div>
</blockquote>
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Four major differences in today’s real estate market are:</div>
<ol style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: "Open Sans", HelveticaNeue, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 16px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; list-style-image: initial; list-style-position: initial; margin: 0px 0px 20px 15px; padding: 0px; vertical-align: baseline;">
<li style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: 18px !important; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px 0px 0px 1em; padding: 3px 0px; vertical-align: baseline;">Families have <a href="https://www.keepingcurrentmatters.com/2020/05/06/why-home-equity-is-a-bright-spark-in-the-housing-market/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;">large sums of equity in their homes</a></li>
<li style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: 18px !important; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px 0px 0px 1em; padding: 3px 0px; vertical-align: baseline;">We have <a href="https://www.keepingcurrentmatters.com/2020/06/02/home-prices-its-all-about-supply-and-demand/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;">a shortage of housing inventory</a>, not an overabundance</li>
<li style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: 18px !important; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px 0px 0px 1em; padding: 3px 0px; vertical-align: baseline;">Irresponsible lending <a href="https://www.keepingcurrentmatters.com/2019/11/14/this-is-not-2008-all-over-again-the-mortgage-lending-factor/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;">no longer exists</a></li>
<li style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-family: inherit; font-size: 18px !important; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px 0px 0px 1em; padding: 3px 0px; vertical-align: baseline;">Home price appreciation is <a href="https://www.keepingcurrentmatters.com/2020/03/04/real-estate-is-soaring-but-not-like-2008/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;">not out of control</a></li>
</ol>
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We must also realize that a recession does not mean a housing crash will follow. In three of the four previous recessions prior to 2008, <a href="https://www.keepingcurrentmatters.com/2020/03/20/a-recession-does-not-equal-a-housing-crisis/" style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #00aeff; font: inherit; margin: 0px; max-width: 100%; outline: 0px; padding: 0px; vertical-align: baseline;">home values increased</a>. In the other one, home prices depreciated by only 1.9%.</div>
<h3 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-family: Lato, HelveticaNeue, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 20px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 1.5em 0px 8px; padding: 0px; vertical-align: baseline;">
<strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Bottom Line</strong></h3>
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Yes, we are now officially in a recession. However, unlike 2008, this time the housing industry is in much better shape to weather the storm.</div>
Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com0tag:blogger.com,1999:blog-2314867693422543756.post-33786967656153830622019-06-03T06:00:00.000-06:002019-06-03T06:00:07.452-06:00Starting The Search For Your Dream Home? Here Are 5 Tips! <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmSsrewmmys4bt1kVv0giKJVqzGRT39kaDCSRNsOX1sU_zmd2081Ocm9IexVQi2I4Togml5Xq9Rm8IRdLbDMZfqJcTCJY2TnKG_-IEWjcAH4b-KPvU7T0JlxyjZYoIl2RJ0g2PgpBLHufv/s1600/20190520-Share-KCM.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="410" data-original-width="750" height="348" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmSsrewmmys4bt1kVv0giKJVqzGRT39kaDCSRNsOX1sU_zmd2081Ocm9IexVQi2I4Togml5Xq9Rm8IRdLbDMZfqJcTCJY2TnKG_-IEWjcAH4b-KPvU7T0JlxyjZYoIl2RJ0g2PgpBLHufv/s640/20190520-Share-KCM.jpg" width="640" /></a></div>
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<span style="font-family: Georgia, Times New Roman, serif;">In today’s real estate market, low inventory dominates the conversation in many areas of the country. It can often be frustrating to be a first-time homebuyer if you aren’t prepared.</span></div>
<div style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin-bottom: 0.85em; margin-top: 0.85em; padding: 0px; vertical-align: baseline;">
<span style="font-family: Georgia, Times New Roman, serif;">In a <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">realtor.com</em> article entitled, <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“How to Find Your Dream Home—Without Losing Your Mind,”</em> the author highlights some steps that first-time homebuyers can take to help carry their excitement of buying a home throughout the whole process.</span></div>
<h4 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 1.5em 0px 4px; padding: 0px; vertical-align: baseline;">
<strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">1. Get Pre-Approved for a Mortgage Before You Start Your Search</span></strong></h4>
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<span style="font-family: Georgia, Times New Roman, serif;">One way to show you are serious about buying your dream home is to get pre-qualified or pre-approved for a mortgage before starting your search. Even if you are in a market that is not as competitive, understanding your budget will give you the confidence of knowing whether or not your dream home is within your reach.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">This step will also help you narrow your search based on your budget and won’t leave you disappointed if the home you tour, and love, ends up being outside your budget!</span></div>
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<strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">2. Know the Difference Between Your ‘Must-Haves’ and ‘Would-Like-To-Haves’</span></strong></h4>
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<span style="font-family: Georgia, Times New Roman, serif;">Do you really need that farmhouse sink in the kitchen to be happy with your home choice? Would a two-car garage be a convenience or a necessity? Could the ‘man cave’ of your dreams be a future renovation project instead of a make-or-break right now?</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Before you start your search, list all the features of a home you would like and then qualify them as <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">‘must-haves’</em>, <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">‘should-haves’</em>, or <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">‘absolute-wish list’</em> items. This will help keep you focused on what’s most important.</span></div>
<h4 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 1.5em 0px 4px; padding: 0px; vertical-align: baseline;">
<strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">3. Research and Choose a Neighborhood You Want to Live In</span></strong></h4>
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<span style="font-family: Georgia, Times New Roman, serif;">Every neighborhood has its own charm. Before you commit to a home based solely on the house itself, the article suggests test-driving the area. Make sure that the area meets your needs for <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“amenities, commute, </em><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">school district</em><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">, etc. and then spend a weekend exploring before you commit.”</em></span></div>
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<strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">4. Pick a House Style You Love and Stick to It</span></strong></h4>
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<span style="font-family: Georgia, Times New Roman, serif;">Evaluate your family’s needs and settle on a style of home that would best serve those needs. Just because you’ve narrowed your search to a zip code, doesn’t mean that you need to tour every listing in that zip code.</span></div>
<div style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin-bottom: 0.85em; margin-top: 0.85em; padding: 0px; vertical-align: baseline;">
<span style="font-family: Georgia, Times New Roman, serif;">An example from the article says,<em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> “if you have several younger kids and don’t want your bedroom on a different level, steer clear of Cape Cod–style homes, which typically feature two or more bedrooms on the upper level and the master on the main.”</em></span></div>
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<strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">5. Document Your Home Visits</span></strong></h4>
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<span style="font-family: Georgia, Times New Roman, serif;">Once you start touring homes, the features of each individual home will start to blur together. The article suggests keeping your camera handy to document what you love and don’t love about each property you visit.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Making notes on the listing sheet as you tour the property will also help you remember what the photos mean, or what you were feeling while touring the home.</span></div>
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<strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif; font-size: small;">Bottom Line</span></strong></h3>
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<span style="font-family: Georgia, Times New Roman, serif;">In a high-paced, competitive environment, any advantage you can give yourself will help you on your path to buying your dream home.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><i>Story taken from "Keeping Current Matters".</i></span></div>
Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com0tag:blogger.com,1999:blog-2314867693422543756.post-91206625107938883392019-06-01T07:00:00.000-06:002019-06-01T07:00:05.221-06:00What Is Really Happening With Home Prices? <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-ghMwoP7-QbL9uKxUCPTAwVd8tY9UG8xIHnUhjHeEWr9X6oxynLSxhhUPyKHeHEo7Jp7xZbvun0RoSbVHJka7VHSi_UbEgxygfjaCDnT4wmqsOWcO5p5HrJFKhXYdtO0qeUh5oNTTJAl7/s1600/20190516-STM-share.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="410" data-original-width="750" height="348" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-ghMwoP7-QbL9uKxUCPTAwVd8tY9UG8xIHnUhjHeEWr9X6oxynLSxhhUPyKHeHEo7Jp7xZbvun0RoSbVHJka7VHSi_UbEgxygfjaCDnT4wmqsOWcO5p5HrJFKhXYdtO0qeUh5oNTTJAl7/s640/20190516-STM-share.jpg" width="640" /></a></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Home values have softened over the last twelve months. We are no longer seeing 6-7% annual appreciation levels for the national housing market. The current numbers are closer to 4%. Some have suggested that year-over-year appreciation levels could fall to 3% or less this year.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">However, a stronger-than-expected economy and a good spring housing market have changed some opinions. Some analysts are now predicting that home value appreciation may begin to increase as we move forward.</span></div>
<h4 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 1.5em 0px 4px; padding: 0px; vertical-align: baseline;">
<strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">Here are three examples:</span></strong></h4>
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<strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">Mark Fleming, Chief Economist of First American</span></strong></h4>
<blockquote style="background-color: white; border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;">
<div style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin-bottom: 0.85em; margin-top: 0.85em; padding: 0px; vertical-align: baseline;">
<em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">“Data on the movement of unadjusted house prices during the early spring home-buying season won’t be available for a few more months, but it’s quite likely that price appreciation will accelerate again.”</span></em></div>
</blockquote>
<h4 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 0px 0px 4px; padding: 0px; vertical-align: baseline;">
<span style="font-family: Georgia, Times New Roman, serif;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">CoreLogic</em></strong><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">’s April “Home Price Insights</strong><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">”</strong></span></h4>
<blockquote style="background-color: white; border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;">
<div style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin-bottom: 0.85em; margin-top: 0.85em; padding: 0px; vertical-align: baseline;">
<em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">“Home prices nationwide, including distressed sales, increased year over year by 3.7% in March 2019 compared with March 2018…The CoreLogic HPI Forecast indicates that home prices will increase by 4.8% on a year-over-year basis from March 2019 to March 2020.”</span></em></div>
</blockquote>
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<span style="font-family: Georgia, Times New Roman, serif;"><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Pulsenomics</em></strong><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">’ Quarterly “Home Price Expectation Survey”</strong></span></h4>
<ul style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; list-style-image: initial; list-style-position: outside; margin: 0px 0px 20px 7px; padding: 0px; vertical-align: baseline;">
<li style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px 0px 0px 1em; padding: 3px 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">The 2018 4<sup style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px;">th</sup> Quarter survey called for 3.8% appreciation for 2019.</span></li>
<li style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px 0px 0px 1em; padding: 3px 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">The 2019 1<sup style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px;">st</sup> Quarter survey raised the appreciation projection for this year to 4.3%.</span></li>
</ul>
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<strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif; font-size: small;">Bottom Line</span></strong></h3>
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<span style="font-family: Georgia, Times New Roman, serif;">Price appreciation has slowed over the past year. However, a strong economy and a good housing market have many experts thinking that home values might re-accelerate moderately throughout the rest of this year.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><i>Story taken from "Keeping Current Matters".</i></span></div>
Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com0tag:blogger.com,1999:blog-2314867693422543756.post-15128809275044617322019-05-30T06:00:00.000-06:002019-05-30T06:00:00.838-06:00New Research Shows Housing Is Affordable For First-Time Buyers <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqTvRPrQvixYzVjmjMoSTFeA1mJ2AMPrCdoaNpPs30yPA59tL50UNzcIpMEJHK9LHO_Zrndio4xmR5E1-ymT4dYCznKX6-VOs7pFKD8TflYLWop9WcaTrYcEBwnGupCy3wpo84qs6W5HEa/s1600/20190514-Share-KCM.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="410" data-original-width="750" height="348" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqTvRPrQvixYzVjmjMoSTFeA1mJ2AMPrCdoaNpPs30yPA59tL50UNzcIpMEJHK9LHO_Zrndio4xmR5E1-ymT4dYCznKX6-VOs7pFKD8TflYLWop9WcaTrYcEBwnGupCy3wpo84qs6W5HEa/s640/20190514-Share-KCM.jpg" width="640" /></a></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Home prices have been on the rise for the last seven years, leading many housing market analysts to conclude that first-time homebuyers are being shut out of the market due to affordability concerns.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">The <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">National Association of Realtors</em> (NAR) reports on the percentage of First-Time Home Buyers (FTHB) on a monthly and yearly basis. Their latest report shows that FTHB’s made up 33% of buyers in March, which matches their reported share in 2018.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">NAR uses survey data from their members to come up with this statistic, so their results do not include every transaction completed. Rather, they only show the transactions reported by members who complete the survey.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">The other entity that reports on FTHB share is the <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">American Enterprise Institute</em> (AEI). The AEI uses data from mortgage applications that define an FTHB as <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“any borrower who did not have a mortgage for the preceding three years.”</em></span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">This means the AEI measurement also includes former homeowners who transitioned out of a home they previously owned and re-entered the market after at least 3 years. The latest FTHB share data from AEI shows that first-time buyers made up 57.5% of all mortgages in August 2018. NAR’s data shows a 31% share for the same time period.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">New research from the <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">New York Federal Reserve</em> shows that these traditional reports on FTHB share have been unable to give an accurate depiction of this group’s involvement in the market.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">The <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">NY Fed</em> was able to take consumer credit data and identify when a mortgage payment entered a consumer’s credit report to determine when a first-time home purchase was made. Using this data, they were able to show that AEI’s reported FTHB share was consistently 10% higher. The NAR reports were right on par with their findings until 2010, when NAR’s share dropped to the 11% gap seen today.</span></div>
<h4 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 1.5em 0px 4px; padding: 0px; vertical-align: baseline;">
<strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">So, what does this all mean?</span></strong></h4>
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<span style="font-family: Georgia, Times New Roman, serif;">First-time home buyers have not disappeared from the market as many analysts had believed. Buying a home is very much a part of the American Dream for younger generations, just like it had been for their parents and grandparents.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">This also means that rising prices have not scared buyers away from the market. Many first-time buyers are making sacrifices to save their down payment and make their dream a reality.</span></div>
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<strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif; font-size: small;">Bottom Line</span></strong></h3>
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<span style="font-family: Georgia, Times New Roman, serif;">If you are one of the many renters who is scrolling through listings on your phone every night dreaming of buying your own home, there are opportunities in every market to make that dream a reality!</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><i>Story taken from "Keeping Current Matters".</i></span></div>
Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com0tag:blogger.com,1999:blog-2314867693422543756.post-77760061672754679892019-05-28T06:00:00.000-06:002019-05-28T06:00:02.211-06:00The Cost Of Renting Vs. Buying This Spring [INFOGRAPHIC] <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggs1GEWdEN5UGso-GcBmY0Vc_ISm2C0ymKmJ0XUSih7puimeX1NCtQpbeST314HaNJEBhrN_nRvJ4aF-ByMkvN1wScjI-AADYAWRBU6YmQGTxogLJNq8NO8RZuQLVuQQWbHPZmy9psW5WH/s1600/20190503-ENG-KCM.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1237" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggs1GEWdEN5UGso-GcBmY0Vc_ISm2C0ymKmJ0XUSih7puimeX1NCtQpbeST314HaNJEBhrN_nRvJ4aF-ByMkvN1wScjI-AADYAWRBU6YmQGTxogLJNq8NO8RZuQLVuQQWbHPZmy9psW5WH/s640/20190503-ENG-KCM.jpg" width="494" /></a></div>
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<strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif; font-size: small;">Some Highlights:</span></strong></h3>
<ul style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; list-style-image: initial; list-style-position: outside; margin: 0px 0px 20px 7px; padding: 0px; vertical-align: baseline;">
<li style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px 0px 0px 1em; padding: 3px 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">Historically, the choice between renting or buying a home has been a tough decision.</span></li>
<li style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px 0px 0px 1em; padding: 3px 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">Looking at the percentage of income needed to rent a median-priced home today (27.7%) vs. the percentage needed to buy a median-priced home (17.5%), the choice becomes obvious.</span></li>
<li style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px 0px 0px 1em; padding: 3px 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">Every market is different. Before you renew your lease again, find out if you can put your housing costs to work by buying this year!</span></li>
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<span style="color: #313940; font-family: Georgia, Times New Roman, serif;"><i>Story taken from "Keeping Current Matters".</i></span></div>
Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com0tag:blogger.com,1999:blog-2314867693422543756.post-70491865839193918902019-05-25T07:00:00.000-06:002019-05-25T07:00:02.697-06:00NEW CONSTRUCTION HOME SALES AND MEDIAN HOME PRICES CONTINUE TO CLIMB IN ADA COUNTY<div style="background-color: white; color: #58585a; line-height: 1.5625; margin-bottom: 25px; padding: 0px;">
<em><span style="font-family: Georgia, Times New Roman, serif;">Key Takeaways:</span></em></div>
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<li style="list-style-type: square; margin: 0px 0px 0px 30px; padding: 0px;"><span style="font-family: Georgia, Times New Roman, serif;"><em> </em>New construction sales are gaining more and more of the market share and continuing to influence the overall median sales price.</span></li>
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<ul style="background-color: white; color: #58585a; margin: 0px; padding: 0px 0px 25px;">
<li style="list-style-type: square; margin: 0px 0px 0px 30px; padding: 0px;"><span style="font-family: Georgia, Times New Roman, serif;">In the existing home segment, the median sales price has been rising due to a persistent lack of supply, especially in the lower price points.</span></li>
</ul>
<ul style="background-color: white; color: #58585a; margin: 0px; padding: 0px 0px 25px;">
<li style="list-style-type: square; margin: 0px 0px 0px 30px; padding: 0px;"><span style="font-family: Georgia, Times New Roman, serif;">An increased share of higher-priced existing homes has contributed to the higher median sales price reported for the existing home segment.</span></li>
</ul>
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<span style="font-family: Georgia, Times New Roman, serif;"><strong><em>New Construction’s Impact on the Overall Market</em></strong>As reported last month, new construction sales are gaining more and more of the total market share in Ada County. Since new homes generally sell for more than existing homes, new home sales continue to have a greater impact on the <em>overall</em> median sales price. In February 2019, new construction sales made up 38.7% of all home sales in Ada County. In March 2019, that share increased to 39.8% resulting in an overall median sales price of $335,000, an increase of 8.4% year-over-year and a record high for Ada County.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><strong><em>Existing Home Prices Up Due to Lack of Lower-Priced Inventory</em></strong>In the existing home segment, the median sales price has been rising due to a persistent lack of supply, especially in the lower price points. This pushed the median sales price for <em>existing</em> homes in Ada County to $309,900 in March 2019, an increase of 6.9% year-over-year and a record high for the county.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">While we have seen gains in the number of existing homes for sale over the past few months, the additional inventory and resulting sales have primarily been in the upper-end of the market:</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOwMOaHxUoKaFS2qifETSnNxxL0GAzSnn9X79xNP-H0oT9dHAqAKuBFodrOGvE5P1daBgqnKHkWNN6q165wNDH9BFiHBGskHjfAmio63fDaX2ShBnWh7tqpJ_lVsQCx2ssaaaz0EAR31QE/s1600/Change-in-Sales-Price-vs-Number-of-Closed-Sales.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOwMOaHxUoKaFS2qifETSnNxxL0GAzSnn9X79xNP-H0oT9dHAqAKuBFodrOGvE5P1daBgqnKHkWNN6q165wNDH9BFiHBGskHjfAmio63fDaX2ShBnWh7tqpJ_lVsQCx2ssaaaz0EAR31QE/s640/Change-in-Sales-Price-vs-Number-of-Closed-Sales.png" width="640" /></a></div>
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<span style="font-family: Georgia, Times New Roman, serif;">As with new construction’s impact on the overall market, the increased share of higher-priced existing homes has contributed to the higher median sales price reported for the existing home segment.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><strong><em>Where do Condo and Townhomes Fit In?</em></strong>Traditionally BRR has not reported on the condo/townhome segment, due to the very small market share it represents (less than 10% of the sales and inventory). However, the smaller footprint and shared land costs provide an average list price that’s about 8-9% less than that of single-family homes. While there are not as many condos or townhomes to look at, and there may be costs beyond the purchase price, such as homeowners’ association fees, these could be an option for some buyers.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">We’re seeing some shifting dynamics in our local market with the increase in new construction sales and higher-priced existing home sales. However, this doesn’t mean that there still are not affordable options for those who are looking. Now is the time to talk to your REALTOR® about your options.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><strong>HOME SALES AND PRICES </strong><strong>CONTINUE TO RISE IN ELMORE COUNTY</strong></span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">The median sales price for homes in Elmore County reached $167,500 in March 2019, an increase of 13.9% compared to the same time last year. Due to the smaller number of transactions that occur in the area, we use a rolling 12-month median sales price, to get a better idea of the overall trends.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">This price increase was due in part to more homes being sold at overall higher price points. In March, there were 45 closed sales in Elmore County, up 15.4% from March 2018.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Additionally, buyer demand has continued to outpace supply, putting even more pressure on home prices. In March 2019, the Months Supply of Inventory in Elmore County was at just 0.8 months — down 60.0% from the same month last year.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">The Months Supply of Inventory metric (or MSI) measures the relationship between pending sales (which measures buyer demand) and inventory (which measures supply). A balanced market—not favoring buyers or sellers—is typically when MSI is between 4-6 months of supply. MSI below four months is usually more favorable to sellers, while MSI above six months is usually more favorable to buyers.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">We will continue to monitor how the new construction segment impacts the median sales price, but for those looking to buy or sell, talking to a REALTOR® is the best way to get information about market trends specific to your situation.</span></div>
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<strong><span style="font-family: Georgia, Times New Roman, serif;">HOME SALES AND PRICES UP IN GEM COUNTY</span></strong></div>
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<span style="font-family: Georgia, Times New Roman, serif;">In March 2019, 24 homes sold in Gem County, up 33.0% from March 2018. This left 39 new and existing/resale homes available for sale at the end of the month, down 4.9% from a year ago.</span></div>
<div style="background-color: white; color: #58585a; line-height: 1.5625; margin-bottom: 25px; padding: 0px;">
<span style="font-family: Georgia, Times New Roman, serif;">Pending sales (or homes under contract) measures buyer demand, while inventory (or homes for sale) measures supply. The relationship between these two metrics is reported as Months Supply of Inventory (or MSI), which was at 1.9 months in March 2019.</span></div>
<div style="background-color: white; color: #58585a; line-height: 1.5625; margin-bottom: 25px; padding: 0px;">
<span style="font-family: Georgia, Times New Roman, serif;">A balanced market—not favoring buyers or sellers—is typically when MSI is between 4-6 months of supply. MSI below four months is usually more favorable to sellers, while MSI above six months is usually more favorable to buyers.</span></div>
<div style="background-color: white; color: #58585a; line-height: 1.5625; margin-bottom: 25px; padding: 0px;">
<span style="font-family: Georgia, Times New Roman, serif;">Gem County has had persistently low existing/resale inventory for the last several years, resulting in buyer demand outpacing supply, as shown through the low MSI calculation. This, in turn, has caused home prices to rise in Gem County.</span></div>
<div style="background-color: white; color: #58585a; line-height: 1.5625; margin-bottom: 25px; padding: 0px;">
<span style="font-family: Georgia, Times New Roman, serif;">Based on the rolling median data between March 2018 and March 2019, the median sales price for Gem County was $204,250, an increase of 6.2% over the same period last year. We use a rolling 12-month median sales price, to get a better idea of the overall trends due to the smaller number of transactions that occur in the area.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">As buyer demand continues to grow, so too will the price of homes in Gem County. If you are considering a move—whether buying or selling— <a href="https://www.lowesflatfee.com/" target="_blank">contact us</a> and we can help you determine what’s right for you</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><i>Story taken from "Boise Regional Realtors".</i></span></div>
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Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com0tag:blogger.com,1999:blog-2314867693422543756.post-58568440091116250252019-05-23T05:48:00.001-06:002019-05-23T05:48:28.942-06:00Renters Paying Substantially More While Owning Costs Less <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib2cr_JL8lbr2htg0NjlVcjbyS35oIr8JMwzcNyfpsQ4RfhpQwdAwnq-eOfFhIvHS13TWo5PEm7ek-jdYCjdPNZondEhfMkwRY6jpeXwjW94JtCmx6hJkyckVROTTneVY4KKeIPbJaxROV/s1600/20190425-Share-KCM.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="410" data-original-width="750" height="348" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib2cr_JL8lbr2htg0NjlVcjbyS35oIr8JMwzcNyfpsQ4RfhpQwdAwnq-eOfFhIvHS13TWo5PEm7ek-jdYCjdPNZondEhfMkwRY6jpeXwjW94JtCmx6hJkyckVROTTneVY4KKeIPbJaxROV/s640/20190425-Share-KCM.jpg" width="640" /></a></div>
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<div style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin-bottom: 0.85em; margin-top: 0.85em; padding: 0px; vertical-align: baseline;">
<span style="font-family: Georgia, Times New Roman, serif;">In a recent <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Insights Blog</em>, <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">CoreLogic </em>reported that rent prices have skyrocketed since 2005. Meanwhile, the typical mortgage payment has actually decreased.</span></div>
<blockquote style="background-color: white; border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;">
<div style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin-bottom: 0.85em; margin-top: 0.85em; padding: 0px; vertical-align: baseline;">
<em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">“CoreLogic’s national rent index was up 36% in December 2018 compared with December 2005, while the typical mortgage payment was down 4% over that period.”</span></em></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9CljiNc1JtyaDgJ20eUqw4aM4AIAoRf7P0yrVN7zj59yKfU1MIABMmQix8oHVjolib4RaWjMLxEQC0Jnt92XnlZ8n30ccjk82KkizMOn_o39sp3ZxmakKLrYoNMAdrLp3CSSp-5C7iz5C/s1600/20190425-ENG-KCM.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9CljiNc1JtyaDgJ20eUqw4aM4AIAoRf7P0yrVN7zj59yKfU1MIABMmQix8oHVjolib4RaWjMLxEQC0Jnt92XnlZ8n30ccjk82KkizMOn_o39sp3ZxmakKLrYoNMAdrLp3CSSp-5C7iz5C/s640/20190425-ENG-KCM.jpeg" width="640" /></a></div>
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<h4 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 1.5em 0px 4px; padding: 0px; vertical-align: baseline;">
<strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">Why the difference between the costs of renting versus owning?</span></strong></h4>
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<span style="font-family: Georgia, Times New Roman, serif;">It makes sense that rents have risen. However, how did mortgage payments decrease? <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">CoreLogic </em>explained:</span></div>
<blockquote style="background-color: white; border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;">
<div style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin-bottom: 0.85em; margin-top: 0.85em; padding: 0px; vertical-align: baseline;">
<em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">“It’s mainly because mortgage rates back in December 2005 were significantly higher, averaging 6.3% for a fixed-rate 30-year loan, compared with 4.6% in December 2018.</span></em></div>
<div style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin-bottom: 0.85em; margin-top: 0.85em; padding: 0px; vertical-align: baseline;">
<em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">The national median sale price in December 2005 – $190,000 – was lower than the $220,305 median in December 2018, but because of higher mortgage rates in 2005 the typical monthly mortgage payment was slightly higher back then – $941 – compared with $904 in December 2018.”</span></em></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Additionally, a recent report by the <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">National Association of Realtors</em> (NAR) showed that purchasing a home requires less of your monthly paycheck.</span></div>
<div style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin-bottom: 0.85em; margin-top: 0.85em; padding: 0px; vertical-align: baseline;">
<span style="font-family: Georgia, Times New Roman, serif;"><span style="color: #313940;">According to the </span><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Economists’ Outlook Blog</em><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">,</em><span style="color: #313940;"> NAR’s </span><strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">February 2019 Housing Affordability Index</em> </strong><span style="color: #313940;">showed that the </span><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">“percentage of income needed”</em><span style="color: #313940;"> to pay the typical mortgage has decreased the last three months.</span></span></div>
<ul style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; list-style-image: initial; list-style-position: outside; margin: 0px 0px 20px 7px; padding: 0px; vertical-align: baseline;">
<li style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px 0px 0px 1em; padding: 3px 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">November – 17.3%</span></li>
<li style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px 0px 0px 1em; padding: 3px 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">December – 16.9%</span></li>
<li style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px 0px 0px 1em; padding: 3px 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">January – 16.2%</span></li>
<li style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px 0px 0px 1em; padding: 3px 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">February – 15.9%</span></li>
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<h3 style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.1em; margin: 0px 0px 8px; padding: 0px; vertical-align: baseline;">
<strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif; font-size: small;">Bottom Line</span></strong></h3>
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<span style="font-family: Georgia, Times New Roman, serif;">What does this all mean to the current housing market? We think <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">First American</em> said it best in a post last week:</span></div>
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<div style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin-bottom: 0.85em; margin-top: 0.85em; padding: 0px; vertical-align: baseline;">
<em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">“The mortgage rate-driven affordability surge has arrived just in time… Rising affordability has already benefited home buyers and, if the lower rate environment persists, we’re in for a great spring home-buying season.”</span></em></div>
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<i>Story taken from "Keeping Current Matters".</i>Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com0tag:blogger.com,1999:blog-2314867693422543756.post-18717830391670641652019-05-09T08:00:00.000-06:002019-05-09T08:00:05.392-06:00With Inventory Low: Will Your Dream Home Need Some TLC? <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8bmmPTwmCx905u4U-dWwlxjDErMELmPMzEbpCdj6_VbETE1oMcw2irmzU7l4WWquXZw_c7aZK38vLD_lI4Hn-7CzR793KB0xZMqQj_XQDvbSixFCBP684gusMraWfHBT2qOM8lU_2SFyi/s1600/20190423-Share-KCM.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="410" data-original-width="750" height="348" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8bmmPTwmCx905u4U-dWwlxjDErMELmPMzEbpCdj6_VbETE1oMcw2irmzU7l4WWquXZw_c7aZK38vLD_lI4Hn-7CzR793KB0xZMqQj_XQDvbSixFCBP684gusMraWfHBT2qOM8lU_2SFyi/s640/20190423-Share-KCM.jpg" width="640" /></a></div>
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<span style="font-family: Georgia, Times New Roman, serif;">According to a new survey from <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Move.com, </em>the wave of first-time homebuyers hitting the market this summer has resulted in an interesting statistic. Nearly 60% of buyers searching for a home this spring are willing to consider buying a fixer-upper, with 95% believing that the projects needed will increase their new home’s value!</span></div>
<div style="background-color: white; border: 0px rgb(224, 224, 224); box-sizing: border-box; color: #313940; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin-bottom: 0.85em; margin-top: 0.85em; padding: 0px; vertical-align: baseline;">
<span style="font-family: Georgia, Times New Roman, serif;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Realtor.com’s Chief Economist</em>, Danielle Hale, pointed to low-inventory at the entry-level price range for the increase in willingness to renovate.</span></div>
<blockquote style="background-color: white; border-bottom-style: initial; border-color: rgb(0, 174, 255); border-image: initial; border-left-style: solid; border-right-style: initial; border-top-style: initial; border-width: 0px 0px 0px 7px; box-sizing: border-box; color: #919191; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 1.5em; margin: 0px 1em 1em 0px; padding: 0px 0px 0px 20px; vertical-align: baseline;">
<div style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin-bottom: 0.85em; margin-top: 0.85em; padding: 0px; vertical-align: baseline;">
<em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">“The combination of rising home prices and limited entry-level homes for sale is prompting many home shoppers to consider homes that need renovating.</span></em></div>
<div style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin-bottom: 0.85em; margin-top: 0.85em; padding: 0px; vertical-align: baseline;">
<span style="font-family: Georgia, Times New Roman, serif;"><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Replete with inspiration at their fingertips – like </em><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Pinterest</em><em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">, Instagram, and various home renovation TV shows – some home shoppers are comfortable tackling home renovation jobs to find a home that balances their needs with their budget.”</em></span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Just over half of all respondents who said they would be willing to buy a home in need of some TLC, would also spend more $20,000 to make the home fit their needs.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">The most common <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">‘expected’</em> renovation is a kitchen remodel which can run anywhere from $22,000 for a minor remodel to $66,000 for a major remodel.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">This isn’t a new trend by any means. According to the <em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Joint Center for Housing Studies </em>at<em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> Harvard University, </em>home improvement project spending reached a new high in 2018.</span></div>
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<em style="border: 0px rgb(224, 224, 224); box-sizing: border-box; font-stretch: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif;">“Americans spent $336.9 billion on remodeling projects, up 7.4% from the $313.6 billion a year earlier.”</span></em></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Home renovation television shows have given many buyers hope that they could renovate a home they can afford into their dream home!</span></div>
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<strong style="border: 0px rgb(224, 224, 224); box-sizing: border-box; color: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: Georgia, Times New Roman, serif; font-size: small;">Bottom Line</span></strong></h3>
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<span style="font-family: Georgia, Times New Roman, serif;">If you are one of the many Americans considering buying a home this spring, <a href="https://lowesflatfee.com/contact-us/" target="_blank">meet with us </a>and we can help you find a house with the potential to be your dream home!</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><i>Story taken from "Keeping Current Matters".</i></span></div>
Roger Lowehttp://www.blogger.com/profile/01006926677496628234noreply@blogger.com1