Orange County Real Estate BlogRecently posted or modified blog postshttps://www.orangecountyrealestateservices.com/blog/Copyright OrangeCountyRealEstateServices.com2023-09-28T15:30:55-07:00tag:orangecountyrealestateservices.com,2012-09-20:30522Orange County Housing Report: September 2023<img src="https://assets.site-static.com/userfiles/2296/image/Screen_Shot_2023-09-28_at_3.25.06_PM.png" width="1296" height="782" /><br /><br />Orange County Housing Summary
The active listing inventory in the past couple of weeks decreased by 32 homes, down 1%, and now sits at 2,353, its lowest reading since the start of July. The inventory peaked at the start of August. It is the second lowest mid-September reading since tracking began in 2004, with only 64 more homes than 2021, the lowest level by far. In August, 39% fewer homes came on the market compared to the 3-year average before COVID (2017 to 2019), 1,367 less. Last year, there were 3,638 homes on the market, 1,285 more homes, or 55% higher. The 3-year average before COVID (2017 to 2019) was 6,520, or 177% more, nearly triple.
Demand, the number of pending sales over the prior month, increased by nine pending sales in the past two weeks, up 1%, and now totals 1,474, the lowest mid-September reading since 2007. Last year, there were 1,756 pending sales, 19% more than today. The 3-year average before COVID (2017 to 2019) was 2,363, or 60% more.
With the inventory falling and demand rising slightly, the Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, decreased from 49 to 48 days in the past couple of weeks. It was 62 days last year, slower than today.
For homes priced below $750,000, the Expected Market Time decreased from 31 to 30 days. This range represents 20% of the active inventory and 27% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time increased from 32 to 33 days. This range represents 15% of the active inventory and 23% of demand.
For homes priced between $1 million and $1.25 million, the Expected Market Time decreased from 37 to 35 days. This range represents 10% of the active inventory and 14% of demand.
For homes priced between $1.25 million and $1.5 million, the Expected Market Time increased from 38 to 40 days. This range represents 9% of the active inventory and 11% of demand.
For homes priced between $1.5 million and $2 million, the Expected Market Time decreased from 58 to 55 days. This range represents 14% of the active inventory and 12% of demand.
For homes priced between $2 million and $4 million, the Expected Market Time in the past two weeks increased from 96 to 98 days. For homes priced between $4 million and $6 million, the Expected Market Time decreased from 257 to 181 days. For homes priced above $6 million, the Expected Market Time decreased from 310 to 247 days.
The luxury end, all homes above $2 million, account for 34% of the inventory and 13% of demand.
Distressed homes, both short sales and foreclosures combined, comprised only 0.2% of all listings and 0.4% of demand. Only two foreclosures and two short sales are available today in Orange County, with four total distressed homes on the active market, unchanged from two weeks ago. Last year, eight distressed homes were on the market, similar to today.
There were 1,979 closed residential resales in August, 9% less than August 2022’s 2,168 closed sales. August marked an 11% rise compared to July 2023. The sales-to-list price ratio was 99.2% for all of Orange County. Foreclosures accounted for 0.2% of all closed sales, and short sales accounted for 0.2%. That means that 99.6% of all sales were good ol’ fashioned sellers with equity.
2023-09-28T15:25:13-07:002023-09-28T15:30:55-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:29107Orange County Housing Report: August 2023<img 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" alt="" /><br /><br />
Orange County Housing Summary
The active listing inventory in the past couple of weeks decrease by 41 homes, down 2%, and now sits at 2,434, its largest drop since April. The inventory may have peaked a couple of weeks ago. It is the lowest mid-August level since tracking began in 2004. In July, 39% fewer homes came on the market compared to the 3-year average before COVID (2017 to 2019), 1,450 less. Last year, there were 4,030 homes on the market, 1,596 more homes, or 66% higher. The 3-year average before COVID (2017 to 2019) was 6,723, or 176% more, nearly triple.
Demand, the number of pending sales over the prior month, decreased by four pending sales in the past two weeks, nearly unchanged, and now totals 1,849, the lowest mid-August level since tracking began in 2004. Last year, there were 1,849 pending sales, 17% more than today. The 3-year average before COVID (2017 to 2019) was 2,574, or 63% more.
With supply falling slightly and demand unchanged, the Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, decreased from 47 to 46 days in the past couple of weeks. It was 65 days last year, much slower than today.
For homes priced below $750,000, the Expected Market Time decreased from 34 to 32 days. This range represents 19% of the active inventory and 27% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time remained unchanged at 31 days. This range represents 15% of the active inventory and 23% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time remained unchanged at 33 days. This range represents 10% of the active inventory and 14% of demand.
For homes priced between $1.25 million to $1.5 million, the Expected Market Time decreased from 44 to 40 days. This range represents 11% of the active inventory and 12% of demand.
For homes priced between $1.5 million to $2 million, the Expected Market Time remained unchanged at 53 days. This range represents 13% of the active inventory and 12% of demand.
For homes priced between $2 million and $4 million, the Expected Market Time in the past two weeks increased from 76 to 82 days. For homes priced between $4 million and $6 million, the Expected Market Time increased from 152 to 177 days. For homes priced above $6 million, the Expected Market Time increased from 291 to 378 days.
The luxury end, all homes above $2 million, account for 32% of the inventory and 13% of demand.
Distressed homes, both short sales and foreclosures combined, comprised only 0.3% of all listings and 0.3% of demand. Only three foreclosures and four short sales are available today in Orange County, with seven total distressed homes on the active market, unchanged from two weeks ago. Last year there were seven distressed homes on the market, identical to today.
There were 1,784 closed residential resales in July, 9% less than July 2022’s 1,959 closed sales. July marked a 10% drop compared to June 2023. The sales-to-list price ratio was 100.3% for all of Orange County. Foreclosures accounted for 0.2% of all closed sales, and there were no short sales. That means that 99.8% of all sales were good ol’ fashioned sellers with equity.
2023-08-01T13:01:20-07:002023-08-31T15:53:30-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:28114Orange County Housing Report: June 2023<img src="https://assets.site-static.com/userfiles/2296/image/Pidcsdcdscds.jpg" width="1616" height="907" /><br /><br />Orange County Housing Summary<br />• The active listing inventory in the past couple of weeks increased by 85 homes, up 4%, and now sits at 2,281. Regardless, it is the lowest level for an end to June since tracking began in 2004. In May, 45% fewer homes came on the market compared to the 3-year average before COVID (2017 to 2019), 1,879 less. Last year, there were 3,491 homes on the market, 1,210 more homes, or 53% higher. The 3-year average before COVID (2017 to 2019) was 6,633, or 191% more, nearly triple. <br /><br />•Demand, the number of pending sales over the prior month, increased by 7 pending sales in the past two weeks, nearly unchanged, and now totals 1,602, the lowest level for an end to June since tracking began in 2004. Last year, there were 1,861 pending sales, 16% more than today. The 3-year average before COVID (2017 to 2019) was 2,679, or 67% more. <br /><br />• With the supply rising, the Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, increased from 41 to 43 days in the past couple of weeks. It was 56 days last year, slower than today and rapidly cooling as rates were rising. <br /><br />• For homes priced below $750,000, the Expected Market Time increased from 28 to 29 days. This range represents 18% of the active inventory and 27% of demand. For homes priced between $750,000 and $1 million, the Expected Market Time increased from 27 to 28 days. This range represents 15% of the active inventory and 23% of demand. For homes priced between $1 million to $1.25 million, the Expected Market Time increased from 30 to 32 days. This range represents 11% of the active inventory and 14% of demand. <br /><br />• For homes priced between $1.25 million to $1.5 million, the Expected Market Time decreased from 35 to 31 days. This range represents 10% of the active inventory and 13% of demand. For homes priced between $1.5 million to $2 million, the Expected Market Time increased from 50 to 51 days. This range represents 13% of the active inventory and 11% of demand. <br /><br />• For homes priced between $2 million and $4 million, the Expected Market Time in the past two weeks increased from 76 to 89 days. For homes priced between $4 million and $6 million, the Expected Market Time decreased from 163 to 131 days. <br /><br />• For homes priced above $6 million, the Expected Market Time increased from 274 to 435 days. The luxury end, all homes above $2 million, account for 34% of the inventory and 12% of demand. <br /><br />• Distressed homes, both short sales and foreclosures combined, comprised only 0.3% of all listings and 0.1% of demand. Only two foreclosures and five short sales are available today in Orange County, with seven total distressed homes on the active market, down one from two weeks ago. Last year there were five distressed homes on the market, similar to today. There were 2,030 closed residential resales in May, 19% less than May 2022’s 2,520 closed sales. May marked a 20% rise compared to April 2023. The sales-to-list price ratio was 102.6% for all of Orange County. Foreclosures accounted for 0.25% of all closed sales, and short sales accounted for 0.05%. That means that 99.7% of all sales were good ol’ fashioned sellers with equity.2023-06-30T12:27:33-07:002023-06-30T12:42:05-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:27272Orange County Housing Report: May 30th 2023<img 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" alt="" /><br /><br />
Orange County Housing Summary
The active listing inventory in the past couple of weeks increased by 51 homes, up 2%, and now sits at 2,190. It is the lowest level for the end of May since tracking began in 2004. In April, 49% fewer homes came on the market compared to the 3-year average before COVID (2017 to 2019), 1,983 less. Last year, there were 2,697 homes on the market, 507 more homes, or 23% higher. The 3-year average before COVID (2017 to 2019) was 6,370, or 191% more, nearly triple.
Demand, the number of pending sales over the prior month, increased by five pending sales in the past two weeks, nearly unchanged, and now totals 1,665, the lowest level for the end of May since tracking began in 2004. Last year, there were 2,113 pending sales, 27% more than today. The 3-year average before COVID (2017 to 2019) was 2,738, or 64% more.
With supply and demand not changing much, the Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, remained unchanged at 39 days in the past couple of weeks. It was 38 days last year, similar to today, but was rapidly cooling with skyrocketing rates.
For homes priced below $750,000, the Expected Market Time increased from 26 to 27 days. This range represents 19% of the active inventory and 28% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time remained unchanged at 25 days. This range represents 15% of the active inventory and 24% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time increased from 26 to 28 days. This range represents 10% of the active inventory and 13% of demand.
For homes priced between $1.25 million to $1.5 million, the Expected Market Time decreased from 34 to 33 days. This range represents 10% of the active inventory and 12% of demand.
For homes priced between $1.5 million to $2 million, the Expected Market Time decreased from 47 to 46 days. This range represents 13% of the active inventory and 11% of demand.
For homes priced between $2 million and $4 million, the Expected Market Time in the past two weeks decreased from 81 to 79 days. For homes priced between $4 million and $6 million, the Expected Market Time increased from 113 to 149 days. For homes priced above $6 million, the Expected Market Time decreased from 368 to 267 days.
The luxury end, all homes above $2 million, account for 33% of the inventory and 12% of demand.
Distressed homes, both short sales and foreclosures combined, comprised only 0.6% of all listings and 0.1% of demand. Only five foreclosures and nine short sales are available today in Orange County, with 14 total distressed homes on the active market, up four from two weeks ago. Last year there were four distressed homes on the market, similar to today.
There were 1,696 closed residential resales in April, 34% less than April 2022’s 2,565 closed sales. April marked a 5% drop compared to March 2023. The sales-to-list price ratio was 100.2% for all of Orange County. Foreclosures accounted for 0.1% of all closed sales, and there were no closed short sales. That means that 99.9% of all sales were good ol’ fashioned sellers with equity.
2023-06-02T12:14:17-07:002023-06-02T12:22:44-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:25300Orange County Housing Report: March 2023<img src="https://assets.site-static.com/userfiles/2296/image/aaaaaaaaaaaaa.png" width="748" height="152" />
Orange County Housing Summary
The active listing inventory in the past couple of weeks decreased by 110 homes, down 5%, and now sits at 2,305, the second-lowest mid-February level since tracking began. In January, 45% fewer homes came on the market compared to the 3-year average before COVID (2017 to 2019), 1,375 less. Last year, there were 1,378 homes on the market, 947 fewer homes, or 41% less. The 3-year average before COVID (2017 to 2019) was 4,977, or 116% more.
Demand, the number of pending sales over the prior month, soared higher by 237 pending sales in the past two weeks, up 18%, and now totals 1,537. Last year, there were 1,998 pending sales, 30% more than today. The 3-year average before COVID (2017 to 2019) was 2,393, or 56% more.
With demand soaring and the supply falling, the Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, plunged from 56 to 45 days in the past couple of weeks. It was 20 days last year, much stronger than today.
For homes priced below $750,000, the Expected Market Time decreased from 43 to 38 days. This range represents 24% of the active inventory and 28% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time decreased from 41 to 32 days. This range represents 19% of the active inventory and 27% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time decreased from 47 to 33 days. This range represents 10% of the active inventory and 14% of demand.
For homes priced between $1.25 million to $1.5 million, the Expected Market Time decreased from 55 to 45 days. This range represents 10% of the active inventory and 10% of demand.
For homes priced between $1.5 million to $2 million, the Expected Market Time decreased from 62 to 44 days. This range represents 10% of the active inventory and 11% of demand.
For homes priced between $2 million and $4 million, the Expected Market Time in the past two weeks decreased from 98 to 82 days. For homes priced between $4 million and $6 million, the Expected Market Time decreased from 225 to 216 days. For homes priced above $6 million, the Expected Market Time decreased from 523 to 347 days.
The luxury end, all homes above $2 million, account for 26% of the inventory and 10% of demand.
Distressed homes, both short sales and foreclosures combined, comprised only 0.3% of all listings and 0.2% of demand. There are only three foreclosures and five short sales available to purchase today in all of Orange County, with eight total distressed homes on the active market, up one from two weeks ago. Last year there were three total distressed homes on the market, similar to today.
There were 1,137 closed residential resales in January, 37% less than January 2022’s 1,809 closed sales. January marked an 18% decrease compared to December 2022. The sales-to-list price ratio was 98.6% for all of Orange County. Foreclosures accounted for 0.4% of all closed sales, and short sales accounted for 0.1%. That means that 99.5% of all sales were good ol’ fashioned sellers with equity.
2023-03-06T10:39:29-07:002023-03-06T10:47:30-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:24726Orange County Housing Report: February 2023<img src="https://assets.site-static.com/userfiles/2296/image/ocreportfeb23.jpg" width="1315" height="1006" />
Orange County Housing Summary
The active listing inventory in the past couple of weeks decreased by 121 homes, down 5%, and now sits at 2,415, the second lowest level to start February since tracking began. In January, 45% fewer homes came on the market compared to the 3-year average before COVID (2017 to 2019), 684 less. Last year, there were 1,270 homes on the market, 1,145 fewer homes, or 47% less. The 3-year average before COVID (2017 to 2019) was 4,695, or 94% more.
Demand, the number of pending sales over the prior month, soared higher by 361 pending sales in the past two weeks, up 38%, and now totals 1,300, its largest two-week rise since February 2021. Last year, there were 1,683 pending sales, 29% more than today. The 3-year average before COVID (2017 to 2019) was 2,083, or 60% more.
With demand soaring and the supply falling, the Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, plunged from 81 to 56 days in the past couple of weeks. It was 23 days last year, much stronger than today.
For homes priced below $750,000, the Expected Market Time decreased from 63 to 43 days. This range represents 24% of the active inventory and 30% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time decreased from 59 to 41 days. This range represents 20% of the active inventory and 27% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time decreased from 72 to 47 days. This range represents 11% of the active inventory and 13% of demand.
For homes priced between $1.25 million to $1.5 million, the Expected Market Time decreased from 77 to 62 days. This range represents 11% of the active inventory and 10% of demand.
For homes priced between $1.5 million to $2 million, the Expected Market Time increased from 117 to 127 days. This range represents 12% of the active inventory and 7% of demand.
For homes priced between $2 million and $4 million, the Expected Market Time in the past two weeks decreased from 116 to 98 days. For homes priced between $4 million and $6 million, the Expected Market Time decreased from 245 to 225 days. For homes priced above $6 million, the Expected Market Time decreased from 882 to 523 days.
The luxury end, all homes above $2 million, account for 25% of the inventory and 10% of demand.
Distressed homes, both short sales, and foreclosures combined, comprised only 0.3% of all listings and 0.5% of demand. There are only two foreclosures and five short sales available to purchase today in all of Orange County, with seven total distressed homes on the active market, down four from two weeks ago. Last year there were three total distressed homes on the market, similar to today.
There were 1,393 closed residential resales in December, 44% less than December 2021’s 2,486 closed sales. December marked a 2% decrease compared to November 2022. The sales-to-list price ratio was 98.4% for all of Orange County. Foreclosures accounted for 0.1% of all closed sales and no short sales in December. That means that 99.9% of all sales were good ol’ fashioned sellers with equity.
2023-02-07T11:02:45-07:002023-02-07T11:10:01-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:23906Orange County Housing Report: January 2023<img src="https://assets.site-static.com/userfiles/2296/image/Picture2.jpg" width="1316" height="996" />
OC Housing Report Summary
Active Inventory – the year will begin with less than 2,500 homes, the second lowest start to a year since tracking began in 2004. Only the start of 2022 was lower, 62% less. Prior to COVID, the average start was 4,420, with 77% more available homes to purchase. The inventory crisis will continue. Expect the inventory to rise on the back of diminished demand, only to be hampered by the “Hunkering Down” effect where homeowners opt to stay in their homes due to their underlying low mortgage rates. More homes will enter the fray once mortgage rates drop below 5.5%, most likely sometime in mid-2023. Expect the active inventory to peak around August eclipsing 5,500 homes, well below the over 7,000 home peak average prior to COVID.
Demand – due to the persistent high mortgage rate environment, buyer demand will continue to be muted. With less competition and pressure on affordability, buyers will be extremely cautious and unwilling to stretch above the asking price. They will be looking very carefully at price; so, expect home values to drop between 6.5 to 8.5% for the year. There is a strong potential for mortgage rates to dip below 5.5% by the summer due to the combination of a slowing economy and falling inflation. With lower rates, demand will strengthen along with affordability. The combination of lower rates and lower home prices will prompt this rise in pending sales activity.
Housing Cycle - the housing market will follow a normal housing cycle. The strongest demand coupled with the highest levels of new sellers will occur during the Spring Market. This will be followed by slightly less demand and a continued new supply of homes in the Summer Market. From there, demand will drop further along with fewer homes entering the fray in the Autumn Market. Finally, all the distractions of the Holiday Market will be punctuated with the lowest demand of the year and few homeowners opting to sell.
Closed Sales - the number of successful, closed sales will decrease by 6.5 to 8% compared to 2022, with around 22,900 (the lowest sales volume since 2007).
Luxury Market – luxury housing will be sluggish and will continue to transition to normal, longer market times, often taking months to procure a sale. The Spring Market will be the strongest for luxury and will become a bit more sluggish and susceptible to Wall Street volatility during the second half of the year.
Interest Rates – look for mortgage rates to start around 6.5% and slowly, but methodically drop as the economy slows, and inflation gradually eases. As the United States economy slips into a recession, expect rates to fall to below 5.5% and may even fall to below 5% by year’s end. If mortgage rates recede to these levels, housing will stabilize, and home values will stop their decline.
Distressed Inventory – do not expect a wave of foreclosures. The number of active forbearances has dwindled to very low levels. Of the over 7.8 million forbearance exits, 91% are either performing monthly or paid off their loans. Only 1% are in active foreclosure, less than 100,000 across the United States, and the current delinquency rate is at its lowest level in decades. Expect slightly more distressed sales in 2023 as there are some homeowners who will be susceptible to an economic downturn. Nonetheless, the total numbers will be very low and undetectable in the broader housing market.
2023-01-05T12:02:33-07:002023-01-05T12:18:16-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:23215Orange County Housing Report: December 2022<img src="https://assets.site-static.com/userfiles/2296/image/aaaaaa.png" width="1405" height="408" />
OC Housing Report
The active listing inventory in the past couple of weeks decreased by 96 homes, down 3%, and now sits at 3,581, its lowest level since June. In October, there were 35% fewer homes that came on the market compared to the 3-year average prior to COVID (2017 to 2019), 1,042 less. Last year, there were 1,793 homes on the market, 1,788 fewer homes, or 50% less. The 3-year average prior to COVID (2017 to 2019) was 5,822, or 63% more.
Demand, the number of pending sales over the prior month, decreased by 68 pending sales in the past two weeks, down 5%, and now totals 1,202, its lowest reading since April 2020, the initial lockdown of the pandemic. It is the lowest level for November since tracking began in 2004. Last year, there were 2,322 pending sales, 93% more than today. The 3-year average prior to COVID (2017 to 2019) was 2,139, or 78% more.
With demand dropping a bit faster than the inventory, the Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, increased slightly from 87 to 89 days in the past couple of weeks, its highest level since mid-May 2020. It was 23 days last year, much stronger than today.
For homes priced below $750,000, the Expected Market Time increased from 64 to 71 days. This range represents 23% of the active inventory and 29% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time increased from 65 to 72 days. This range represents 22% of the active inventory and 27% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time decreased from 82 to 77 days. This range represents 12% of the active inventory and 14% of demand.
For homes priced between $1.25 million to $1.5 million, the Expected Market Time decreased from 97 to 95 days. This range represents 11% of the active inventory and 10% of demand.
For homes priced between $1.5 million to $2 million, the Expected Market Time decreased from 131 to 110 days. This range represents 11% of the active inventory and 9% of demand.
For homes priced between $2 million and $4 million, the Expected Market Time in the past two weeks increased from 121 to 137 days. For homes priced between $4 million and $8 million, the Expected Market Time increased from 360 to 364 days. For homes priced above $8 million, the Expected Market Time decreased from 484 to 220 days.
The luxury end, all homes above $2 million, accounts for 23% of the inventory and 12% of demand.
Distressed homes, both short sales and foreclosures combined, made up only 0.2% of all listings and 0.2% of demand. There are only 4 foreclosures and 3 short sales available to purchase today in all of Orange County, 7 total distressed homes on the active market, up 1 from two weeks ago. Last year there were 10 total distressed homes on the market, similar to today.
There were 1,726 closed residential resales in October, 38% less than October 2021’s 2,778 closed sales. September marked a 14% decrease compared to September 2022. The sales to list price ratio was 98.7% for all of Orange County. Foreclosures accounted for 0.2% of all closed sales, and there were no short sales. That means that 99.8% of all sales were good ol’ fashioned sellers with equity.
2022-11-28T11:24:18-07:002022-11-28T11:28:54-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:22768Orange County Housing Report: November 2022<img src="https://assets.site-static.com/userfiles/2296/image/ocreport_cover_jordan_2.jpg" width="1213" height="911" />
OC Housing Report<br />
The active listing inventory in the past couple of weeks increased by 10 homes, nearly unchanged, and now sits at 3,656. In September, there were 24% fewer homes that came on the market compared to the 3-year average prior to COVID (2017 to 2019), 728 less. Last year, there were 2,042 homes on the market, 1,614 fewer homes, or 44% less. The 3-year average prior to COVID (2017 to 2019) was 6,306, or 72% more.
Demand, the number of pending sales over the prior month, plunged by 171 pending sales in the past two weeks, down 11%, and now totals 1,427, its largest drop of the year. It is the lowest reading for mid-October since 2007. Last year, there were 2,515 pending sales, 76% more than today. The 3-year average prior to COVID (2017 to 2019) was 2,206, or 55% more.
With demand plunging, the Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, increased from 68 to 77 days in the past couple of weeks, its highest level since mid-May 2020. It was at 24 days last year, much stronger than today.
For homes priced below $750,000, the Expected Market Time increased from 51 to 59 days. This range represents 22% of the active inventory and 28% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time increased from 54 to 64 days. This range represents 23% of the active inventory and 28% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time increased from 58 to 71 days. This range represents 12% of the active inventory and 13% of demand.
For homes priced between $1.25 million to $1.5 million, the Expected Market Time remained unchanged at 73 days. This range represents 11% of the active inventory and 11% of demand.
For homes priced between $1.5 million to $2 million, the Expected Market Time increased from 86 to 93 days. This range represents 11% of the active inventory and 9% of demand.
For homes priced between $2 million and $4 million, the Expected Market Time in the past two weeks decreased from 133 to 123 days. For homes priced between $4 million and $8 million, the Expected Market Time increased from 215 to 284 days. For homes priced above $8 million, the Expected Market Time decreased from 454 to 308 days.
The luxury end, all homes above $2 million, accounts for 21% of the inventory and 10% of demand.
Distressed homes, both short sales and foreclosures combined, made up only 0.12% of all listings and 0.6% of demand. There is only 1 foreclosure and 2 short sales available to purchase today in all of Orange County, 3 total distressed home on the active market, down 3 from two weeks ago. Last year there were 11 total distressed homes on the market, similar to today.
There were 2,011 closed residential resales in September, 33% less than September 2021’s 2,981 closed sales. September marked a 7% decrease compared to August 2022. The sales to list price ratio was 98.2% for all of Orange County. Foreclosures accounted for 0.05% of all closed sales, and short sales accounted for 0.05%. That means that 99.9% of all sales were good ol’ fashioned sellers with equity.
2022-11-01T11:57:54-07:002022-11-01T12:02:36-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:21808Orange County Housing Report: September 2022<img src="https://assets.site-static.com/userfiles/2296/image/ochousinggrpahic2.jpg" width="1232" height="909" />
Orange County Housing Summary
The active listing appears to have reached a peak a couple of weeks ago with a 39 home drop, or 1%, and now sits at 4,030 homes. In July, there were 19% fewer homes that came on the market compared to the 3-year average prior to COVID (2017 to 2019), 721 fewer. Last year, there were 2,528 homes on the market, 1,502 fewer homes, or 37% less. The 3-year average prior to COVID (2017 to 2019) was 6,723, or 67% more.
Demand, the number of pending sales over the prior month, increased by 37 pending sales in the past two weeks, up 2%, and now totals 1,849. It is still the lowest reading for mid-August since 2007. Last year, there were 2,694 pending sales, 46% more than today. The 3-year average prior to COVID (2017 to 2019) was 2,574, or 39% more.
With supply falling and demand rising, the Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, decreased from 67 to 65 days in the past couple of weeks, a Slight Seller’s Market (between 60 and 90 days). It was at 28 days last year, much stronger than today.
For homes priced below $750,000, the market is a Hot Seller’s Market (less than 60 days) with an Expected Market Time of 47 days. This range represents 20% of the active inventory and 28% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time is 62 days, a Slight Seller’s Market. This range represents 25% of the active inventory and 26% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time is 60 days, a Slight Seller’s Market. This range represents 12% of the active inventory and 14% of demand.
For homes priced between $1.25 million to $1.5 million, the Expected Market Time is 65 days, a Slight Seller’s Market. This range represents 11% of the active inventory and 11% of demand.
For homes priced between $1.5 million to $2 million, the Expected Market Time is 75 days, a Slight Seller’s Market (between 60 and 90 days). This range represents 11% of the active inventory and 10% of demand.
For homes priced between $2 million and $4 million, the Expected Market Time in the past two weeks decreased from 99 to 98 days. For homes priced between $4 million and $8 million, the Expected Market Time decreased from 179 to 159 days. For homes priced above $8 million, the Expected Market Time decreased from 320 to 225 days.
The luxury end, all homes above $2 million, accounts for 21% of the inventory and 12% of demand.
Distressed homes, both short sales and foreclosures combined, made up only 0.2% of all listings and 0.3% of demand. There are only 5 foreclosures and 2 short sales available to purchase today in all of Orange County, 7 total distressed home on the active market, unchanged from two weeks ago. Last year there were 12 total distressed homes on the market, similar to today.
There were 1,959 closed residential resales in July, 39% less than July 2021’s 3,205 closed sales. July marked a 17% decrease compared to June 2022. The sales to list price ratio was 100.7% for all of Orange County. Foreclosures accounted for 0.05% of all closed sales, and short sales accounted for 0.05%. That means that 99.9% of all sales were good ol’ fashioned sellers with equity.
2022-09-06T11:12:00-07:002022-09-06T11:16:57-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:21174Orange County Housing Report: August 2022<img src="https://assets.site-static.com/userfiles/2296/image/oc_report_uigsabd_fnsle_f.png" width="904" height="676" />
The active listing inventory continued to rise, adding 238 homes in the past couple of weeks, up 6%, and now totals 4,041 homes, breaking past the 4,000-home level for the first time since October 2020. The rate of growth of the inventory as slowed. In June, there were 11% fewer homes that came on the market compared to the 3-year average prior to COVID (2017 to 2019), 418 fewer. Last year, there were 2,537 homes on the market, 1,504 fewer homes, or 37% less. The 3-year average prior to COVID (2017 to 2019) was 6,776, or 68% more.
Demand, the number of pending sales over the prior month, decreased by 17 pending sales in the past two weeks, down 1%, and now totals 1,693, its lowest level at this time of year since tracking began in 2004. Last year, there were 2,812 pending sales, 66% more than today. The 3-year average prior to COVID (2017 to 2019) was 2,578, or 52% more.
With supply rising and demand falling, the Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, rose from 67 to 72 days in the past couple of weeks, a Slight Seller’s Market (between 60 and 90 days). Housing is rapidly cooling, and the market time is at its highest level since May of 2020. It was at 27 days last year, much stronger than today.
For homes priced below $750,000, the market is a Hot Seller’s Market (less than 60 days) with an Expected Market Time of 51 days. This range represents 19% of the active inventory and 27% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time is 66 days, a Slight Seller’s Market. This range represents 25% of the active inventory and 27% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time is 68 days, a Slight Seller’s Market. This range represents 13% of the active inventory and 14% of demand.
For homes priced between $1.25 million to $1.5 million, the Expected Market Time is 71 days, a Slight Seller’s Market. This range represents 11% of the active inventory and 11% of demand.
For homes priced between $1.5 million to $2 million, the Expected Market Time is 82 days, a Slight Seller’s Market (between 60 and 90 days). This range represents 11% of the active inventory and 10% of demand.
For homes priced between $2 million and $4 million, the Expected Market Time in the past two weeks increased from 98 to 107 days. For homes priced between $4 million and $8 million, the Expected Market Time increased from 159 to 173 days. For homes priced above $8 million, the Expected Market Time decreased from 625 to 372 days.
The luxury end, all homes above $2 million, accounts for 20% of the inventory and 10.5% of demand.
Distressed homes, both short sales and foreclosures combined, made up only 0.1% of all listings and 0.2% of demand. There are only 4 foreclosures and 2 short sales available to purchase today in all of Orange County, 6 total distressed home on the active market, unchanged from two weeks ago. Last year there were 12 total distressed homes on the market, similar to today.
There were 2,362 closed residential resales in June, 33% less than June 2021’s 3,545 closed sales. June marked a 6% decrease compared to May 2022. The sales to list price ratio was 101.5% for all of Orange County. Foreclosures accounted for 0.1% of all closed sales, and there were no closed short sales. That means that 99.9% of all sales were good ol’ fashioned sellers with equity.
2022-08-02T09:23:00-07:002022-08-02T09:33:34-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:20551Orange County Housing Report: July 2022<img src="https://assets.site-static.com/userfiles/2296/image/graphy.jpg" width="1222" height="915" />
OC Housing Report Summary
The active listing inventory continued to surge higher by 362 homes, up 13%, and now totals 3,059 homes, its highest level since December 2020. In May, there were 16% fewer homes that came on the market compared to the 3-year average prior to COVID (2017 to 2019), 654 fewer. Last year, there were 2,214 homes on the market, 845 fewer homes, or 28% less. The 3-year average prior to COVID (2017 to 2019) was 6,501, or 113% more.
Demand, the number of pending sales over the prior month, decreased by 93 pending sales in the past two weeks, down 4%, and now totals 2,020. This is the lowest level at this time of year since 2007. Last year, there were 3,057 pending sales, 51% more than today. The 3-year average prior to COVID (2017 to 2019) was 2,766, or 37% more.
With supply soaring higher and demand falling, the Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, surged from 38 to 45 days in the past couple of weeks, a Hot Seller’s Market (less than 60 days). Housing is rapidly cooling and the market time is at its highest level since July of 2020. It was at 22 days last year, much stronger than today.
For homes priced below $750,000, the market is a Hot Seller’s Market (less than 60 days) with an Expected Market Time of 27 days. This range represents 17% of the active inventory and 28% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time is 41 days, a Hot Seller’s Market. This range represents 24% of the active inventory and 27% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time is 42 days, a Hot Seller’s Market. This range represents 13% of the active inventory and 14% of demand.
For homes priced between $1.25 million to $1.5 million, the Expected Market Time is 45 days, a Hot Seller’s Market. This range represents 11% of the active inventory and 11% of demand.
For homes priced between $1.5 million to $2 million, the Expected Market Time is 59 days, a Hot Seller’s Market. This range represents 12% of the active inventory and 9% of demand.
For homes priced between $2 million and $4 million, the Expected Market Time in the past two weeks increased from 61 to 77 days. For homes priced between $4 million and $8 million, the Expected Market Time decreased from 146 to 144 days. For homes priced above $8 million, the Expected Market Time increased from 270 to 327 days.
The luxury end, all homes above $2 million, accounts for 23% of the inventory and 12% of demand.
Distressed homes, both short sales and foreclosures combined, made up only 0.2% of all listings and 0.1% of demand. There are only 2 foreclosures and 4 short sales available to purchase today in all of Orange County, 6 total distressed home on the active market, up 2 from two weeks ago. Last year there were 10 total distressed homes on the market, similar to today.
There were 2,520 closed residential resales in May, 22% less than May 2021’s 3,237 closed sales. May marked a 2% decrease compared to April 2022. The sales to list price ratio was 105.5% for all of Orange County. Foreclosures accounted for 0.04% of all closed sales, and short sales accounted for 0.16%. That means that 99.8% of all sales were good ol’ fashioned sellers with equity.
2022-07-05T09:34:00-07:002022-07-05T09:39:18-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:19751Orange County Housing Report: June 2022<img src="https://assets.site-static.com/userfiles/2296/image/oc_hj.jpg" width="1226" height="920" />
Orange County Housing Summary
The active listing inventory continued to surge higher by 348 homes, up 17%, and now totals 2,452 homes, its highest level since August and the first time that there are more homes than the prior year since 2019. In April, there were 17% fewer homes that came on the market compared to the 3-year average prior to COVID (2017 to 2019), 695 fewer. Last year, there were 2,247 homes on the market, 206 fewer homes, or 8% less. The 3-year average prior to COVID (2017 to 2019) was 6,255, or 155% more.<br />
Demand, the number of pending sales over the prior month, increased by 25 pending sales in the past two weeks, up 1%, and now totals 2,179, the first rise since March. Intentionally ignoring the COVID lockdowns of 2020, this is the lowest level at this time of year since 2007. Last year, there were 3,127 pending sales, 44% more than today. The 3-year average prior to COVID (2017 to 2019) was 2,765, or 27% more.<br />
With supply surging faster than the small rise in demand, the Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, surged higher from 29 to 34 days in the past couple of weeks, still an insanely Hot Seller’s Market (less than 60 days), but rapidly cooling and the highest since January of last year. It was at 22 days last year, stronger than today. <br />
For homes priced below $750,000, the market is a Hot Seller’s Market (less than 60 days) with an Expected Market Time of 22 days. This range represents 18% of the active inventory and 28% of demand.<br />
For homes priced between $750,000 and $1 million, the Expected Market Time is 30 days, a Hot Seller’s Market. This range represents 22% of the active inventory and 25% of demand.<br />
For homes priced between $1 million to $1.25 million, the Expected Market Time is 33 days, a Hot Seller’s Market. This range represents 13% of the active inventory and 13% of demand.<br />
For homes priced between $1.25 million to $1.5 million, the Expected Market Time is 34 days, a Hot Seller’s Market. This range represents 11% of the active inventory and 11% of demand.<br />
For homes priced between $1.5 million to $2 million, the Expected Market Time is 30 days, a Hot Seller’s Market. This range represents 10% of the active inventory and 12% of demand.<br />
For homes priced between $2 million and $4 million, the Expected Market Time in the past two weeks decreased from 61 to 54 days. For homes priced between $4 million and $8 million, the Expected Market Time decreased from 107 to 106 days. For homes priced above $8 million, the Expected Market Time increased from 201 to 401 days.<br /><br />
The luxury end, all homes above $2 million, accounts for 25% of the inventory and 12% of demand.<br />
Distressed homes, both short sales and foreclosures combined, made up only 0.1% of all listings and 0.1% of demand. There are only 2 foreclosures and 1 short sale available to purchase today in all of Orange County, 3 total distressed home on the active market, down 1 from two weeks ago. Last year there were 14 total distressed homes on the market, similar to today.<br /><br />
There were 2,565 closed residential resales in April, 26% less than April 2021’s 3,470 closed sales. April marked a 3% decrease compared to March 2022. The sales to list price ratio was 107.2% for all of Orange County. There were no foreclosure sales, and short sales accounted for 0.1% of all closed sales. That means that 99.9% of all sales were good ol’ fashioned sellers with equity.
2022-05-31T12:45:00-07:002022-05-31T12:58:08-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:19113Orange County Housing Report: May 2022<img src="https://assets.site-static.com/userfiles/2296/image/housing_cracks.png" width="886" height="677" />
Orange County Housing Summary
The active listing inventory surged higher by 180 homes, up 12%, and now totals 1,732 homes, still its lowest level for this time of the year since tracking began 18 years ago. In the first couple of weeks of April, there were 23% fewer homes that came on the market compared to the 3-year average prior to COVID (2017 to 2019), 476 fewer. Last year, there were 2,384 homes on the market, 652 additional homes, or 38% more.
Demand, the number of pending sales over the prior month, decreased by 45 pending sales in the past two weeks, down 2%, and now totals 2,241, its first drop of the year. Last year, there were 3,070 pending sales, 37% more than today. The 3-year average prior to COVID (2017 to 2019) was 2,777, or 24% more.
With supply surging higher and demand dropping, the Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, increased from 20 to 23 days in the past couple of weeks, still an insanely Hot Seller’s Market (less than 60 days). It was at 23 days last year, identical to today.
For homes priced below $750,000, the market is a Hot Seller’s Market (less than 60 days) with an Expected Market Time of 17 days. This range represents 19% of the active inventory and 27% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time is 18 days, a Hot Seller’s Market. This range represents 21% of the active inventory and 27% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time is 19 days, a Hot Seller’s Market. This range represents 11% of the active inventory and 14% of demand.
For homes priced between $1.25 million to $1.5 million, the Expected Market Time is 21 days, a Hot Seller’s Market. This range represents 10% of the active inventory and 11% of demand.
For homes priced between $1.5 million to $2 million, the Expected Market Time is 25 days, a Hot Seller’s Market. This range represents 11% of the active inventory and 10% of demand.
For homes priced between $2 million and $4 million, the Expected Market Time in the past two weeks increased from 34 to 40 days. For homes priced between $4 million and $8 million, the Expected Market Time decreased from 91 to 84 days.
For homes priced above $8 million, the Expected Market Time decreased from 267 to 157 days.
The luxury end, all homes above $2 million, accounts for 28% of the inventory and 11% of demand.
Distressed homes, both short sales and foreclosures combined, made up only 0.1% of all listings and 0.2% of demand. There is only 1 foreclosure and no short sales available to purchase today in all of Orange County, 1 total distressed home on the active market, down 2 from two weeks ago. Last year there were 11 total distressed homes on the market, similar to today.
There were 2,645 closed residential resales in March, 18% less than March 2021’s 3,212 closed sales. March marked a 49% increase compared to February 2022. The sales to list price ratio was 106.9% for all of Orange County. Foreclosures accounted for just 0.2% of all closed sales, and short sales accounted for 0.1%. That means that 99.7% of all sales were good ol’ fashioned sellers with equity
2022-05-02T09:53:00-07:002022-05-02T09:57:43-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:18586Orange County Housing Report: April 2022<img src="https://assets.site-static.com/userfiles/2296/image/out_of_control_graph.png" width="890" height="680" />
Orange County Housing Summary
The active listing inventory increased by 150 homes, up 11%, and now totals 1,556 homes, its lowest level for this time of the year since tracking began 19 years ago. In February, there were 13% fewer homes that came on the market compared to the 3-year average prior to COVID (2017 to 2019), 416 fewer. Last year, there were 2,349 homes on the market, 793 additional homes, or 51% more.
Demand, the number of pending sales over the prior month, increased by 89 pending sales in the past two weeks, up 4%, and now totals 2,284. Last year, there were 3,110 pending sales, 36% more than today. The 3-year average prior to COVID (2017 to 2019) was 2,517, or 10% more.
With the inventory rising faster than demand, the Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, increased from 19 to 20 days in the past couple of weeks, an insanely Hot Seller’s Market (less than 60 days). It was at 23 days last year, similar to today.
For homes priced below $750,000, the market is a Hot Seller’s Market (less than 60 days) with an Expected Market Time of 15 days. This range represents 21% of the active inventory and 29% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time is 17 days, a Hot Seller’s Market. This range represents 22% of the active inventory and 27% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time is 18 days, a Hot Seller’s Market. This range represents 11% of the active inventory and 12% of demand.
For homes priced between $1.25 million to $1.5 million, the Expected Market Time is 18 days, a Hot Seller’s Market. This range represents 9% of the active inventory and 11% of demand.
For homes priced between $1.5 million to $2 million, the Expected Market Time is 20 days, a Hot Seller’s Market. This range represents 10% of the active inventory and 10% of demand.
For homes priced between $2 million and $4 million, the Expected Market in the past two weeks decreased from 35 to 33 days. For homes priced between $4 million and $8 million, the Expected Market Time increased from 48 to 75 days. For homes priced above $8 million, the Expected Market Time increased from 166 to 195 days.
The luxury end, all homes above $2 million, accounts for 27% of the inventory and 12% of demand.
Distressed homes, both short sales and foreclosures combined, made up only 0.1% of all listings and 0.2% of demand. There are only 2 foreclosures and no short sales available to purchase today in all of Orange County, 2 total distressed homes on the active market, unchanged from two weeks ago. Last year there were 11 total distressed homes on the market, similar to today.
There were 1,774 closed residential resales in February, 22% less than February 2021’s 2,283 closed sales. February marked a 2% drop compared to January 2022. The sales to list price ratio was 103.7% for all of Orange County. Foreclosures accounted for just 0.2% of all closed sales, and short sales accounted for 0.3%. That means that 99.5% of all sales were good ol’ fashioned sellers with equity.
2022-03-31T10:41:00-07:002022-03-31T10:48:27-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:18058Orange County Housing Report: March 2022<img src="https://assets.site-static.com/userfiles/2296/image/Oc_Housing_Report_feb.jpg" width="1320" height="1012" />
Orange County Housing Summary
The active listing inventory increased by 150 homes, up 11%, and now totals 1,556 homes, its lowest level for this time of the year since tracking began 19 years ago. In February, there were 13% fewer homes that came on the market compared to the 3-year average prior to COVID (2017 to 2019), 416 fewer. Last year, there were 2,349 homes on the market, 793 additional homes, or 51% more.
Demand, the number of pending sales over the prior month, increased by 89 pending sales in the past two weeks, up 4%, and now totals 2,284. Last year, there were 3,110 pending sales, 36% more than today. The 3-year average prior to COVID (2017 to 2019) was 2,517, or 10% more.
With the inventory rising faster than demand, the Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, increased from 19 to 20 days in the past couple of weeks, an insanely Hot Seller’s Market (less than 60 days). It was at 23 days last year, similar to today.
For homes priced below $750,000, the market is a Hot Seller’s Market (less than 60 days) with an Expected Market Time of 15 days. This range represents 21% of the active inventory and 29% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time is 17 days, a Hot Seller’s Market. This range represents 22% of the active inventory and 27% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time is 18 days, a Hot Seller’s Market. This range represents 11% of the active inventory and 12% of demand.
For homes priced between $1.25 million to $1.5 million, the Expected Market Time is 18 days, a Hot Seller’s Market. This range represents 9% of the active inventory and 11% of demand.
For homes priced between $1.5 million to $2 million, the Expected Market Time is 20 days, a Hot Seller’s Market. This range represents 10% of the active inventory and 10% of demand.
For homes priced between $2 million and $4 million, the Expected Market in the past two weeks decreased from 35 to 33 days. For homes priced between $4 million and $8 million, the Expected Market Time increased from 48 to 75 days. For homes priced above $8 million, the Expected Market Time increased from 166 to 195 days.
The luxury end, all homes above $2 million, accounts for 27% of the inventory and 12% of demand.
Distressed homes, both short sales and foreclosures combined, made up only 0.1% of all listings and 0.2% of demand. There are only 2 foreclosures and no short sales available to purchase today in all of Orange County, 2 total distressed homes on the active market, unchanged from two weeks ago. Last year there were 11 total distressed homes on the market, similar to today.
There were 1,774 closed residential resales in February, 22% less than February 2021’s 2,283 closed sales. February marked a 2% drop compared to January 2022. The sales to list price ratio was 103.7% for all of Orange County. Foreclosures accounted for just 0.2% of all closed sales, and short sales accounted for 0.3%. That means that 99.5% of all sales were good ol’ fashioned sellers with equity.
2022-03-01T14:27:00-07:002022-03-31T10:47:19-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:17415Orange County Housing Report: February 2022<img src="https://assets.site-static.com/userfiles/2296/image/Screen_Shot_2022-02-02_at_12.12.02_PM.png" width="1206" height="804" />
The active listing inventory shed 20 homes, down 2%, and now totals 1,080 homes, its lowest level for this time of the year since tracking began 18 years ago. In December, there were 2% fewer homes that came on the market compared to the 3-year average prior to COVID (2017 to 2019), 26 fewer. Last year, there were 2,627 homes on the market, 1,547 additional homes, or 143% more.
Demand, the number of pending sales over the prior month, surged by 131 pending sales in the past two weeks, up 10%, and now totals 1,426. Last year, there were 2,055 pending sales, 44% more than today due to the impact of COVID on housing.
With demand surging and supply slightly dropping, the Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, decreased from 25 to 23 days in the past couple of weeks, an insanely Hot Seller’s Market (less than 60 days). It was at 38 days last year, slower than today.
For homes priced below $750,000, the market is a Hot Seller’s Market (less than 60 days) with an Expected Market Time of 19 days. This range represents 28% of the active inventory and 33% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time is 16 days, a Hot Seller’s Market. This range represents 18% of the active inventory and 26% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time is 14 days, a Hot Seller’s Market. This range represents 7% of the active inventory and 12% of demand.
For homes priced between $1.25 million to $1.5 million, the Expected Market Time is 20 days, a Hot Seller’s Market. This range represents 8% of the active inventory and 8% of demand.
For homes priced between $1.5 million to $2 million, the Expected Market Time is 25 days, a Hot Seller’s Market. This range represents 8% of the active inventory and 8% of demand.
For homes priced between $2 million and $4 million, the Expected Market decreased from 55 to 34 days. For homes priced between $4 million and $8 million, the Expected Market Time decreased from 159 to 74 days. For homes priced above $8 million, the Expected Market Time decreased from 210 to 172 days.
The luxury end, all homes above $2 million, accounts for 31% of the inventory and 14% of demand.
Distressed homes, both short sales and foreclosures combined, made up only 0.2% of all listings and 0.6% of demand. There is only 1 foreclosure and 1 short sale available to purchase today in all of Orange County, 2 total distressed homes on the active market, down 1 from two weeks ago. Last year there were 8 total distressed homes on the market, similar to today.
There were 2,486 closed residential resales in December, 20% less than December 2020’s 3,091 closed sales. For the year, through December, there have been 35,180 closed sales, 16% higher than 2020 and the most sales since 2005. December marked a 3% drop compared to November 2021. The sales to list price ratio was 101.1% for all of Orange County. Foreclosures accounted for just 0.2% of all closed sales, and there were no closed short sales. That means that 99.8% of all sales were good ol’ fashioned sellers with equity.
2022-02-01T13:26:00-07:002022-03-01T14:29:00-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:16881Orange County Housing Report: January 2022<img src="https://assets.site-static.com/userfiles/2296/image/oc_housign_report_graphic.jpg" width="1227" height="917" />
Active Inventory – the year will begin with less than 1,000 homes, the lowest start by far since tracking began in 2004. It will be 60% less than the 2,522 start to 2021, the prior record low. With very few available homes to purchase, housing will be extremely hot on January 1. The theme for 2022 will be the same as 2021, not enough homes for buyers to purchase. Instead, they will all be in escrow. Expect the active inventory to peak around August eclipsing 5,000 homes, well below the over 7,000 home peak prior to COVID.
Demand – with an anemic inventory and the historically low mortgage rate environment, buyer demand will be extremely strong from the start of the year through the Summer Market. With tremendous buyer competition, buyers will be willing to stretch above the asking price; so, expect appreciation around 8 to 10% for the year. Demand will be at its strongest, and most appreciation will occur from January through July, and then will downshift during the Autumn and Holiday Markets.
Housing Cycle - the housing market will follow a normal housing cycle. The strongest demand coupled with plenty of fresh inventory will occur during the Spring Market. This will be followed by slightly less demand and a continued new supply of homes in the Summer Market. From there, demand will drop further along with fewer homes entering the fray in the Autumn Market. Finally, all the distractions of the Holiday Market will be punctuated with the lowest demand of the year and few homeowners opting to sell.
Closed Sales - the number of successful, closed sales will decrease 3 to 6% compared to 2021, with around 33,500 (2021 had the most sales since 2005).
Luxury Market – luxury housing will continue to be exceptionally hot, yet sales will drop slightly from 2021’s record year. The Spring Market will be the strongest for luxury and will become a bit more sluggish with more Wall Street volatility during the second half of the year.
Interest Rates – look for mortgage rates to continue to remain at historically low levels until the pandemic improves dramatically, most likely during the second half of the year. Yet, rates will have a hard time surpassing 3.5%. Even with Federal Reserve reversing their MBS (mortgage-backed securities) purchases and raising the Federal Funds Rate (short term rates), and heightened inflation, long term mortgage rates will continue to bounce between 2.75% to 3.5%. If mortgage rates remain at these low levels, housing will be insane.
Distressed Inventory – do not expect a wave of foreclosures. The number of active forbearances will dwindle to nearly none. As home values have surged, very few homeowners are under water, which is one of the main reasons the vast majority of forbearance exits are either performing on a monthly basis or paid off their loans. The foreclosure moratorium resulted in very few foreclosures in 2021, so expect slightly more in 2022. Nonetheless, the total numbers will be very low and undetectable in the broader housing market
2021-12-28T11:28:00-07:002021-12-28T11:37:14-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:16476Orange County Housing Report: December 2021<img src="https://assets.site-static.com/userfiles/2296/image/dec_newsletter_grapoh.png" width="785" height="600" />
The active listing inventory shed 71 homes in the past two weeks, down 4%, and now totals 1,793 homes, its lowest level since tracking. In October, there were 14% fewer homes that came on the market compared to the 3-year average prior to COVID (2017 to 2019), 408 less. Last year, there were 3,843 homes on the market, 2,050 additional homes, or 114% more.
Demand, the number of pending sales over the prior month, decreased by 107 pending sales in the past two weeks, down 4%, and now totals 2,322. Last year, there were 2,799 pending sales, 21% more than today due to a four-month delay in the Spring Market because of COVID.
With a similar drop in both supply and demand, the Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, remained unchanged at 23 days in the past couple of weeks, an extremely Hot Seller’s Market (less than 60 days). It was at 41 days last year, slower than today.
For homes priced below $750,000, the market is a Hot Seller’s Market (less than 60 days) with an Expected Market Time of 19 days. This range represents 28% of the active inventory and 33% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time is 18 days, a Hot Seller’s Market. This range represents 21% of the active inventory and 27% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time is 18 days, a Hot Seller’s Market. This range represents 10% of the active inventory and 13% of demand.
For homes priced between $1.25 million to $1.5 million, the Expected Market Time is 20 days, a Hot Seller’s Market. This range represents 8% of the active inventory and 9% of demand.
For homes priced between $1.5 million and $2 million, the Expected Market increased from 24 to 25 days. For homes priced between $2 million and $4 million, the Expected Market Time decreased from 54 to 42 days. For homes priced above $4 million, the Expected Market Time decreased from 126 to 94 days.
The luxury end, all homes above $1.5 million, accounts for 33% of the inventory and 18% of demand.
Distressed homes, both short sales and foreclosures combined, made up only 0.6% of all listings and 0.3% of demand. There are only 8 foreclosures and 2 short sales available to purchase today in all of Orange County, 10 total distressed homes on the active market, up 1 from two weeks ago. Last year there were 12 total distressed homes on the market, similar to today.
There were 2,778 closed residential resales in October, 17% less than October 2020’s 3,359 closed sales. For the year, through October, there have been 30,097 closed sales, 23% higher than last year. September marked a 7% drop compared to September 2021. The sales to list price ratio was 100.5% for all of Orange County. Foreclosures accounted for just 0.29% of all closed sales, and short sales accounted for 0.04%. That means that 99.7% of all sales were good ol’ fashioned sellers with equity
2021-11-29T10:41:00-07:002021-11-29T10:50:12-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:16018Orange County Housing Report: November 2021<img src="https://assets.site-static.com/userfiles/2296/image/oc_report_graphic.jpg" width="1225" height="920" />
The active listing inventory shed 137 homes in the past two weeks, down 6%, and now totals 2,042 homes, its lowest level since tracking. In September, there were 10% fewer homes that came on the market compared to the 3-year average between 2017 to 2019 (2020 was skewed due to COVID-19), 314 less. Last year, there were 4,173 homes on the market, 2,131 additional homes, or 104% more.
Demand, the number of pending sales over the prior month, decreased by 6 pending sales in the past two weeks, nearly unchanged, and now totals 2,515. Last year, there were 3,153 pending sales, 25% more than today due to a delay in the Spring Market because of COVID.
With large drops in the supply, the Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, decreased from 26 to 24 days in the past couple of weeks, an extremely Hot Seller’s Market (less than 60 days). It was at 40 days last year, slower than today.
For homes priced below $750,000, the market is a Hot Seller’s Market (less than 60 days) with an Expected Market Time of 20 days. This range represents 29% of the active inventory and 35% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time is 18 days, a Hot Seller’s Market. This range represents 19% of the active inventory and 26% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time is 20 days, a Hot Seller’s Market. This range represents 10% of the active inventory and 12% of demand.
For homes priced between $1.25 million to $1.5 million, the Expected Market Time is 19 days, a Hot Seller’s Market. This range represents 8% of the active inventory and 10% of demand.
For homes priced between $1.5 million and $2 million, the Expected Market remained unchanged at 29 days. For homes priced between $2 million and $4 million, the Expected Market Time increased from 41 to 49 days. For homes priced above $4 million, the Expected Market Time decreased from 135 to 129 days.
The luxury end, all homes above $1.5 million, accounts for 34% of the inventory and 16% of demand.
Distressed homes, both short sales and foreclosures combined, made up only 0.5% of all listings and 0.3% of demand. There are only 8 foreclosures and 3 short sales available to purchase today in all of Orange County, 11 total distressed homes on the active market, up 2 from two weeks ago. Last year there were 16 total distressed homes on the market, similar to today.
There were 2,981 closed residential resales in September, 11% less than August 2020’s 3,336 closed sales. September marked a 4% drop compared to August 2021. The sales to list price ratio was 100.8% for all of Orange County. Foreclosures accounted for just 0.1% of all closed sales, and short sales accounted for 0.1%. That means that 99.8% of all sales were good ol’ fashioned sellers with equity.
2021-10-26T12:29:00-07:002021-10-26T12:42:49-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:15732Orange County Housing Report: October 2021<img src="https://assets.site-static.com/userfiles/2296/image/unnamed_1.png" width="512" height="391" />
The active listing inventory did not change at all in the past two weeks, remaining at 2,289 homes. In August, there were 10% fewer homes that came on the market compared to the 3-year average between 2017 to 2019 (2020 was skewed due to COVID-19), 357 less. Last year, there were 4,213 homes on the market, 1,924 additional homes, or 84% more.
Demand, the number of pending sales over the prior month, decreased by 59 pending sales in the past two weeks, down 2%, and now totals 2,623. Last year, there were 3,256 pending sales, 24% more than today due to a delay in the Spring Market because of COVID.
With no change in the supply and a slight drop in demand, the Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, remained unchanged at 26 days in the past couple of weeks, an extremely Hot Seller’s Market (less than 60 days). It was at 39 days last year slightly slower than today.
For homes priced below $750,000, the market is a Hot Seller’s Market (less than 60 days) with an Expected Market Time of 22 days. This range represents 30% of the active inventory and 35% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time is 19 days, a Hot Seller’s Market. This range represents 20% of the active inventory and 28% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time is 22 days, a Hot Seller’s Market. This range represents 10% of the active inventory and 12% of demand.
For homes priced between $1.25 million to $1.5 million, the Expected Market Time is 29 days, a Hot Seller’s Market. This range represents 9% of the active inventory and 8% of demand.
For homes priced between $1.5 million and $2 million, the Expected Market increased from 25 to 28 days. For homes priced between $2 million and $4 million, the Expected Market Time decreased from 52 to 43 days. For homes priced above $4 million, the Expected Market Time decreased from 124 to 122 days.
The luxury end, all homes above $1.5 million, accounts for 31% of the inventory and 17% of demand.
Distressed homes, both short sales and foreclosures combined, made up only 0.4% of all listings and 0.3% of demand. There are only 7 foreclosures and 2 short sales available to purchase today in all of Orange County, 9 total distressed homes on the active market, down 4 from two weeks ago. Last year there were 13 total distressed homes on the market, similar to today.
There were 3,119 closed residential resales in August, 1% less than August 2020’s 3,153 closed sales. August marked a 3% drop compared to July 2021. The sales to list price ratio was 101.3% for all of Orange County. Foreclosures accounted for just 0.2% of all closed sales, and short sales accounted for 0.1%. That means that 99.7% of all sales were good ol’ fashioned sellers with equity.
2021-10-01T10:39:00-07:002021-10-01T10:49:35-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:15437Orange County Housing Report: September<img src="https://assets.site-static.com/userfiles/2296/image/Demand-Sept.png" width="512" height="391" />
Housing will now shift gears and transition to a slower time of the year. Nevertheless, this will be the hottest Autumn Market since tracking began in 2004:
The active listing inventory decreased by 239 homes in the past two-weeks, down 9%, and now totals 2,289, its largest drop of the year. In August, there were 12% fewer homes that came on the market compared to the 3-year average between 2017 to 2019 (2020 was skewed do to COVID-19), 412 less. Last year, there were 4,252 homes on the market, 1,963 additional homes, or 86% more.
Demand, the number of pending sales over the prior month, decreased by 12 pending sales in the past two-weeks, nearly unchanged, and now totals 2,682. Last year, there were 3,340 pending sales, 25% more than today and a four-month delayed peak due to COVID.
With a large drop in the supply and demand nearly unchanged, the Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, decreased from 28 to 26 days in the past couple of weeks, its hottest level since June and an extremely Hot Seller’s Market (less than 60 days). It was at 38 days last year slightly slower than today.
For homes priced below $750,000, the market is a Hot Seller’s Market (less than 60 days) with an Expected Market Time of 21 days. This range represents 29% of the active inventory and 36% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time is 20 days, a Hot Seller’s Market. This range represents 22% of the active inventory and 28% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time is 19 days, a Hot Seller’s Market. This range represents 9% of the active inventory and 12% of demand
For homes priced between $1.25 million to $1.5 million, the Expected Market Time is 28 days, a Hot Seller’s Market. This range represents 8% of the active inventory and 8% of demand
For homes priced between $1.5 million and $2 million, the Expected Market Time remained unchanged at 25 days. For homes priced between $2 million and $4 million, the Expected Market Time decreased from 62 to 52 days. For homes priced above $4 million, the Expected Market Time decreased from 132 to 124 days.
The luxury end, all homes above $1.5 million, accounts for 32% of the inventory and 16% of demand.
Distressed homes, both short sales and foreclosures combined, made up only 0.6% of all listings and 0.3% of demand. There are only 10 foreclosures and 3 short sales available to purchase today in all of Orange County, 13 total distressed homes on the active market, up 1 from two-weeks ago. Last year there were 13 total distressed homes on the market, identical to today.
There were 3,205 closed residential resales in July, 6% more than July 2020’s 3,011 closed sales. July marked a 10% drop compared to June 2021. The sales to list price ratio was 101.5% for all of Orange County. Foreclosures accounted for just 0.2% of all closed sales, and short sales accounted for 0.2%. That means that 99.6% of all sales were good ol’ fashioned sellers with equity.
2021-09-09T10:14:00-07:002021-09-09T10:34:46-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:15071Orange County Housing Report: August<img src="https://lh3.googleusercontent.com/VcDZfun2RmqV5ekYXBzkYy8-ljFeHA4AMDTKjO37AdFEkXwuu-VtbchrePHd6z6ZXhwvsof0MmeHXdfQS96mQ4MKlWifkut2r4iyEt_-SvCSVWzmr9WUAKPA8wjk3slEKO7Dr7Y" width="568" height="433" />
Orange County Housing Market Summary:
The active listing inventory increased by 9 homes in the past two-weeks, nearly unchanged, and now totals 2,537, its highest level since January. In June, there were 12% fewer homes that came on the market compared to 5-year average between 2015 to 2019 (2020 was skewed do to COVID-19), 476 less. Last year, there were 4,590 homes on the market, 2,053 additional homes, or 81% more.
Demand, the number of pending sales over the prior month, increased by 51 pending sales in the past two-weeks, up 2%, and now totals 2,812. Last year, there were 3,200 pending sales, 14% more than today, due to a delayed Spring Market.
With a slight increase in the supply and an increase in demand, the Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, remained unchanged at 27 days in the past couple of weeks, its highest level since February, but still an extremely Hot Seller’s Market (less than 60 days). It was at 43 days last year and getting hotter.
For homes priced below $750,000, the market is a Hot Seller’s Market (less than 60 days) with an Expected Market Time of 20 days. This range represents 28% of the active inventory and 37% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time is 23 days, a Hot Seller’s Market. This range represents 22% of the active inventory and 26% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time is 23 days, a Hot Seller’s Market. This range represents 20% of the active inventory and 12% of demand
For homes priced between $1.25 million to $1.5 million, the Expected Market Time is 28 days, a Hot Seller’s Market. This range represents 9% of the active inventory and 9% of demand
For homes priced between $1.5 million and $2 million, the Expected Market Time decreased from 30 to 28 days. For homes priced between $2 million and $4 million, the Expected Market Time remained unchanged at 55 days. For homes priced above $4 million, the Expected Market Time decreased from 168 to 131 days.
The luxury end, all homes above $1.5 million, accounts for 31% of the inventory and 15% of demand.
Distressed homes, both short sales and foreclosures combined, made up only 0.5% of all listings and 0.4% of demand. There are only 7 foreclosures and 5 short sales available to purchase today in all of Orange County, 12 total distressed homes on the active market, up 5 from two-weeks ago. Last year there were 25 total distressed homes on the market, slightly more than today.
There were 3,545 closed residential resales in June, 63% more than June 2020’s 2,169 closed sales. June marked a 10% increase compared to May 2021. The sales to list price ratio was 101.4% for all of Orange County. Foreclosures accounted for just 0.1% of all closed sales, and short sales accounted for 0.1%. That means that 99.8% of all sales were good ol’ fashioned sellers with equity.
2021-08-06T16:18:00-07:002021-08-06T16:26:59-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:14617The Investor's Map to Millions<a href="https://us02web.zoom.us/j/86459384908?pwd=SFVuTkIxc3NHeThySy9Gd1BkV2Q2UT09"><img src="https://assets.site-static.com/userfiles/2296/image/investor-map.png" width="2240" height="1260" /></a>
One of the most frequent objections I hear on the topic of investing is "I don't need to be an investor. My job takes care of my financial stability." to which I ask "What's your plan B?"
As in, what happens if you lose the job you have and completely disrupt the stability you depend on?
The reality is that your job does not provide you financial freedom. Depending on who you are, financial freedom can mean different things - life without student loans, enough money to retire comfortably, passive income so you never have to go to your day job - but the core premise of financial freedom is the same: having the fiscal stability to live the life you want.
We're taking it one step further... Not only can you use real estate to live the life you want, you can create major financial wealth!!
<a href="https://us02web.zoom.us/meeting/register/tZIpcuCrpj8jGtwv0GVwVVIn9ZRzf15peEWy">Register for our next webinar</a> where I will teach you how to grow your net worth using the power of leverage by mastering what real estate investments to buy and how to buy them!
<a href="https://us02web.zoom.us/meeting/register/tZIpcuCrpj8jGtwv0GVwVVIn9ZRzf15peEWy"><img src="https://assets.site-static.com/userfiles/2296/image/Map-to-Millions-Button.png" width="395" height="99" /></a>
Can't wait for the webinar to start leveraging your real estate portfolio? Contact us below to set up a free consultation!2021-06-30T14:30:00-07:002021-07-01T11:45:01-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:14593Orange County Housing Report: July<img src="https://assets.site-static.com/userfiles/2296/image/supply-june.png" width="888" height="679" />
Orange County Housing Market Summary
The active listing inventory increased by 174 homes in the past two-weeks, up 8%, and now totals 2,388, its largest increase of the year and its highest level since February. From June 1st through June 15th, there were 19% fewer homes that came on the market compared to 5-year average between 2015 to 2019 (2020 was skewed do to COVID-19), 405 less. Last year, there were 4,710 homes on the market, 2,322 additional homes, or 97% more.
Demand, the number of pending sales over the prior month, decreased by 151 pending sales in the past two-weeks, down 5%, and now totals 2,906, its largest decrease of the year and its lowest level since February. Mortgage rates remain at historically low levels, maintaining demand’s current brisk pace. Last year, there were 2,992 pending sales, 3% more than today. It was the first time the prior year was higher than the current year dating back to June 2020.
With an increase in the supply and a drop in demand, the Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, increased from 22 to 25 days in the past couple of weeks, its highest level since February, but still an extremely Hot Seller’s Market (less than 60 days). It was at 47 days last year and rapidly getting hotter as 2020’s delayed Spring Market had begun.
For homes priced below $750,000, the market is a Hot Seller’s Market (less than 60 days) with an Expected Market Time of 18 days. This range represents 28% of the active inventory and 38% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time is 20 days, a Hot Seller’s Market. This range represents 21% of the active inventory and 26% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time is 18 days, a Hot Seller’s Market.
For homes priced between $1.25 million to $1.5 million, the Expected Market Time is 24 days, a Hot Seller’s Market.
For homes priced between $1.5 million and $2 million, the Expected Market Time increased from 28 to 29 days. For homes priced between $2 million and $4 million, the Expected Market Time increased from 44 to 57 days. For homes priced above $4 million, the Expected Market Time increased from 134 to 144 days.
The luxury end, all homes above $1.5 million, accounts for 35% of the inventory and 15% of demand.
Distressed homes, both short sales and foreclosures combined, made up only 0.4% of all listings and 0.3% of demand. There are only 5 foreclosures and 5 short sales available to purchase today in all of Orange County, 10 total distressed homes on the active market, no change from two-weeks ago. Last year there were 29 total distressed homes on the market, slightly more than today.
There were 3,237 closed residential resales in May, 134% more than May 2020’s 1,386 closed sales. May marked an 7% decline from April 2021. The sales to list price ratio was 100.7% for all of Orange County. Foreclosures accounted for just 0.1% of all closed sales, and short sales accounted for 0.1%. That means that 99.8% of all sales were good ol’ fashioned sellers with equity.
2021-06-29T12:07:00-07:002021-06-29T12:19:38-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:14533What is a Probate Realtor?<img src="https://assets.site-static.com/userfiles/2296/image/probate-realtor.png" width="2240" height="1260" />
When a person passes away, their financial and physical assets are usually left to their family members to handle. But sometimes, when an estate was not placed under a living trust by the deceased owner, the properties are dealt with according to the codes and laws of their state. This process is called <a href="https://www.orangecountyrealestateservices.com/about/probate/">probate</a>.
If an estate is dealt with through probate, that means the court is responsible for conducting the legal estate plan. This court-supervised legal procedure ensures that proper representatives are appointed to handle the financial and physical assets of the decedent. That usually means the probate process needs an attorney who sees the legal aspects, such as filing the initial documents and closing the petitions, and a real estate agent to assist with the property sale.
A probate real estate agent enters the picture when the decedent's estate includes property that needs to be sold. You need a probate realtor along with an attorney because even the simplest probate sale can have nuances that need to be done according to the state's probate laws.
Do you really need a probate realtor?
It is not obligatory to have a probate-specific realtor; however, you could lose significant time and money by hiring someone who has little probate experience. Because the entire process of probate is supervised by the court, even a regular realtor could mismanage all of the probate-exclusive codes, laws, details, timelines, and probate sale issues. In addition, they may not know the correct probate procedure or use the specific probate forms. If either of these is not done properly, the probate judge will not close out the probate in the final hearing, causing your family even more stress in the long run.
On top of that, probate laws and codes are always changing, and it is impossible for just anyone to keep an up-to-date knowledge and understanding of those changes. A probate-certified realtor can be your alliance and support system in selling your probate real estate the right way, conducting all the complicated legal work alongside your probate attorney.
The selling process of any probate real estate is more complicated than the regular selling process. So, hiring a specialized probate realtor can make this whole legal process a smooth experience for you.
What does a probate realtor do?
The time following the death of a loved one is stressful. If you are the executor of their estate, you’ll have a long list of to-do’s between notifying friends and family, arranging a final disposition, and planning a celebration of life, much less navigating through the grieving process. A probate realtor can help a family by selling their estate quickly and easily. Probate realtors often deal with the court system directly and keep in touch with the probate attorney. This way, you can have a break and remain stress-free during the proceedings. They are ready to answer any questions that you might have and explain each step necessary for completing the transactions.
A probate realtor will invest their time and energy to fix issues with the home, including getting inspections, bids, repairs, coordinating with escrow, and so on.
What to Look for in a Probate Realtor
When considering your options in hiring a probate realtor, make sure they tick all of these boxes:
A probate-specific marketing plan
Contract documentation and disclosure forms for real property transactions
Relationships with probate attorneys and/or law firms
References of probate clients they have worked with
There are many other details to consider, but suffice it to say that when it comes to probate, trust and inherited property sales, not all REALTORS® are created equal. Fortunately, this process can be made easier by partnering with an organized and efficient professional that can liquidate the estate’s assets in the most profitable and dignified manner. Jordan Bennett & Associates can help you navigate the liquidation process with the least complications for you and your family.
Give yourself some grace during this difficult time, and let our expert probate realtor Jordan Bennett handle all the details for you. Contact us below for a free consultation.2021-06-24T10:43:00-07:002021-06-24T11:07:41-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:14427What is a Qualified Intermediary? | 1031 Exchange<img src="https://assets.site-static.com/userfiles/2296/image/QI.png" width="2240" height="1260" />
A 1031 Exchange is a real estate investment strategy utilized to defer paying capital gains taxes on the sale of an income property. A 1031 exchange can be your best friend if you intend to continue to use real estate as an investment, but may want to make some changes to your portfolio. This loophole allows you to transfer the tax liability of your relinquished property to the new like-kind replacement property or properties.
A 1031 Exchange is not a do-it-yourself endeavor. If you are thinking about using this incredible tax deferral strategy, a Qualified Intermediary is essential.
What is a Qualified Intermediary?
Also known as an Accommodator or Exchange Intermediary, a Qualified Intermediary (QI) is a third party that helps facilitate lawful, equitable and timely 1031 Exchanges. The process of a 1031 exchange is quite simple and easy to follow, but the rules can be complicated and filled with pitfalls. Because of that reason investors often find it hard to navigate through the process of a 1031 exchange. A competent and experienced QI can make the whole exchange process smooth and stress-free, and can save you from paying a ridiculous amount of taxes from a failed exchange.
What does a Qualified Intermediary do?
A qualified intermediary will serve in numerous capacities during a 1031 exchange:
The IRC requires that the exchanger must assign their interest as a seller of the relinquished property or their interest as the buyer of the replacement property to the exchange intermediary. For this, the QI becomes an actual principal in the exchange, and a reciprocal trade is created. Even though it is the investor that is buying and selling, the QI ensures an arms-length transaction, expressly limiting the taxpayer’s rights to receive, pledge, borrow, or otherwise obtain benefits of money from the exchange.
The Qualified Intermediary holds the funds for the investor. The investor is not allowed to have any actual or constructive receipts of the proceeds from the sale of the relinquished property. The Qualified Intermediary holds the funds until the 1031 Exchange is complete.
Another important role that the qualified intermediary plays in a 1031 exchange is preparing the proper documents for the investor.
Who to hire as your Qualified Intermediary?
The rules and regulations of section 1031 of the IRC can be quite vague and hard to understand. Hiring a competent and experienced exchange intermediary is important for a successful 1031 exchange completion.
The investor should be picky in choosing a Qualified Intermediary for their 1031 exchange because the success of this tax deferral strategy depends on the QI’s competency. The most important qualification should be their ability to understand the tax code thoroughly and communicate that with the investor. They should also pay close attention to the safety and security methods used by the intermediary in handling the exchange funds.
Someone who has acted as the taxpayer’s employee, attorney, investment banker or broker, or real estate agent within the two years of the exchange disqualifies them from being an eligible intermediary.
If you are a real estate investor seeking the help of a QI, I would be happy to connect you to our vendor network! Contact me below for a referral. 2021-06-15T10:26:00-07:002021-06-15T10:33:49-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:14183Orange County Housing Report: June<img src="https://assets.site-static.com/userfiles/2296/image/image8.png" width="896" height="684" />
The active listing inventory added 8 homes in the past two-weeks, nearly unchanged, and now totals 2,255. From May 1st to May 15th, there were 20% fewer homes that came on the market compared to 5-year average between 2015 to 2019 (2020 was skewed do to COVID-19), 424 less. Last year, there were 5,044 homes on the market, 2,789 additional homes, or 123% more.
Demand, the number of pending sales over the prior month, decreased by 44 pending sales in the past two-weeks, down 1%, and now totals 3,083. Rates remain below 3%, maintaining demand’s current brisk pace. Last year, there were 2,035 pending sales, 34% fewer than today. Keep in mind, housing was thawing out rapidly in May and June as rates dropped to historically low levels.
The Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, remained unchanged at 22 days in the past couple of weeks, an extremely Hot Seller’s Market (less than 60 days). It was at 74 days last year, slower than today.
For homes priced below $750,000, the market is a Hot Seller’s Market (less than 60 days) with an Expected Market Time of 16 days. This range represents 28% of the active inventory and 38% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time is 17 days, a Hot Seller’s Market. This range represents 20% of the active inventory and 26% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time is 16 days, a Hot Seller’s Market.
For homes priced between $1.25 million to $1.5 million, the Expected Market Time is 21 days, a Hot Seller’s Market.
For homes priced between $1.5 million and $2 million, the Expected Market Time increased from 22 to 28 days. For homes priced between $2 million and $4 million, the Expected Market Time remained unchanged at 41 days. For homes priced above $4 million, the Expected Market Time increased from 114 to 126 days.
The luxury end, all homes above $1.5 million, accounts for 36% of the inventory and 16% of demand.
Distressed homes, both short sales and foreclosures combined, made up only 0.4% of all listings and 0.5% of demand. There are only 5 foreclosures and 5 short sales available to purchase today in all of Orange County, 10 total distressed homes on the active market, down 4 from two-weeks ago. Last year there were 39 total distressed homes on the market, more than today.
There were 3,470 closed residential resales in April, 103% more than April 2020’s 1,712 closed sales. March marked an 8% rise over March 2021. It was the strongest closing month since 2005. The sales to list price ratio was 100.3% for all of Orange County. Foreclosures accounted for just 0.1% of all closed sales, and short sales accounted for 0.1%. That means that 99.8% of all sales were good ol’ fashioned sellers with equity.
2021-06-03T16:50:00-07:002021-06-04T13:12:30-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:14026What is a Reverse 1031 Exchange?<img src="https://assets.site-static.com/userfiles/2296/image/5.png" width="2240" height="1260" />
<a href="https://www.orangecountyrealestateservices.com/about/1031-exchange/">The 1031 Exchange</a> allows a person to sell one or more appreciated assets (generally rental or investment real estate) and defer the payment of capital gain taxes by acquiring one or more replacement properties. 1031 Tax Deferred Exchanges allow you to keep 100% of your money working for you instead of paying about one-third of your equity to Uncle Sam.
There are 4 common options in performing a 1031 Exchange. The most common <a href="https://www.orangecountyrealestateservices.com/blog/1031-exchange-rules-all-you-need-to-know/">like-kind exchange</a> types include the simultaneous, delayed, reverse, and construction (or improvement) exchange. Depending on what order you acquire a replacement property and sell your relinquished property, you will fall under one of those options.
The most common type of exchange is the delayed exchange, where an investor sells the investment property first, THEN acquires a replacement.
A reverse 1031 exchange is exactly as it sounds: instead of selling an existing investment property and then buying a new one, the investor buys a new property and sells the relinquished one afterwards. Other than the order of operations, almost all <a href="https://www.orangecountyrealestateservices.com/blog/1031-exchange-rules-all-you-need-to-know/">the regular rules of a 1031 Exchange</a> remain the same in a reverse 1031 Exchange.
What do you need to know?
The process of using a reverse 1031 Exchange sometimes seems more complicated than a regular exchange. For starters, in a reverse exchange, you cannot hold the title of the property you buy right away. The title of your future property has to be held by an Exchange Accommodation Titleholder who will acquire and hold the target property in a separate special-purpose entity, typically a single member LLC, pending completion of the exchange process.
One other thing the investor has to keep in mind is timing. The deadlines to complete a reverse 1031 exchange also function in reverse. The <a href="https://www.orangecountyrealestateservices.com/blog/how-much-time-do-you-have-to-complete-a-1031-exchange/">45-day identification window</a> in a regular exchange is still in effect, but the purpose of this deadline is to identify the property you are going to SELL. Similarly, you will have to complete selling your property within 180 calendar days starting from the closing of the property you bought. This should be the easy part in a seller’s market!
Advantages of a Reverse 1031 Exchange
Many real estate investors choose a reverse 1031 exchange to ensure they have a replacement property, thus reducing their risk of paying capital gains taxes. A reverse 1031 exchange is most beneficial in a seller’s market where demand for properties outweighs supply. By purchasing your replacement property first, you are essentially getting the hard part over with, making the rest of the process smooth sailing and guaranteeing a successful transfer.
Considerations Before You Start
In most normal real estate transactions, homeowners need to sell their primary residence first in order to have the funds available to purchase their next home. The same goes with investment properties. If you do not have liquid assets on hand to purchase the replacement property before you sell, you will need to get a loan. This can be hit-or-miss with properties that are held by an Exchange Accommodation Titleholder, so it’s best to inquire with your lender before you begin the process.
If you are considering a 1031 exchange, don’t go at it alone! We’d be more than happy to answer any of your questions and help get the process rolling in the right direction.
2021-05-20T16:11:00-07:002021-05-20T16:27:59-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:13788Orange County Housing Report: May<img src="https://assets.site-static.com/userfiles/2296/image/image6.png" width="889" height="679" />
Orange County Housing Market Summary: May
The active listing inventory decreased by 110 homes in the past two-weeks, down 5%, and now totals 2,274, its second lowest level since tracking began in 2004 behind 2,240 achieved on April 1st. From April 1 to April 15, there were 13% fewer homes that came on the market compared to 5-year average between 2015 to 2019 (2020 was skewed do to COVID-19), 274 less. Last year, there were 4,625 homes on the market, 2,351 additional homes, or 103% more.
Demand, the number of pending sales over the prior month, increased by 11 pending sales in the past two-weeks, nearly unchanged, and now totals 3,081. Rates dropped down to below 3% for the first time since February, keeping demand at its current brisk pace. Last year, there were 1,172 pending sales, 62% fewer than today. Keep in mind, it was the start of the pandemic too, which negatively affected demand through May.
The Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, decreased from 23 days to 22 in the past couple of weeks, an extremely Hot Seller’s Market (less than 60 days). It was at 118 days last year, slower than today.
For homes priced below $750,000, the market is a Hot Seller’s Market (less than 60 days) with an Expected Market Time of 16 days. This range represents 28% of the active inventory and 39% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time is 15 days, a Hot Seller’s Market. This range represents 18% of the active inventory and 26% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time is 20 days, a Hot Seller’s Market.
For homes priced between $1.25 million to $1.5 million, the Expected Market Time is 23 days, a Hot Seller’s Market.
For homes priced between $1.5 million and $2 million, the Expected Market Time decreased from 27 to 22 days. For homes priced between $2 million and $4 million, the Expected Market Time increased from 45 to 46 days. For homes priced above $4 million, the Expected Market Time decreased from 148 to 137 days.
The luxury end, all homes above $1.5 million, accounts for 36% of the inventory and 17% of demand.
Distressed homes, both short sales and foreclosures combined, made up only 0.5% of all listings and 0.3% of demand. There are only 7 foreclosures and 5 short sales available to purchase today in all of Orange County, 12 total distressed homes on the active market, up 1 from two-weeks ago. Last year there were 44 total distressed homes on the market, more than today.
There were 3,212 closed residential resales in March, 35% more than March 2020’s 2,383 closed sales. March marked a 41% rise over February 2021. It was the strongest March closing month since 2005. The sales to list price ratio was 100.3% for all of Orange County. Foreclosures accounted for just 0% of all closed sales, and short sales accounted for 0.09%. That means that 99.91% of all sales were good ol’ fashioned sellers with equity.
2021-05-04T12:09:00-07:002021-05-04T12:40:41-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:13768How to Satisfy HGTV Syndrome: Top Home Staging Tips to Steal from a Pro<a href="https://us02web.zoom.us/webinar/register/3016200801717/WN_6plwz9aNTxic337HThrgOA"><img src="https://assets.site-static.com/userfiles/2296/image/WEBINAR_BANNER_1.jpg" width="1200" height="675" /></a>
House Hunters. Fixer Upper. Property Brothers. Flip or Flop.<br role="presentation" data-uw-rm-sr="" />Thanks to these popular Reality TV shows, a new phenomenon called HGTV Syndrome is sweeping the nation. HGTV Syndrome is the term that real estate agents are using to describe what happens when consumers base their expectations of home buying and remodeling on what they see on tv. All of these shows have changed buyers' expectations during their home search - and not for the better! <br role="presentation" data-uw-rm-sr="" />
Join our next webinar with professional interior designer Stacey Kane as she shares how to create an HGTV effect with home staging! Stacey will give us her exclusive tips about using design techniques to attract the most buyer appeal and sell fast!
<a href="https://us02web.zoom.us/webinar/register/3016200801717/WN_6plwz9aNTxic337HThrgOA" data-uw-rm-brl="false"><img src="https://assets.site-static.com/userFiles/2296/image/Copy_of_Untitled_4.png" width="464" height="116" alt="Real estate photo" /></a>2021-05-03T15:17:00-07:002021-05-04T12:09:11-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:13696Orange County Housing Report: April<img src="https://assets.site-static.com/userfiles/2296/image/active-inventory-april.png" width="889" height="679" />
Orange County Housing Market Summary: April
The active listing inventory increased for the first time since October, adding 144 homes in the past two-weeks, up 6%, and now totals 2,384. It appears as if the inventory bottomed out two weeks ago. In March, there were 5% fewer homes that came on the market compared to 5-year average between 2015 to 2019 (2020 was skewed do to COVID-19), 179 less. Last year, there were 4,344 homes on the market, 1,960 additional homes, or 82% more.
Demand, the number of pending sales over the prior month, decreased by 92 pending sales in the past two-weeks, down 3%, and now totals 3,070, its first drop of the year. Even with rates dropping in the past couple of weeks, demand still dropped and may have peaked a couple of weeks ago. Last year, there were 1,990 pending sales, 65% fewer than today. Keep in mind, it was the start of the pandemic too, which negatively affected demand through May.
The Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, increased for the first time this year from 21 days to 23, an extremely Hot Seller’s Market (less than 60 days). It was at 121 days last year, slower than today.
For homes priced below $750,000, the market is a Hot Seller’s Market (less than 60 days) with an Expected Market Time of 18 days. This range represents 29% of the active inventory and 38% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time is 16 days, a Hot Seller’s Market. This range represents 18% of the active inventory and 26% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time is 17 days, a Hot Seller’s Market.
For homes priced between $1.25 million to $1.5 million, the Expected Market Time is 23 days, a Hot Seller’s Market.
For homes priced between $1.5 million and $2 million, the Expected Market Time decreased from 32 to 27 days. For homes priced between $2 million and $4 million, the Expected Market Time decreased from 53 to 45 days. For homes priced above $4 million, the Expected Market Time increased from 132 to 148 days.
The luxury end, all homes above $1.5 million, accounts for 37% of the inventory and only 17% of demand.
Distressed homes, both short sales and foreclosures combined, made up only 0.5% of all listings and 0.3% of demand. There are only 6 foreclosures and 5 short sales available to purchase today in all of Orange County, 11 total distressed homes on the active market, up 3 from two-weeks ago. Last year there were 41 total distressed homes on the market, more than today.
There were 3,212 closed residential resales in March, 35% more than March 2020’s 2,383 closed sales. March marked a 41% rise over February 2021. It was the strongest March closing month since 2005. The sales to list price ratio was 100.3% for all of Orange County. Foreclosures accounted for just 0% of all closed sales, and short sales accounted for 0.09%. That means that 99.91% of all sales were good ol’ fashioned sellers with equity.
2021-04-27T14:03:00-07:002021-04-27T14:22:00-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:13632What is the Three Property Rule in a 1031 Exchange?<img src="https://assets.site-static.com/userfiles/2296/image/5_REASONS_TO_HIRE_A_GREAT_BUYERS_AGENT_4.png" width="800" height="450" />
A <a href="https://www.orangecountyrealestateservices.com/about/1031-exchange/">1031 exchange</a> can be your best friend if you are thinking about selling your real estate investment property. This tax deferral strategy allows you to sell one or multiple properties and then buy a like-kind property or properties without the burden of paying a huge amount of taxes on the capital gain at the time of your sale. But naturally, the IRC Section demands that you follow a strict set of rules before you can reap the benefits from a 1031 exchange. One such rule is widely known as the Three Property Rule.
If you are considering a <a href="https://www.orangecountyrealestateservices.com/about/1031-exchange/">1031 exchange</a> for the sale of your investment property you may have already started looking for a replacement home that will help you defer your capital gains tax. Because it can be difficult to find the right property to complete your exchange within the 180 day period of eligibility, the rules allow for you to target up to three properties for your reinvestment. What exactly is this Three Property Rule and what do you have to do to follow it? You have come to the right place to find out!
The definition of the Three Property Rule set up by IRC states that an exchanger or taxpayer executing a 1031 exchange will get 45 calendar days from the closing date of the sale of their first relinquished property or properties to formally identify up to three replacement properties.
How many properties among the three do you need to buy?
The laws and regulations of the 1031 exchange clearly state that even though you can identify up to three properties within the 45-day window from the date of the closing of your first sale, you are not at all committed to buying all three of them. You can buy one, two or all three properties among the three identified and the tax deferral will still be effective. You also have the option to revoke a property from your list of identified properties. There is no limit on how many times you can add or remove properties from the list, just as long as the list is finalized within the 45-day timeframe.
You should keep in mind that whether you buy just one or all three among the identified properties, the market value of your replacement property must be equal to or greater than your relinquished property. One other important thing to remember is that you must acquire the identified replacement property or properties within the 180-day exchange period, otherwise, the 1031 exchange will not be effective for deferring your taxes.
Alternatives to the Three Property Rule
You may ask, “what if I want to identify more than three properties? Will the tax deferral strategy still work?” The answer is yes! In that case, the 3 Property Rule no longer apply, and you will slip into the <a href="https://www.orangecountyrealestateservices.com/blog/what-is-the-200-rule-for-1031-exchanges/">200% Rule</a>. According to this rule, you can identify more than three replacement properties so long as the aggregate value of your replacement property does not exceed 200% of the aggregate value of the relinquished property.
In simple terms, when you aim to trade up value, the Three Property Rule would be more applicable. But if you are trying to diversify across many properties (more than three), then the 200% rule comes into play. As an investor, you should decide which rule between these two will best suit your goals.
Contact me today for a no obligation consultation on deciding which choice is best for you! 2021-04-21T16:20:00-07:002021-04-21T16:30:57-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:13487Home Appraisal Lower Than Purchase Price? Here's What To Do.
When you're in a sellers market and there's upward pressure on prices paired with limited inventory, a lot of times what you'll see are multiple offer situations. Prices are driven up, in some cases above recent comparable sales, and sellers typically accept their highest and best bid. Would you blame them?
When the appraiser for the bank, for the buyer's lender, orders an appraisal, that appraiser is going to value that property in the ballpark of the most recent comparable sale. So if you're an escrow and you have an appraisal that comes in lower than the purchase price, you now have an issue to deal with.
What's going to happen in that situation is the buyer's lender is only going to give that buyer a loan based on the appraised value, not based on the purchase price. So essentially, you've really got three different things that could happen here.
Your 3 Options
The seller lowers the price to the appraised value and the buyer now purchases that home at the appraised value price.
The seller digs their heels in and says, "You know what? We're not going to drop our price," and you, the buyer, are going to get your loan based on that appraised value, but you're going to make up the difference between the appraised value and the purchase price in cash. Basically, we're bringing additional funds to the table.
Probably the thing that we see most frequently, is some kind of meeting in the middle.
Let's say the buyer's in escrow at $900,000 and the appraisal comes in at $870,000. It would not be that uncommon to see the buyer and seller to agree on a new price of $885,000. The loan is based on the $870,000 - that's where the down payment is based on - and then that $15,000 difference, the buyer brings in, in cash.
Now, that's going to differ situation to situation on how it all plays out. For example, if you have a lot of offers on a property, it's likely that the seller may say, "You better pay the difference or we're moving onto the next buyer." If that seller's been on the market for five months and this is the only offer they've received, and there's that appraisal issue, it may be that the buyer's got a little bit more negotiating power to say, "I'm going to pay the appraised price." And if it's somewhere in between, that's where you might see a meeting of the minds and meeting halfway, or something along those lines. 2021-04-09T16:23:00-07:002021-04-09T16:39:26-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:13484Can You Take Cash Out of Your 1031 Exchange?<img src="https://assets.site-static.com/userfiles/2296/image/5_REASONS_TO_HIRE_A_GREAT_BUYERS_AGENT_3.png" />
A <a href="https://www.orangecountyrealestateservices.com/about/1031-exchange/">1031 Exchange</a> is a real estate investment strategy used to avoid capital gain taxes. Many investors choose a 1031 exchange to avoid paying thousands of dollars on gains at the time of the sale of their property. This allows them to transfer the tax liability of their relinquished property to the new like-kind replacement property or properties, and save a ton of money in the process.
The <a href="https://www.orangecountyrealestateservices.com/blog/1031-exchange-rules-all-you-need-to-know/">rules and regulations of a 1031 exchange </a>clearly state that you cannot execute an exchange to make a profit on your sale. Because of this reason many real estate investors often complain that they are real estate rich and cash poor. A partial 1031 can help solve that problem. Let’s take a look at how a partial 1031 exchange may work for you.
Everything you need to know about a partial 1031 exchange
A 1031 exchange can be the best solution to defer your capital gain taxes. But sometimes paying a little bit of tax is worth the cost, especially compared to the benefit of having some extra cash on hand for personal uses or investments other than real estate, or when you can’t find a good replacement property that’s worth more than the property being relinquished.
Cash taken out of a 1031 exchange is commonly termed “boot”, and if you choose to do a partial 1031 exchange then you have to pay taxes for the received boot only. Capital gains tax rates currently are 0%, 15%, and 20% depending on your income level and tax filing status. Usually, if you plan ahead, you can retain parts of the sales proceeds from the relinquished properties while the remaining funds used in the 1031 exchange can be reinvested with taxes completely deferred.
Even if you take out the boot, a partial 1031 exchange process remains almost identical to a regular exchange. This means, you still have to follow the <a href="https://www.orangecountyrealestateservices.com/blog/how-much-time-do-you-have-to-complete-a-1031-exchange/">45-day identification period and the 180-days widow</a> to close the sales. The <a href="https://www.orangecountyrealestateservices.com/blog/what-is-the-200-rule-for-1031-exchanges/">200% Identification Rule</a> and the 3 Property Rule can also be used in a partial 1031 exchange.
What to keep in mind while taking cash out of a 1031 exchange
As a real estate investor, you may intentionally conduct a partial 1031 exchange by instructing your QI (Qualified Intermediary) to disburse a specific amount of the funds from the sale of the relinquished property. However, if you’re not careful, a partial 1031 exchange can also occur when taxable boot is accidentally created.
There are other creative ways that make it possible to have your cake and eat it too. With a little bit of advanced planning, you can conduct a normal delayed 1031 exchange that defers all of your capital gains tax and still gets some money back in your pockets.
Here are two alternative ways to get some money back and still defer your capital gains tax liability:
1. Cash-out refinancing
Doing a cash-out refinance as a separate transaction before or after you complete your 1031 Exchange is one way to pull some cash out to have on hand.
2. Use existing carryforward losses
If you have outstanding losses from other transactions that you’ve been carrying forward or deductions that you haven’t yet completely expensed, you may be able to use those to offset any capital gains tax liability generated by the boot in a partial 1031 exchange.
As always, we recommend meeting with your tax advisor before making any decisions, then contacting us when you are ready to pull the trigger on your 1031 Exchange!
2021-04-09T11:21:00-07:002021-04-09T11:31:13-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:13301Orange County Housing Report: March<img src="https://assets.site-static.com/userfiles/2296/image/image4.png" width="895" height="684" />
Orange County Housing Report: March Summary
The active listing inventory decreased by 17 homes in the past two-weeks, down 1%, and now totals 2,349, its lowest level since tracking began in 2004. In February, there were 6% fewer homes that came on the market compared to the prior 5-year average, 209 less. Last year, there were 4,159 homes on the market, 1,810 additional homes, or 77% more.
Demand, the number of pending sales over the prior month, increased by 152 pending sales in the past two-weeks, up 5%, and now totals 3,110, its strongest mid-March level since 2012. The ultra-low mortgage rate environment is continuing to fuel today’s exceptional demand. Last year, there were 2,398 pending sales, 23% fewer than today. Keep in mind, it was the start of the pandemic too, which negatively affected demand.
The Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, decreased from 24 days to 23, an extremely Hot Seller’s Market (less than 60 days) and the strongest reading since tracking began in 2004. It was at 52 days last year, slower than today.
For homes priced below $750,000, the market is a Hot Seller’s Market (less than 60 days) with an Expected Market Time of 17 days. This range represents 30% of the active inventory and 41% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time is 14 days, a Hot Seller’s Market. This range represents 16% of the active inventory and 26% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time is 19 days, a Hot Seller’s Market.
For homes priced between $1.25 million to $1.5 million, the Expected Market Time is 21 days, a Hot Seller’s Market.
For homes priced between $1.5 million and $2 million, the Expected Market Time remained unchanged at 31 days. For homes priced between $2 million and $4 million, the Expected Market Time increased from 55 to 58 days. For homes priced above $4 million, the Expected Market Time decreased from 117 to 116 days.
The luxury end, all homes above $1.5 million, accounts for 38% of the inventory and only 15% of demand.
Distressed homes, both short sales and foreclosures combined, made up only 0.5% of all listings and 0.2% of demand. There are only 8 foreclosures and 3 short sales available to purchase today in all of Orange County, 11 total distressed homes on the active market, up 4 from two-weeks ago. Last year there were 46 total distressed homes on the market, more than today.
There were 2,283 closed residential resales in February, 12% more than January 2020’s 2,044 closed sales. January marked a 1% rise over January 2021. The sales to list price ratio was 98.8% for all of Orange County. Foreclosures accounted for just 0.09% of all closed sales, and short sales accounted for 0.17%. That means that 99.74% of all sales were good ol’ fashioned sellers with equity.
2021-03-23T15:59:00-07:002021-03-23T16:29:06-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:13055Webinar: Niche Home Loan Programs You Don't Know Exist<a href="https://us02web.zoom.us/webinar/register/WN_3KPqsWyIQAy0S-oVE-iPZQ"><img src="https://assets.site-static.com/userfiles/2296/image/WEBINAR_BANNER_Shila.jpg" width="2240" height="1260" /></a>
The Orange County housing market is on fire right now. Interest rates are at a record low and buyers are lining up to get pre-qualified to make their home purchase.
Housing inventory is also at an anemic level, creating limited options for the hoards of buyers and causing opportunistic sellers to drive their listing prices upward. With little to choose from, buyers may lose steam and settle for a less desirable home.
Being a buyer right now can be discouraging. Thankfully there are niche home loan programs that help buyers get a competitive edge.
Join us on March 25 with Accredited Mortgage Professional Shila Charati of loanDepot, where Shila will share the best niche loan programs on the market that will help you secure your qualification AND buy your dream home in this hot Seller's Market! Click below to register for our free webinar!
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2021-03-05T13:13:00-07:002021-03-08T14:03:56-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:13054How Long Must You Hold a Property for a 1031 Exchange?<img src="https://assets.site-static.com/userfiles/2296/image/5_REASONS_TO_HIRE_A_GREAT_BUYERS_AGENT_2.png" width="2240" height="1260" />
For someone who is thinking about selling their real estate property, a 1031 exchange can be the best solution to defer their capital gains taxes.
A 1031 Exchange, also recognized as a Like-Kind Exchange, is a real estate investment strategy that provides you the opportunity of transferring the tax liability of your current property to a newly acquired one. That means if you sell your real estate property and acquire another one using a 1031 exchange, you do not have to pay any federal taxes on gain at the time of sale. The primary and most important condition for a 1031 qualification is that both the relinquished and replacement properties have to be held for investment, not for resale. This means you must have the intention of keeping your investment in real estate, not to sell and cash out.
Now you may wonder, what is the holding period for a property to be qualified for a 1031 exchange? The short answer to this is that there is no finite holding period for a property to be automatically qualified for a 1031 exchange.
Holding Guidelines for 1031 Exchange
While the Department of the Treasury Regulations and numerous rulings make it very clear that you must have the intent to hold your 1031 Exchange property for rental or investment or use in your trade or business, they fail to define exactly how long or over what period of time you need to hold your relinquished properties or replacement properties in order to qualify for a 1031 Exchange.
Why this confusion about the holding period of a 1031 exchange property?
Because there is no definite holding period for a property in a 1031 exchange, this issue is confusing for many exchangers. This confusion largely arises from the fact that neither the IRS nor the regulations provide a comprehensive definition of the phrase “held for investment.”
If you have consulted two or more advisors about the holding period of a property in a 1031 exchange, chances are that you have gotten two different sets of opinions from them. Some advisors believe that the ideal holding period is two years, whereas others think that it is twelve months. The important question is who is right?
It all comes back to the exchanger’s intent
How long a property should be held in a 1031 exchange is not definitive because time is a further reflection of an exchanger’s intent.
What qualifies a property for a 1031 exchange is not how long you have held it—rather, your purpose and intent in holding that property is the most important factor. If you want to use this tax deferral strategy, then both your relinquished and replacement property must be held for productive use–that is, in a trade or business or for investment. For this reason, properties used for personal use or for the intention to cash out by resale are not qualified for a 1031 exchange.
In short, the questions about the holding period for a property in a 1031 exchange always come back to your intent on holding that property. You, along with your advisor, should be able to substantiate that both your relinquished and replacement properties are held for productive use and that you intend on keeping your investment in real estate inside the United States. If you can do that, the minimum holding period for a property in a 1031 exchange should be quite flexible.
If you have any more questions about trading your investment property in a 1031 Exchange, complete the form below for a free consultation:2021-03-05T10:57:00-07:002021-03-05T11:20:52-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:130205 Reasons to Hire a GREAT Buyer's AgentWe've all heard the headlines... The housing market is red-hot right now, where very few homes are on the market and multiple-offer bidding wars are the norm. Buyer's Agents are working their tails off to show new homes quickly and submit their clients' highest and best offers. Unfortunately, not all buyer agents are made alike, and most don't exercise the most effective strategies in getting their offers to the finish line. There has never been a better time to hire the best Buyer's Agent to represent you in your home purchase.
Here are the five reasons that you need to hire a great buyer's agent.
5. It's free.
Since all commissions on a real estate transaction are paid for by the seller, it makes sense to get the most bang for your buck. That means hiring a seasoned professional.
4. A great buyer's agent will understand the market, the process, and the contract.
Understanding what each city, community, neighborhood, and even floor plan has to offer is critical to a buyer that wants to buy the right home for their needs. Many buyers don't consider that there are issues that can arise that require professional guidance. Issues related to financing, appraisal, repairs, insurance, disclosures, and taxes just to name a few.
3. A great buyer's agent knows how to negotiate.
What does that mean? It might mean presenting an offer in person to a seller and really selling the seller on your offer. It could mean negotiating a sizable credit for repair issues related to the property. A great buyer's agent will ask the right questions, potentially saving a buyer thousands, if not tens of thousands of dollars.
2. A great buyer's agent will do what a consumer can't or won't do.
It might be cold calling through an entire neighborhood to find an off market listing. It could also mean networking with other top producing listing agents to find an off market deal. It means turning over every rock to find the right property for you, the buyer.
1. You get an advocate for life.
Imagine having a true real estate consultant in your corner, not only during the transaction, but years after who is available to you as a consultant when it comes to your real estate questions, plans, and dreams. Because of all these reasons, interviewing and hiring a great buyer's agent is critical to having great success with your real estate goals and dreams.
If you're thinking about buying or selling real estate in the OC or LA area, be sure to contact one of our great agents!
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2021-03-02T17:16:00-07:002021-03-02T17:51:30-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:13006Orange County Housing Report: FebruaryOrange County Housing Market Summary: February
<img src="https://assets.site-static.com/userfiles/2296/image/image8_4.png" width="893" height="683" />
The active listing inventory decreased by 55 homes in the past two-weeks, down 2%, and now totals 2,438, its lowest level since tracking began in 2004. In January, there were 6% fewer homes that came on the market compared to the prior 5-year average, 169 less. Last year, there were 4,030 homes on the market, 1,592 additional homes, or 65% more.
Demand, the number of pending sales over the prior month, surged by 273 pending sales in the past two-weeks, up 11%, and now totals 2,863, its strongest mid-February reading since 2013. The record low mortgage rate environment is fueling today’s exceptional demand. Last year, there were 2,479 pending sales, 13% fewer than today.
The Expected Market Time, the number of days to sell all Orange County listings at the current buying pace, decreased from 29 days to 26, an extremely Hot Seller’s Market (less than 60 days) and the strongest reading since tracking began in 2004. It was at 49 days last year, slower than today.
For homes priced below $750,000, the market is a Hot Seller’s Market (less than 60 days) with an Expected Market Time of 19 days. This range represents 32% of the active inventory and 43% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time is 16 days, a Hot Seller’s Market. This range represents 16% of the active inventory and 26% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time is 25 days, a Hot Seller’s Market.
For homes priced between $1.25 million to $1.5 million, the Expected Market Time is 20 days, a Hot Seller’s Market.
For luxury homes priced between $1.5 million and $2 million, the Expected Market Time decreased from 48 to 39 days. For homes priced between $2 million and $4 million, the Expected Market Time decreased from 66 to 60 days. For homes priced above $4 million, the Expected Market Time decreased from 166 to 147 days.
The luxury end, all homes above $1.5 million, accounts for 37% of the inventory and only 14% of demand.
Distressed homes, both short sales and foreclosures combined, made up only 0.2% of all listings and 0.2% of demand. There are only 4 foreclosures and 2 short sales available to purchase today in all of Orange County, 6 total distressed homes on the active market, up 2 from two-weeks ago. Last year there were 34 total distressed homes on the market, more than today.
There were 2,250 closed residential resales in January, 24% more than January 2020’s 1,817 closed sales. January marked a 27% drop over to December 2020. The sales to list price ratio was 99.0% for all of Orange County. Foreclosures accounted for just 0.04% of all closed sales, and short sales accounted for 0.13%. That means that 99.82% of all sales were good ol’ fashioned sellers with equity.
2021-03-01T15:55:00-07:002021-03-01T16:06:57-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:12717Can You Do a Multi-Property 1031 Exchange?<img src="https://assets.site-static.com/userfiles/2296/image/Fresh_Start_Blog_Banner_4.png" width="2240" height="1260" />
If you are thinking about selling your real estate property, then a 1031 exchange can be your best friend to defer capital gain taxes.
Using a 1031 exchange to sell a real estate property and buy another like-kind property can save you thousands of dollars of federal taxes on gains at the time of the sale. The best part about this tax deferral strategy is that it can be used indefinitely—even when you pass your properties to your future generation.
There are several rules that you need to follow within Section 1031 of the tax code in order to complete a 1031 exchange effectively, which can feel a little convoluted even in the simplest of investment property swaps. If you are an investor with multiple properties, for example, you may feel overwhelmed by the additional moving pieces to maneuver.
It can still be done! The IRC Section allows you to exchange several properties into one or one property into several replacement properties. So what exactly do you need to know to successfully complete a multi-property 1031 Exchange?
A Refresher on 1031 Exchange Rules
Intent
The first and most important factor in any 1031 Exchange is the investor’s “intent”- you must hold both the relinquished and replacement properties for productive use. That is, the properties must be used as an investment or for income-producing purposes in order to qualify.
Timing
One other important component is timing. In order to complete a 1031 Exchange successfully, your sales and purchases must fall within a strict timeline. The first deadline is a 45-day identification window in which you must identify the potential properties within 45 days starting from the closing of the first sale of the relinquished properties. The 180-day exchange period also begins when the first of the sales close, where you have 180 days after the close of your relinquished property to close on your replacement properties.
Identification
The identification rules for a multi-property 1031 exchange are the same as a single exchange rule. They are:
Three property rule: the investor can identify up to three potential properties of unlimited values for replacement and may obtain any combination of the properties identified.
200% identification rule: the investor can identify more than three potential properties so long as the total market value of all the identified properties does not exceed 200% of the total market value of the relinquished properties.
Alternative solutions when doing a multi-property 1031 exchange
Since exchangers are required to follow the same rules and deadlines to complete multi-property exchanges, doing so can be more challenging. Here are a few strategies that can be utilized when selling multiple properties to ensure a favorable outcome:
Stalling the sale of your relinquished properties while you find and negotiate the replacement properties. Tie up the desired replacement property with an option to purchase (with or without a lease) until sales of the relinquished properties can be negotiated and closed at roughly the same time.
Perform a reverse 1031 exchange. Instead of first selling your relinquished properties and then acquiring the replacement properties, you can buy replacement properties first and then sell your other properties.
If all else fails, consider a partial reverse exchange to get more time to complete the transaction. This can happen if an exchanger closes their first relinquished property and then closes their replacement property before a second sale closes, they can set up a standard exchange and then a reverse exchange to extend the time periods for completing the entire transaction.
With proper planning and guidance through the use of an experienced 1031 Exchange Realtor and Qualified Intermediary, exchanging multiple properties into one or more replacement properties can achieve a variety of investment objectives. Whatever your goals are, always remember to consult with your tax adviser or attorney as part of the evaluation process.
If you are interested in expanding your investing portfolio, or even consolidating some of your assets, I would love to help make that process as smooth as possible. Contact me below for your 1031 needs! 2021-02-11T17:33:00-07:002021-02-11T17:45:54-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:12570Valentine's Date Night Giveaway<a href="http://eepurl.com/hpvgoX"><img src="https://assets.site-static.com/userfiles/2296/image/GIVEAWAY_2.png" width="2240" height="1260" /></a>
Wherever you sit on the scale between celebrating "Single's Awareness Day" and "Day of Love" we are giving away a date night to one lucky couple (or gal pals, dude duos, friends, or singles - we don't discriminate!) You will have a chance to win a complimentary dinner and dessert package (a $120 value!), enjoy a lovely evening of delicious food, and support local restaurants while you're at it!
Here's how it works... enter the giveaway by clicking the button below! To increase your chances of winning, refer your friends or share this giveaway on your Facebook and Instagram (make sure to follow AND tag us so we know it's you!). Your name will be entered once per each referral or social share. In order to avoid the V-Day rush, we will be drawing the winner on February 25!
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*You must live locally to Orange County to win. 2021-02-01T15:43:00-07:002021-02-03T11:40:28-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:12506Orange County Housing Report: January<img src="https://assets.site-static.com/userfiles/2296/image/image2_1.png" width="1129" height="513" />
Orange County Housing Market Summary: January
Buyers may be rooting for an easier market with less competition, fewer competing offers, and a gentler rise in values, but that would come at the expense of higher rates and higher monthly payments. For a $700,000 mortgage at last year’s 3.6% fixed rate, the payment would have been $3,183 per month. With today’s 2.77% rate, the payment drops to $2,865, a $318 per month savings, essentially a 10% discount. It's too good to pass up!
The active listing inventory decreased by 6 homes in the past two-weeks, nearly unchanged, and now totals 2,627, its lowest January level since tracking began in 2004. COVID-19 is not suppressing the inventory despite the surge in cases. In December, there were 27% more homes that came on the market compared to the prior 5-year average. Last year, there were 4,023 homes on the market, 1,396 additional homes, or 53% more.
Demand, the number of pending sales over the prior month, increased by 160 pending sales in the past two-weeks, up 8%, and now totals 2,055, its strongest January level since 2013. COVID-19 has no effect on demand. Record low rates are fueling today’s exceptional demand. Last year, there were 1,702 pending sales, 17% fewer than today.
The Expected Market Time, the number of months to sell all Orange County listings at the current buying pace, decreased from 42 days to 38, a Hot Seller’s Market (less than 60 days). It is the strongest reading to a January since tracking began in 2004. It was at 71 days last year, much slower than today.
For homes priced below $750,000, the market is a Hot Seller’s Market (less than 60 days) with an Expected Market Time of 29 days. This range represents 33% of the active inventory and 44% of demand.
For homes priced between $750,000 and $1 million, the Expected Market Time is 25 days, a Hot Seller’s Market. This range represents 16% of the active inventory and 25% of demand.
For homes priced between $1 million to $1.25 million, the Expected Market Time is 26 days, a Hot Seller’s Market.
For homes priced between $1.25 million to $1.5 million, the Expected Market Time is 49 days, a Hot Seller’s Market.
For luxury homes priced between $1.5 million and $2 million, the Expected Market Time increased from 55 to 56 days. For luxury homes priced between $2 million and $4 million, the Expected Market Time decreased from 124 to 83 days. For luxury homes priced above $4 million, the Expected Market Time decreased from 373 to 220 days.
The luxury end, all homes above $1.5 million, accounts for 35% of the inventory and only 16% of demand.
Distressed homes, both short sales and foreclosures combined, made up only 0.3% of all listings and 0.4% of demand. There are only 4 foreclosures and 4 short sales available to purchase today in all of Orange County, 8 total distressed homes on the active market, down 1 from two-weeks ago. Last year there were 44 total distressed homes on the market, more than today.
There were 3,091 closed residential resales in December, 25% more than December 2019’s 2,469 closed sales. December marked a 9% increase compared to November 2020. The sales to list price ratio was 98.7% for all of Orange County. Foreclosures accounted for just 0.2% of all closed sales, and short sales accounted for 0.3%. That means that 99.5% of all sales were good ol’ fashioned sellers with equity.
2021-01-26T12:39:00-07:002021-01-26T13:20:16-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:12462What Kind of Property Qualifies for a 1031 Exchange?<img src="https://assets.site-static.com/userfiles/2296/image/Fresh_Start_Blog_Banner_3.png" width="2240" height="1260" />
If you are thinking about selling your real estate investment property, a 1031 Exchange is the best strategy for you - and your bank account!
A 1031 Exchange allows you to defer capital gains taxes indefinitely by providing the opportunity of transferring the tax liability of your current property to your new one(s). That means you can use a 1031 Exchange to sell your investment property and acquire another one without having to pay any federal taxes on profits at the time of sale. The best part about this tax loophole is that it can continue indefinitely - even after you have passed - without saddling your loved ones with a hefty tax liability on your behalf.
In order to take full advantage of this tax-deferred strategy, you are required to exchange your current property for another “Like-Kind” property or properties. This is why a 1031 Exchange is also recognized as a Like-Kind Exchange.
Identifying Like-Kind Property
The term “Like-Kind” property may not mean what you think. To qualify for a 1031 Exchange, your current property and the identified property or properties do not have to be the same type, they just have to serve the same purpose. An exchange is “like-kind” if your property is being used as an investment or for income-producing purposes, and you replace it with another investment or income-producing property. Real property is generally considered to be like-kind regardless of whether the properties are improved or unimproved, and doesn’t necessarily mean a house for a house.
For example, you may sell a residential duplex and buy a small office complex, or you could sell a vacant lot and opt for a number of single-family rental properties to replace it.
There is a simple three-step test for identifying whether a property qualifies for a 1031 Exchange or not.
The investor’s purpose and intent in holding the property is the most important part because both the relinquished and the replacement property must be held either for investment purpose or productive use in a trade or business and cannot be held for personal use.
Properties must be Like-Kind, meaning properties must be similar enough but not necessarily identical. Like-Kind refers to the nature, character, or class of the property and not to the grade or quality. For example, unimproved real property, such as raw land, is considered Like-Kind to improved real property, such as an apartment complex or any other commercial building.
One of the most important conditions for any property to qualify for a 1031 Exchange is that both the relinquished and replacement properties must be located within the United States and US Territories.
In simple terms, any real property which is held for productive use – that is, use in a trade or business or for investment – is considered ike-kind. What properties do not qualify for a 1031 Exchange?
The range of properties that qualify for a 1031 Exchange is extremely broad. However, there are some properties that are specifically excluded from a 1031 Exchange.
The following will disqualify you from being eligible for a 1031 Exchange:
Personal property usually does not qualify for an exchange because it is not used in trade, business or investment. This would include a primary residence and a second or vacation home.
You cannot buy property that you intend to “flip” quickly for profit.
While you can sell a property to a related party, you cannot purchase the replacement property from a related party.
You cannot buy or sell property outside of the United States.
If you have any questions about completing a 1031 Exchange, submit the form below and we will happily help you reach your real estate investing goals!2021-01-22T11:00:00-07:002021-01-22T11:17:13-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:12287Earn Passive Income from Your Own Backyard!<a href="https://us02web.zoom.us/webinar/register/4916041014095/WN_xPPh75sUTPuB6wyZFkikfQ"><img src="https://assets.site-static.com/userfiles/2296/image/1-21_ADU-Webinar-Graphic2.png" /></a>
While affordable housing is becoming harder to come by in southern California, many homeowners are looking to their own backyards for a solution. Whether you have a multigenerational household, or are looking to make some extra monthly income, building an ADU might be your best home project yet.
On January 21, I will be talking to local real estate developer and ADU specialist Rafael Pozas. Join the conversation where will be sharing the heaps of value ADU's can add to your property and the various ways you can take advantage of them.
<a href="https://us02web.zoom.us/webinar/register/4916041014095/WN_xPPh75sUTPuB6wyZFkikfQ">Register here</a> to claim your spot!
Contact me for more information on using an ADU as an income tool.2021-01-08T09:43:00-07:002021-01-08T17:20:07-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:12183Orange County Housing Report: DecemberThe year 2020 was going to be one of the hottest years on record for the U.S. economy. That all came to an abrupt halt in March due to the Coronavirus Pandemic. With a national emergency and stay-at-home orders across the country, the U.S. was thrown into a recession. Yet, this was not like any other recession. Recessions are typically caused by one sector of the economy dramatically turning negative, which pulls down the entire country to negative territory. This time it was a forced shutdown of the economy to save lives from a once-in-a-lifetime pandemic. Every economic chart was impacted, from consumption to unemployment to equities, nothing was spared. The Federal Reserve did everything in their power to mitigate the damage to the economy, and Washington D.C. provided major relief packages to aid the unemployed and small business owners. The GDP had its worst quarter over quarter reading in the history of the U.S. during the second quarter, followed by the best quarter over quarter reading during the third quarter. The economy has dramatically improved, but there is still a long way to go. It will take a bit more time due to the slow rollout of the recently approved vaccines. The low interest rate environment will continue and will be a tailwind that will not only aid the recovery to the economy, but it will also continue to fuel the incredible run on housing in 2021. As a result, the local housing market is going to be HOT in 2021. Here is the forecast:
• Active Inventory – the year will begin with around 2,500 homes, the lowest start by far since tracking began in 2004. It will be 21% less than the 3,161 start to 2013. With very few available homes to purchase, housing will be extremely hot on January 1. The theme for 2021 will be not enough homes for buyers to purchase. Instead, they will all be in escrow. Expect the active inventory to peak around August between 5,000 to 5,500 homes.
• Demand – with an anemic inventory and record low mortgage rates, buyer demand will be extremely strong from the start of the year through the Summer Market. With tremendous buyer competition, buyers will be willing to stretch slightly in price compared to the most recent sale; so, expect appreciation around 6 to 8% for the year. Demand will be at its strongest, and most appreciation will occur from January through July, and then will downshift during the Autumn and Holiday Markets.
• Housing Cycle - the housing market will follow a normal housing cycle. The strongest demand coupled with plenty of fresh inventory will occur during the Spring Market. This will be followed by slightly less demand and a continued new supply of homes in the Summer Market. From there, demand will drop further along with fewer homes entering the fray in the Autumn Market. Finally, all the distractions of the Holiday Market will be punctuated with the lowest demand of the year and few homeowners opting to sell.
• Closed Sales - the number of successful, closed sales will increase 4 to 8% compared to 2020 with around 31,500 (2020 was up 3% compared to 2019).
• Luxury Market – luxury sales will continue to improve year over year and surpass 2020’s unbelievable record level by nearly 5%. The Spring Market will be the strongest for luxury and will become a bit more sluggish from about August on.
• Interest Rates – look for mortgage rates to continue to remain at record low levels until the current Coronavirus wave diminishes. Expect rates to rise from the record low levels with positive vaccine and COVID-19 news, congressional relief and stimulus packages, and positive job reports and economic news. Long term rates are driven by economic fundamentals and headline risks. Negative economic headlines drive rates lower and positive economic headlines drive them higher. The year 2020 was filled with more than its fair share of negative news. Mortgage rates will rise in 2021, climbing from their current low of 2.66% to 3.5% by year’s end.
• Distressed Inventory – in 2020, distressed sales, foreclosures and short sales combined, only accounted for 0.6% of all closed sales, 170 total. There will be more distressed sales in 2021 due to the pandemic and forbearance. Yet, 90% of all homeowners in forbearance have more than 10% equity, enough equity to sell and avert going the distressed route. There are 2.7 million homeowners who are currently in in Forbearance across the U.S. Since 90% have enough equity to sell, that leaves 270,000 (10%) vulnerable to becoming either a foreclosure or short sale. Yet, many will still be able to make their monthly payment after coming out of Forbearance.
The bottom line: while there will be an increase in the distressed inventory, it will not be a wave. It will be more of a ripple, rising to levels last seen in 2017 when there were 614 distressed sales. That pales in comparison to the Great Recession where in 2009 there were 13,403. ORANGE COUNTY HOUSING REPORT | 2021 Forecast The bottom line: 2021 will continue where the second half of 2020 left off, HOT. It will be a Hot Seller’s Market from the start of the year through the Summer Market. Multiple offers and bidding wars will be the norm for homes priced below $1.25 million. Once again, the market will heavily favor sellers and buyers will have to pack their patience to isolate their piece of the American Dream and take advantage of record low mortgage rates. From mid-August on, the beginning of the Autumn Market, housing will evolve into a slight Seller’s Market, where sellers still get to call more of the shots, but home values do not change as much. Buyers will be willing to stretch prices from January through July, if sellers do not overprice, but cautiously pricing will be even more important during the second half of the year.2020-12-29T14:27:00-07:002020-12-29T14:38:29-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:12031Selling Your Home in During the Off Season? Here’s how...<img src="https://assets.site-static.com/userfiles/2296/image/Fresh_Start_Blog_Banner_2.png" width="2240" height="1260" />
Winter is typically the least busy time of year in real estate across the country. Between the seasonal bustle, holiday spending, school breaks, and traveling, planning a move can be a bit much, especially if you live in those white Christmas climates. We hesitate to call the months of December through March “winter” here in southern California - it rarely dips below freezing! - but we have some great tips if you do happen to be selling your home during the off season.
Here we’re bringing in five useful tips that will help you sell your home in no time!
5 Tips to Sell your Home in the Off Season
1. Bring your A-game online
Dave Ramsey once said- “The internet has no seasons”. The same is true for putting your best foot forward in making your house stand out online. Especially today when buyers do most of their house hunting virtually, high-quality photographs, virtual walk-through tours, and videos will let you go a long way to that goal. With less demand during these months, it is crucial that your home has an exceptional online presence to attract the most buyer appeal.
2. Take advantage of the California weather
Unlike many areas in the U.S., California weather stays relatively warm even during the coldest time of the year, which makes it a good spot for many people to invest in their next home. The mild climate has little impact on the California real estate market, a bustling place filled with investors and interested buyers. Still, many sellers wait until the spring to put their sign in the ground and miss an opportunity to be prominent in a low-inventory environment.
3. Avoid Looky-Loos
Not everyone that looks at homes is serious about buying one. Some people are contemplating moving and may just want to see what's on the market. Since more homes tend to go on the market in spring and fall, this is also when window shoppers are likely to be out looking. Not in the winter. People willing to look at homes during the holiday bustle are typically serious buyers who intend to make a purchase. Listing your home in the winter definitely sets you up for serious buyer activity.
4. Flexibility is key
As the Holiday season begins - from planning for celebrations and buying gifts to spending quality time with family- free time could be a hard thing to come by for hopeful buyers. The importance of flexibility in your showing schedule is crucial to have the best chance at letting the most amount of buyers see your home. Putting a little bit of creativity in your showing options can be advantageous too, like doing a virtual tour of the house through facetime or zoom.
5. Keep your house “Show Ready”
Keeping your house tidy and free of clutter might be difficult during the holidays - but it is important in keeping your home presentable. Minimize the clutter around your house by putting up less decor, keep your wrapping paper stored and stay on top of the packages that Santa drops off on your front step. Make sure your house looks tidy, cozy, and warm. Put enough light around your home- both interior and exterior - and keep your property lit beginning around dusk.
If you are ready to list your home now or curious what your home is worth, please contact me by filling out the form below. Happy holidays!2020-12-15T15:25:00-07:002020-12-15T15:43:35-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:11725Orange County Housing Report: November<img src="https://assets.site-static.com/userfiles/2296/image/unnamed_7.png" width="512" height="391" style="display: block; margin-left: auto; margin-right: auto;" />
The active listing inventory plunged by 374 homes in the past two-weeks, down 10%, and now totals 3,469, its lowest level since April 2013. COVID-19 is not suppressing the inventory despite the recent spike in cases. From mid-October through mid-November, there were 9% more homes that came on the market compared to last year. Last year, there were 4,935 homes on the market, 1,466 additional homes, or 42% more.
Demand, the number of pending sales over the prior month, decreased by 178 pending sales in the past two-weeks, down 6%, and now totals 2,621. COVID-19 has no effect on demand. Record low rates are fueling today’s exceptional demand. Last year, there were 2,170 pending sales, 17% fewer than today.
The Expected Market Time for all of Orange County decreased from 41 days to 40, a Hot Seller’s Market (less than 60 days). It was at 68 days last year, slower than today.
For homes priced below $750,000, the market is a hot Seller’s Market (less than 60 days) with an expected market time of 28 days. This range represents 33% of the active inventory and 47% of demand.
For homes priced between $750,000 and $1 million, the expected market time is 24 days, a hot Seller’s Market. This range represents 16% of the active inventory and 26% of demand.
For homes priced between $1 million to $1.25 million, the expected market time is 40 days, a hot Seller’s Market.
For luxury homes priced between $1.25 million and $1.5 million, in the past two weeks, the Expected Market Time decreased from 56 to 47 days. For homes priced between $1.5 million and $2 million, the Expected Market Time decreased from 72 to 63 days. For luxury homes priced between $2 million and $4 million, the Expected Market Time increased from 118 to 123 days. For luxury homes priced above $4 million, the Expected Market Time increased from 308 to 322 days.
The luxury end, all homes above $1.25 million, accounts for 39% of the inventory and only 17% of demand.
Distressed homes, both short sales and foreclosures combined, made up only 0.2% of all listings and 0.4% of demand. There are only 3 foreclosures and 4 short sales available to purchase today in all of Orange County, 7 total distressed homes on the active market, down 5 from two-weeks ago. Last year there were 60 total distressed homes on the market, more than today.
There were 3,359 closed residential resales in October, 31% more than October 2019’s 2,564 closed sales. October marked a 0.6% increase compared to September 2020. The sales to list price ratio was 98.4% for all of Orange County. Foreclosures accounted for just 0.1% of all closed sales, and short sales accounted for 0.2%. That means that 99.7% of all sales were good ol’ fashioned sellers with equity.
2020-12-01T15:59:00-07:002020-12-01T16:37:31-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:11323What is the 200% Rule for 1031 Exchanges?<img src="https://assets.site-static.com/userfiles/2296/image/Fresh_Start_Blog_Banner_1.png" width="2240" height="1260" />
A 1031 Exchange, also recognized as a Like-Kind Exchange, is the best tax-deferred strategy to sell your real estate property and acquire another without incurring capital gains taxes. This exchange provides the opportunity of transferring the tax liability of your current property to your new one(s).
Tax savings aren’t the only benefit to completing an exchange. More reasons to consider a 1031 Exchange are:
To acquire a property that may provide better return on your investment.
To diversify your investment portfolio.
To consolidate several property investments.
To decrease depreciation losses.
To create generational wealth through legacy planning.
1031 exchange rules for properties can feel quite daunting, given the fact that the rules are strict and failure to comply with them will void your exchange altogether. That being said, do not fret - these rules are not as complicated as you think, especially with the help of a skilled team of a knowledgeable real estate agent and Qualified Intermediary.
One of the strategies popular for investors looking to diversify or grow their investment portfolio is trading one property for multiple replacement properties. This is when the 200% could come in handy. Let’s go over some general rules before we dive in.
The 45 Days Identification Deadline and General Rules
The owner of the property is allotted 45 days starting from the day the relinquished property closes to identify other properties for the exchange. Suppose there is more than one property to be relinquished in the exchange. In that case, the identification period begins from the closing of the first property to be exchanged.
The default rule, more commonly known as the ‘3 Property Rule’ states that an investor may identify up to three potential properties and may obtain any combination of the properties identified.
There are other alternative identification rules, one of which is known as the 200% rule.
200% Identification Rule
An investor can identify more than three potential properties so long as the total market value of all the identified properties does not exceed 200% of the total market value of the relinquished property or properties sold in the 1031 Exchange.
There are no restrictions on the number of like-kind replacement properties, only the condition of the 200% aggregate value applies.
For example, if the sold relinquished property amounts to $1,000,000, you can identify as many potential properties as you want, so long as the total value of the identified replacement properties does not exceed $2,000,000.
To note, you have to either comply with the ‘200% rule’ or the ‘3 property rule’. Not both at the same time.
When to Utilize the 200% Rule
The 200% rule comes in handy when you would want to diversify your assets by trading a higher quantity of properties for your original asset. For example, you could sell a single family residence and purchase a handful of condos, or even an industrial building for several parcels of land.
Pro tip: We recommend that investors identify properties that are worth slightly less than what is permitted in the 200% Rule in the event that some properties are later determined to have a higher value than what was initially estimated.
If you need more clarity on the 200% Rule or are interested in diversifying your portfolio through a 1031 Exchabge, contact me by filling out the form below.2020-11-10T16:19:00-07:002020-11-10T16:29:27-07:00Jordan Bennetttag:orangecountyrealestateservices.com,2012-09-20:11178Orange County Housing Report: October<img src="https://assets.site-static.com/userfiles/2296/image/image7.png" width="901" height="688" />
The active listing inventory decreased by 229 homes in the past two-weeks, down 5%, and now totals 3,944, below 4,000 homes for the first time since January. It is the lowest level for an end to October since 2012. COVID-19 is not suppressing the inventory; from mid-September to mid-October there were 22% more homes that came on the market compared to last year. Last year, there were 5,921 homes on the market, 1,977 additional homes, or 50% more.
Demand, the number of pending sales over the prior month, decreased by 134 pending sales in the past two-weeks, down 4%, and now totals 3,019. COVID-19 has no effect on demand. Record low rates are fueling today’s exceptional demand. Last year, there were 2,275 pending sales, 25% fewer than today.
The Expected Market Time for all of Orange County decreased from 40 days to 39, a Hot Seller’s Market (less than 60 days). It was at 78 days last year, much slower than today.
For homes priced below $750,000, the market is a hot Seller’s Market (less than 60 days) with an expected market time of 29 days. This range represents 34% of the active inventory and 47% of demand.
For homes priced between $750,000 and $1 million, the expected market time is 25 days, a hot Seller’s Market. This range represents 17% of the active inventory and 27% of demand.
For homes priced between $1 million to $1.25 million, the expected market time is 40 days, a hot Seller’s Market.
For luxury homes priced between $1.25 million and $1.5 million, in the past two weeks, the Expected Market Time decreased from 55 to 50 days. For homes priced between $1.5 million and $2 million, the Expected Market Time increased from 61 to 62 days. For luxury homes priced between $2 million and $4 million, the Expected Market Time increased from 109 to 116 days. For luxury homes priced above $4 million, the Expected Market Time increased from 194 to 255 days.
The luxury end, all homes above $1.25 million, accounts for 39% of the inventory and only 17% of demand.
Distressed homes, both short sales and foreclosures combined, made up only 0.3% of all listings and 0.4% of demand. There are only 6 foreclosures and 7 short sales available to purchase today in all of Orange County, 13 total distressed homes on the active market, down 6 from two-weeks ago. Last year there were 54 total distressed homes on the market, more than today.
There were 3,336 closed residential resales in September, 30% more than August 2019’s 2,564 closed sales. September marked a 6% increase compared to August 2020. The sales to list price ratio was 98.4% for all of Orange County. Foreclosures accounted for just 0.1% of all closed sales, and short sales accounted for 0.1%. That means that 99.8% of all sales were good ol’ fashioned sellers with equity.
2020-11-04T10:53:00-07:002020-11-04T11:06:16-07:00Jordan Bennett