tag:blogger.com,1999:blog-45663349019197647222024-02-07T00:38:54.373-07:00Wasatch Front South's Labor Market and EconomyA product of the Workforce Research and Analysis Division of the Utah Department of Workforce ServicesCory Stahlehttp://www.blogger.com/profile/03534151200744644560noreply@blogger.comBlogger692125tag:blogger.com,1999:blog-4566334901919764722.post-83665847001736598352020-06-02T09:15:00.002-06:002021-03-02T13:40:07.938-07:00Unemployment Insurance Claims Data Shed Light on the Local Economic Impacts of COVID-19 Public Health Directives<div class="MsoNormal">
By Lyndsey Stram, Regional Economist; Lecia Parks Langston, Senior Economist</div>
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“You have power over your mind — not outside events. Realize
this, and you will find strength.” Marcus Aurelius<o:p></o:p></div>
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In the wake of the COVID-19 pandemic, businesses lost revenues and workers lost jobs. But because of the time it takes to collect and collate data, economists have been left without much information to quantify the economic impacts at the local level.<br />
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But there is one ray of data illumination. Claims for unemployment benefits are promptly available and provide information about a large cross section of the economy. This post will outline what light unemployment claims data sheds on the state of the Wasatch Front South Region’s economy.<br />
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While not all workers are protected by unemployment insurance laws, roughly 95% of jobs are covered. This makes claims data an exceptional source of information about the economy. Not included under unemployment insurance laws are most self-employed workers, about half of agricultural employment, unpaid family workers, railroad personnel (covered separately) and many nonprofit organizations (such as churches). Also, some out-of-work employees may not have worked a sufficient work history to qualify for unemployment insurance benefits, but may file anyway.<br />
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Fortunately, in this time of economic distress, the social safety nets of the unemployment insurance program, special national COVID-19 funding and social programs are working together to keep workers’ income and well-being stable.<br />
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Unemployment claimants and the unemployed; they aren’t the same<br />
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Also, keep in mind that, in addition to individuals drawing unemployment benefits, the unemployment rate includes those entering and re-entering the workforce and noncovered groups without current employment. This means the number of “unemployed” will be greater than the number of claimants. In “normal” times, only about 40% of the “unemployed” are claiming benefits.<br />
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The generally reported unemployment rate also has a work-search requirement. If you haven’t made any minimal attempts to find work, you aren’t counted as “unemployed.”<br />
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Watch this Space<br />
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While this analysis won’t be updated on a regular basis, new data will be added to the data visualization on a weekly basis allowing readers to check back for the latest information.<br />
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An Unprecedented Event<br />
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Not surprisingly, first-time claims for unemployment benefits soared in Utah and across the nation as the pandemic swept across the country. Week 12 (beginning March 16) marks the beginning of the unprecedented surge in claims. Claims in the Wasatch Front South Region peaked in week 14 and have been decreasing since. At that peak, 15,389 claims were filed between Salt Lake and Tooele Counties. By week 19, the claims are considerably lower while still remaining well above levels seen previously, even during the Great Recession of 2008-2009.<br />
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Prior to the COVID-19 pandemic, Salt Lake and Tooele Counties saw an average of 492 and 31 first-time claims per week. In the weeks since the restrictions, those numbers skyrocketed to 8,270 average weekly claims for Salt Lake and 387 in Tooele. This is an increase of 1,580% and 1,133% respectively.<br />
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Who took the hardest hit?<br />
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While Salt Lake has certainly had the lion’s share of the claims by number in the region, a much larger percent of Tooele’s covered employees have filed claims. Roughly 18% of the covered workforce has filed a claim in Tooele County, while 9% have in Salt Lake. As Salt Lake is the employment center for much of the state, it’s not surprising that a smaller portion has been affected here.<br />
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Tourism and COVID-19<br />
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In the Wasatch Front South Region, 20% of the post-COVID-19 initial claims filed corresponded to workers from the accommodations and food services industries. In addition, the true effect of the pandemic on this industry is masked by a large number of claims classified as industry “unknown” in the early days of the claims flood. Undoubtedly, many of these claims would rightfully be classified in accommodations/food services if the appropriate information were available.<br />
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Other high-claims industries include arts/entertainment/recreation, retail trade and healthcare and social assistance (reflecting the cessation of elective procedures and visits).<br />
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The Industry Flow<br />
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While most of the high-claims industries felt the pain of restrictions early on, other industries surged in later weeks. As the economic effects of other closures worked their way through the economy both manufacturing and transportation/warehousing proved relative latecomers to the layoffs in Salt Lake and Tooele.<br />
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The High and the Low<br />
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While accommodations and food services had the largest number of claims in Salt Lake and Tooele Counties, other industries have seen similar shares of claims, in percentage terms. Arts/entertainment/recreation had a first time claims rate of 20% of its covered workforce, equal to that of the accommodations/food services sector.<br />
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Sectors that had lower than average shares of claims include mining, construction, manufacturing, wholesale trade, utilities, information, finance and insurance, professional scientific and technical services, management, education and public administration.<br />
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County by County<br />
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Salt Lake County<br />
•<span style="white-space: pre;"> </span>Prior to the COVID-19 pandemic, Salt Lake County averaged 492 first-time claims per week. During the pandemic, this increased 1,580% to 8,270 weekly claims.<br />
•<span style="white-space: pre;"> </span>Salt Lake County has a diverse economy and some of the weaker hit sectors have served to buoy those hardest hit.<br />
•<span style="white-space: pre;"> </span>New claims, as a percent of covered employment, measured at 9% — in the mid-range when compared to other Utah counties.<br />
•<span style="white-space: pre;"> </span>Accommodations/food services and retail trade accounted for the largest shares of claims in Salt Lake County.<br />
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Tooele County<br />
•<span style="white-space: pre;"> </span>Prior to the COVID-19 pandemic, there was an average of 31 claims per week. During the pandemic, this increased 1,133%, to 387 average weekly claims.<br />
•<span style="white-space: pre;"> </span>New claims, as a percent of covered employment, measured at 18%. This is one of the highest rates in the state.<br />
•<span style="white-space: pre;"> </span>Unknown industries accounted for 373 claims out of Tooele County, corresponding to a sizeable 13% of the claims in the county.<br />
•<span style="white-space: pre;"> </span>Other large shares of the initial claims in Tooele come from administrative support/waste management/remediation, healthcare/social assistance, manufacturing and professional scientific and technical services.<br />
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Lyndsey Stramhttp://www.blogger.com/profile/16210246438480737167noreply@blogger.comtag:blogger.com,1999:blog-4566334901919764722.post-36430034676944819612018-03-05T09:00:00.000-07:002018-03-05T09:00:08.352-07:00Utah's Seasonally Adjusted Unemployment RatesSeasonally adjusted unemployment rates for all Utah counties have been posted online <a href="http://jobs.utah.gov/wi/pubs/une/season.html" target="_blank">here</a>.<br />
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Each month, these rates are posted the Monday following the <a href="http://jobs.utah.gov/wi/press/2001press/ratecurrent.pdf">Unemployment Rate Update</a> for Utah.<br />
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For more information about seasonally adjusted rates, read a DWS analysis <a href="http://economyutah.blogspot.com/2014/01/whats-with-seasonal-adjustments-already.html" target="_blank">here</a>.<br />
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<i>Next update scheduled for March 26th</i><i>.</i>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4566334901919764722.post-2911101617824060642018-03-02T07:00:00.000-07:002018-03-05T07:34:36.811-07:00Utah's Employment Situation for January 2018Utah's Employment Situation for January 2018 has been released on the web.<br />
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Find the Current Economic Situation in its entirety <a href="https://jobs.utah.gov/wi/press/2001press/ratecurrent.pdf">here</a>.<br />
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For charts and tables, including <a href="https://jobs.utah.gov/wi/pubs/une/countyemployment.pdf">County Employment</a>, go to the <a href="https://jobs.utah.gov/wi/pubs/une/index.html">Employment and Unemployment page</a>.<br />
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<i>Next update scheduled for March 23rd, 2018.</i><br />
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4566334901919764722.post-68717264848780157472018-02-21T13:14:00.001-07:002018-02-21T13:22:42.847-07:00Ten Years After the Great Recession...<!--[if !mso]>
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<br />
<div class="MsoNormal">
<i><b>By Mark Knold , Supervising Economist and Cory Stahle, Senior Economist </b></i></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
December 2017 marked 10 years since the Great Recession
first cast its long shadow across the American economy. The recession
officially lasted 18 months, but its consequences can still be seen across the
country without having to look very hard. We have not had another recession
since.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Utah was hit hard at the time, losing a larger share of jobs
than the national average; but, we were fortunate to be one of the most
resilient states in terms of economic rebound. There are plenty of states where
the Great Recession continues to weigh upon them. Employment levels in 14
states are still not back to their pre-recession peak, and another 29 states
have only grown 5.0 percent or less. As the working-age population has grown by
more than 5.0 percent, the job gains nationally have not been enough to fully
employ working-age labor.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Utah lost 7.0 percent employment during the recession. Since
that low, employment has recovered by 18 percent. That is the second best
rebound in the nation. From Utah’s pre-recession employment peak to now, Utah’s
employment has increased by 9.5 percent, third best in the nation. Yet, Utah’s
job growth has not been enough to absorb all of the labor force growth during
that time. Utah’s unemployment rate is low, but the percent of the working-age
population in the labor force is several percentage points below the
pre-recession norm — telling us that potential labor is still not as fully
engaged with the job market as before the recession.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
As a whole, Utah has had a notable recession rebound, but
those gains have not been shared equally across all regions. Just like the
national profile, some areas have bounced back strong while others are still
lagging behind. The state’s metropolitan areas have grown well, but many of
Utah’s rural areas cannot say the same. Nine counties have employment levels
below their pre-recession peaks.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
In this issue of Local Insights, we profile Utah’s regional
and county economies in light of the 10-year span since the Great Recession.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">WASATCH
FRONT SOUTH</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Employment:
Then and Now</span></b></div>
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As the Great Recession began in December of 2007, employment
in the Wasatch Front South Region measured just over 615,000. In the months
that followed, the job growth rate slowed. By October 2008, the year-to-year job
change turned negative and jobs began to be lost. In total, more than 30,000 net
jobs vanished in Salt Lake and Tooele counties during the recession.</div>
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While job losses occurred in nearly every industry, the
largest loss was in construction. In 2007, the region’s construction employment
averaged more than 43,000 jobs. By 2011, construction annual average employment
fell to 30,000. Housing market volatility was the significant factor and will
be discussed in more detail below.</div>
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In the 10 years since the recession began, both Wasatch
Front South counties — Salt Lake and Tooele — have fully recovered and exceeded
their employment level from the start of the recession. The following table
shows each county’s employment base when the recession began, where each is
today and the percent change in the two levels.</div>
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<i> <span style="font-size: x-small;">Source: Department of Workforce Services, BLS</span></i></div>
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Despite recovery across all industries, the region’s construction
employment still remains below pre-recession levels — 37,600 jobs in 2016. As
mentioned, construction employment is tied, in part, to an area’s housing
market. To better understand this connection, we now look at the housing market
in context of the Great Recession.<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Housing
Market: Then and Now</span></b></div>
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In analyzing the Great Recession, many economists and
pundits point to the housing market as one of the downturn’s significant
drivers. <a href="https://www.federalreservehistory.org/essays/great_recession_and_its_aftermath">John
Weinberg, of the Federal Reserve Bank of Richmond, in 2013 observed</a>: “The
housing sector led not only the financial crisis, but also the downturn in
broader economic activity…the decline…was modest at first, but it steepened
sharply in the fall of 2008 as stresses in financial markets reached their
climax.”</div>
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Why does the housing market impact economic activity so
broadly?</div>
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One way is through construction permitting activity. As
population grows and demand for homes is high, additional construction takes
place. The result is more jobs and more construction workers who spend their
paychecks on goods and services in the community, which may create other jobs.
This ripple effect also works in reverse. As construction workers are laid-off,
less money is spent in the community and other jobs may be lost.</div>
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<span style="font-size: small;">The aforementioned construction employment decline stemmed,
in part, from a significant drop in <span style="font-family: inherit;">residential construction permitting.
Between 2007 and 2008, single-family home permits issued dropped by 57 percent
and have remained lower than pre-recession levels since (see table below).
Other construction also fell during the recession, particularly non-residential
activity. In 2007, $253 million was invested in building banks, offices and
other professional buildings in Salt Lake County. In 2009, only $66 million was
invested.</span></span></div>
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<span style="font-size: small;"><span style="font-family: inherit;"><b>Wasatch Front South Single-Family Home Permits: 2005 - 2017 </b></span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhduCaiUwKTAJy4RaCUHKLC_wpyVHze84qjoJFurnmJ7VL6jNn5PKI27jLpwV6tEvfuDWKk2g0KrP3p6h5ZhjFgmswMvQmG7w7CR8KuGtg4prA29QmNnYURWoiAUrkueD8pDle-UgCAB50/s1600/slhomeper.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="342" data-original-width="429" height="318" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhduCaiUwKTAJy4RaCUHKLC_wpyVHze84qjoJFurnmJ7VL6jNn5PKI27jLpwV6tEvfuDWKk2g0KrP3p6h5ZhjFgmswMvQmG7w7CR8KuGtg4prA29QmNnYURWoiAUrkueD8pDle-UgCAB50/s400/slhomeper.png" width="400" /></a></div>
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<span style="font-size: small;"><span style="font-family: inherit;"><span style="font-size: x-small;"><i>Source: Kem C. Gardner Ivory-Boyer Construction Database</i></span></span></span></div>
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<table cellpadding="0" cellspacing="0"><tbody>
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<tr><td><span style="font-size: small;"></span></td><td><span style="font-size: small;"><br /></span></td></tr>
</tbody></table>
<span style="font-size: small;"><span style="font-family: "calibri" , sans-serif;"></span><span style="font-family: inherit;">In addition
to the number of homes being built, the housing market also impacted the
economy prior to the recession due to home financing (mortgages) being sold to
investors. Instead of making their mortgage payments to a bank, homeowners’
essentially paid investors. This practice tied the housing market to the whole
economy and worked well when homeowners paid their mortgages. Unfortunately, many
individuals purchased homes they couldn’t afford<sup>3</sup>, which led to non-payment
and disastrous consequences for banks and investors. For a more detailed
explanation of the role mortgage speculation played in the Great Recession read
<a href="https://www.federalreservehistory.org/essays/great_recession_and_its_aftermath">John
Weinberg’s full 2013 article</a>.
</span></span><br />
<span style="font-size: small;"><span style="font-family: inherit;">A
significant increase in home prices developed as the demand for houses
increased and mortgages became readily available. <a href="https://www.federalreservehistory.org/essays/great_recession_and_its_aftermath">According to
John Weinberg (2013)</a>, between 1998 and 2006, U.S. average home
prices doubled. Then, in 2007, the number of mortgage non-payments (defaults)
began to rise and a ripple was sent through the entire economy — effectively
dropping housing prices. This home price rise and fall was also evident in
Utah. The state and Wasatch Front South saw home prices rise and fall by a
percent significantly greater than the United States as illustrated in the
graph below.</span></span><br />
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<span style="font-size: small;"><span style="font-family: inherit;"> </span></span><span style="font-family: inherit;"> <b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><br /></span></b></span></div>
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<b style="mso-bidi-font-weight: normal;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMnOGWlFsvH8jtkBAUffY4bS2ycX3V7EPvunuzmrEzdKBtxiSkFOQb5v_UeMGkErRvGdM8CS_6RAqZpP9rJgVhpO_IIaGsJZB4CT2VtXzs-Z-WXmCsz5AvnldwXEl070AiPoOOYYPs1lA/s1600/slhomeprice.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="891" data-original-width="1600" height="356" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMnOGWlFsvH8jtkBAUffY4bS2ycX3V7EPvunuzmrEzdKBtxiSkFOQb5v_UeMGkErRvGdM8CS_6RAqZpP9rJgVhpO_IIaGsJZB4CT2VtXzs-Z-WXmCsz5AvnldwXEl070AiPoOOYYPs1lA/s640/slhomeprice.png" width="640" /></a></b></div>
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<span style="font-family: inherit;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt; mso-no-proof: yes;"> </span></b><span style="font-size: x-small;"><i><span style="line-height: 115%;">Source: Federal Housing Finance Agency (FHFA)</span></i></span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt; mso-no-proof: yes;"><br /></span></b></span></div>
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Following a 10.5 percent home price drop through January
2010, Wasatch Front South home prices began to recover. Before returning to
positive territory, the change in home prices again dipped in 2011. However,
since the second quarter of 2012, the region’s home prices have steadily
increased. According to the U.S. Census Bureau’s American Community Survey, Salt
Lake County’s median home value was $220,000 in 2012. The most recent data
shows a median home value of $274,000 for 2016.</div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Wasatch
Front South Region: Then and Now</span></b></div>
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While there are many variables that could be discussed
following the Great Recession, the two we have looked at — employment and
housing — illustrate the recession’s impact and subsequent recovery in the Wasatch
Front South area. Despite significant recessionary job losses and home price
declines, the region has recovered and surpassed many pre-recession metrics.</div>
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<i style="mso-bidi-font-style: normal;">Endnotes:</i></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">1. 12-month moving average December 2007.</span></i></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">2. 12-month moving average June 2017</span></i></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">3. Fueled by sub-prime or other introductory mortgage
rates that masked actual homeowner affordability.</span></i></div>
Cory Stahlehttp://www.blogger.com/profile/03534151200744644560noreply@blogger.comtag:blogger.com,1999:blog-4566334901919764722.post-88017289870491959682017-10-25T13:18:00.001-06:002017-10-25T13:18:19.319-06:00Economic Hurdles in Rural Utah<div class="MsoNormal">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>by Mark Knold</b></span>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Utah is a geographically large state. Based on total area, it
is the 13<sup>th</sup> largest state, implying there is room to spread out. Despite
all this space, Utah’s population distribution is quite concentrated. According
to the U.S. Census Bureau, Utah is the nation’s 9<sup>th</sup> most urbanized
state. This dichotomy has shaped a state with two economic profiles — one
urban, one rural. It can be challenging for a state dominated and prospering within
the urban to extend its economic bounty to the betterment of the rural.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">What is rural? It depends upon one’s objective behind the
question. Most define rural by a visual scan of the landscape. A lot of open
land and not many people — rural. Yet economically, the view can be different.
An area may look rural, but if the economic vitality of its populace is
strongly integrated with a nearby urban area, then this creates a different
perspective. The latter is a preference of the federal government — an entity
that often makes allocation or distribution decisions based upon economic
factors.</span><br />
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<a href="https://2.bp.blogspot.com/-bBp_4nXOY_A/WfDdEfG7sXI/AAAAAAAAAFU/wyD4rWwaQHUPuL54rTXvfhan_RHg5SwfgCLcBGAs/s1600/maps.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1102" data-original-width="1495" height="470" src="https://2.bp.blogspot.com/-bBp_4nXOY_A/WfDdEfG7sXI/AAAAAAAAAFU/wyD4rWwaQHUPuL54rTXvfhan_RHg5SwfgCLcBGAs/s640/maps.png" width="640" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">No matter how one technically defines rural, the Governor’s Office
recognizes a recent dichotomy in Utah’s economic prosperity. Since the Great
Recession, Utah has had compelling economic success. Yet, most of this is concentrated
in Utah’s urban centers. Portions of Utah’s rural communities are not seeing
matching levels of success. Utah’s Lt. Governor <a href="https://www.usatoday.com/story/news/business/2017/07/28/utahs-25-k-jobs-initiative-boost-states-economy/517416001/">recently
observed</a>, “Not all of Utah’s communities are full participants in this
economic success. Many counties off the Wasatch Front are experiencing
challenges.”</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">In response to this economic disparity, the Governor’s Office
has launched the <a href="http://25kjobs.com/">25k Jobs</a> initiative — an
effort for businesses to create 25,000 new jobs in 25 Utah counties by 2020. With
this spotlight on rural Utah’s economics, let’s take a look at some of these rural
challenges.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">To most, jobs deliver their income and means for living
sustenance. Therefore, employment, and peripheral variables associated with
employment, becomes the strongest proxy for measuring the Utah economy’s health.
We will look at Utah’s counties through the lens of employment, unemployment, the
labor force and how the industry structure speaks to the underlying performance
of these variables.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">A profile of job growth becomes a starting point. Economic
performance needs to be viewed with a somewhat long lens. The Governor’s 25k
Jobs initiative was not born from a short-term disorder, but instead is recognition
of weak longer-term fundamentals. To illustrate this perspective, one needs to
backdrop the short-term mechanics against the longer-term dynamics.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">The
County Job Profile chart is an intersection of the short-term trend with the
moderate-term. Each county is a bubble, and the bubble size reflects job counts.
The chart is divided into four quadrants. The quadrants tell the story of the
intersection of the short and moderate-term trends (growth or contraction) and
the general health of the county’s economy.</span><br />
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<a href="https://1.bp.blogspot.com/-Lhgybe5LXT8/WfDdEdHAjcI/AAAAAAAAAFc/j0jmTG2FWHcZ1tSrjOXfnx2DkmnvwaCxACEwYBhgL/s1600/scatter1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1191" data-original-width="1595" height="476" src="https://1.bp.blogspot.com/-Lhgybe5LXT8/WfDdEdHAjcI/AAAAAAAAAFc/j0jmTG2FWHcZ1tSrjOXfnx2DkmnvwaCxACEwYBhgL/s640/scatter1.png" width="640" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">There are two axes of measure. First, the vertical axis
represents the short-term. It is the percentage of county job change between
2015 and 2016. Above the horizontal axis is growth — below is contraction.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Second, the horizontal axis measures the moderate-term. It
is the percentage of job change over the past five years (2011-2016). To the
right of the vertical axis is growth — to the left is contraction. Where a
bubble lies is the intersection of the short and the moderate term.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">To illustrate, find Beaver County on the chart. Beaver
aligns with around -4.0 percent on the vertical axis, and 8.0 percent on the
horizontal axis. This says that over the past five years, Beaver County’s job
count has grown by 8.0 percent, but over the past year it has contracted by
around 4.0 percent. This implies that Beaver County’s economy may be slipping a
bit. A one-year view would imply a problem. A longer-term view places this
short-term setback against a broader perspective of overall prosperity.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">The quadrant of concern is the Contracting quadrant. These
economies have contracted over both the most recent year and the past five years.
No matter how one wants to define rural as outlined above, all of these contracting
counties identify as rural.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">In-county jobs alone are not the complete picture. For
example, a large percentage of Morgan County’s residents commute to Weber or
Davis counties for work. If jobs are not being germinated in Morgan County, the
county and its population can still prosper from its ties with the urban area.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">An additional way to look at the economy is through the lens
of the labor force. The labor force consists of those 16-years and older who
are either working or looking for work. It is based upon where people live, not
where they work. A worker living in Morgan County will be represented in Morgan
County on the following chart (County Labor Force Change); yet, if they work in
Weber County, their job is represented in Weber County on the prior chart.
Adding this perspective helps to round out a county’s profile.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">The structure of the County Labor Force Change graphic is
the same as the prior chart. The area of vibrancy is the upper-right quadrant
where the labor force is increasing. The quadrant of labor force contraction is
the lower left. A decline in the labor force occurs when people become
discouraged and leave the labor force — yet stay in the county, or when people
leave the county altogether. Either way, a decline in the labor force signals a
fundamental negative in the economic trend.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Depending upon the variables measured, a gain in one and a
decline in another can both be positive. <span style="mso-bidi-font-weight: bold;">Job</span> <span style="mso-bidi-font-weight: bold;">growth</span> and an <span style="mso-bidi-font-weight: bold;">unemployment</span> <span style="mso-bidi-font-weight: bold;">decline</span> are both positive. To associate the positive with low
unemployment, the quadrant message on the Unemployment Rate chart has been transposed.</span><br />
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<a href="https://3.bp.blogspot.com/-_4Atq57N7JA/WfDdE3DvW2I/AAAAAAAAAFg/n0kgHqJTAT8Y_BZGcby1dL7ItKb1JjL6gCEwYBhgL/s1600/scatter2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1191" data-original-width="1595" height="476" src="https://3.bp.blogspot.com/-_4Atq57N7JA/WfDdE3DvW2I/AAAAAAAAAFg/n0kgHqJTAT8Y_BZGcby1dL7ItKb1JjL6gCEwYBhgL/s640/scatter2.png" width="640" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Every month an unemployment rate is calculated for Utah and
each of its counties. A county’s unemployment rate can be measured against the
Utah statewide average unemployment rate. In the following graphic, county
rates are mathematically compared against the statewide rate (seasonally
adjusted), recorded and then summed across time.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">For example, if a county’s unemployment rate is 5.5 percent
and the statewide rate is 4.0 percent, then that county’s difference for that
month is 1.5. If a county’s rate were to be 3.5 percent against the statewide
rate of 4.0 percent, then the difference is -0.5. These monthly differences are
tallied and summed. A high score speaks to a consistent and persistent
unemployment rate above the statewide average. In other words, these are
counties with a continuous environment of high unemployment.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">The horizontal axis is a measure since 2000 and the vertical
axis a measure since the beginning of the Great Recession (2008). The axis
intersection is not at zero to isolate the “concern area” within the upper
right quadrant. The statewide average is consistently close to the Salt Lake
County average, so a sizeable number of counties will have sums slightly above
the statewide average; yet, this doesn’t imply an unemployment problem. But the
non-zero intersection is utilized to emphasize the counties that do have an
outstanding unemployment disparity.</span><br />
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</div>
<div class="MsoNormal">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Across these various charts, a common group of rural
counties emerge in the weak quadrant. These include Carbon, Emery, Garfield,
Piute and San Juan counties; with Duchesne and Uintah hanging on the edge.
There is a common theme that surrounds this grouping and it centers upon low
economic diversity.</span></div>
<br />
<div class="MsoNormal">
<span style="font-family: "arial" , "helvetica" , sans-serif;">An economy’s ability to be consistently positive has a
strong foundation in a diverse mix of industrial employment. Think of it in terms
of “not putting all your eggs in one basket.” Economic diversity is spreading
jobs across many baskets. Diversity is desirable because the overall economy is
not dominantly influenced by one or a handful of industries whose poor
performance weighs upon the whole.</span></div>
<br />
<div class="MsoNormal">
<span style="font-family: "arial" , "helvetica" , sans-serif;">A Hachman Index is an evaluation tool measuring to what
degree an economy may or may not have all its eggs in one basket. In the
Hachman Index, a measure of 1.0 means your eggs are well distributed across
many industries. Conversely, numbers approaching zero point to a high
concentration in one or a handful of industries.</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-9cgBNn5n0rI/WfDdEew4yPI/AAAAAAAAAFY/M9RLRf3n844Tx5igSa6eOyjpNT8vkas0QCEwYBhgL/s1600/hachman.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1112" data-original-width="1490" height="476" src="https://4.bp.blogspot.com/-9cgBNn5n0rI/WfDdEew4yPI/AAAAAAAAAFY/M9RLRf3n844Tx5igSa6eOyjpNT8vkas0QCEwYBhgL/s640/hachman.png" width="640" /></a></div>
</div>
<div class="MsoNormal">
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Many of the counties that score low on the previous charts
are the same ones on the lowest tier of the following Hachman Index chart. This
chart represents the placement of economic diversity upon employment change of
the past five years. A county will be placed high or low (vertical axis) on the
chart depending upon its Hachman Index score. It will align right or left (horizontal
axis) depending upon its five-year employment change. Metropolitan counties
have higher economic diversity than rural counties — placing them higher on the
chart. They are also further to the right on the chart, showing stronger
employment growth. There can be individual exceptions, but the general theme is
that lack of economic diversity is a foundational impediment to economic
viability. Industrial diversity, though difficult to artificially induce, is a
desired remedy to counter sluggish economic performance.</span></div>
<br />
<div class="MsoNormal">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Lack of diversity does not mandate a poor economy. A
reproduction of this chart five years ago would have placed Uintah and Duchesne
counties still low on the chart, but their five-year growth rates would have
been off the chart, needing arrows to point out beyond the chosen 40 percent
horizontal axis limit.</span></div>
<br />
<div class="MsoNormal">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Those economies are dominated by energy production. When
energy prices are high, their economies can soar. When energy falters, they often
do likewise. They are striking examples of economic outcome being determined by
a dominant industry.</span></div>
<br />
<div class="MsoNormal">
<span style="font-family: "arial" , "helvetica" , sans-serif;">In summary, there is a dichotomy within the Utah economy
between urban and rural. The urban economies are diverse and, therefore, more
economically balanced; while many rural economies are not. With some rural
counties the economic distinction is not a wide divide; but in the rural
counties where the divide is pronounced, the underlying theme is often a low
level of economic performance.</span></div>
Anonymousnoreply@blogger.comtag:blogger.com,1999:blog-4566334901919764722.post-73155271101750447062017-07-27T12:49:00.001-06:002017-07-27T12:49:32.038-06:00Retail Employment in the Age of Amazon: A Profile of the Wasatch Front South Region <!--[if !mso]>
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<![endif]--><b style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">By Mark Knold, Supervising Economist and Cory Stahle, Regional Economist</b><span style="background-color: white; color: #333333; display: inline; float: none; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif; font-size: 14.85px; font-style: normal; font-weight: normal; letter-spacing: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"> </span><br />
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<br />
<div class="MsoNormal">
Consumer spending makes up around 68 percent of the nation’s
gross domestic product. Consumer spending is individuals and families
purchasing groceries, clothing, recreation, stocks, insurance, education and much
more. The transactions cover a broad swath of economic activity.</div>
<div class="MsoNormal">
<br />
Much of the nation’s consumer spending is captured via
retail trade. A useful <a href="https://stats.oecd.org/glossary/detail.asp?ID=2344">retail trade definition</a>
is “<span style="mso-bidi-font-family: Arial;">the re-sale (sale without
transformation) of new and used goods to the general public, for personal or
household consumption or utilization.” Not all consumer spending is captured through
retail trade transactions, but a large share is.</span></div>
<div class="MsoNormal">
<br />
Whereas in the past nearly all retail transactions were done
through traditional brick-and-mortar stores, now a significant and growing
segment is diverted to internet sales. The consumer shops online and FedEx (or
like) delivers the product. One can see that the number of brick-and-mortar
stores and the level of local sales across the country are being endangered by this
economic evolution.</div>
<div class="MsoNormal">
<br />
The brick-and-mortar reduction is beginning to show its economic
presence in the United States employment numbers. While the U.S. economy is
finally expanding at a healthy pace this side of the Great Recession, one of
the few industries not rising with this tide is retail trade. While overall
retail sales are increasing, employment is not.</div>
<div class="MsoNormal">
<br />
Traditionally, as a population increases, retail trade
employment grows simultaneously, since population growth and consumer spending volume
is an integrated dynamic. If studied deeply, a certain ratio of retail trade employment
growth spawned from population growth would emerge. Before the internet, the
vast majority of all consumer sales occurred in the immediate community or
region. But now, the internet is diverting these sales away from the local
community — and with internet sales growing, its market share will increase.</div>
<div class="MsoNormal">
<br />
We do not yet know how much brick-and-mortar erosion will eventually
occur. And will such a phenomenon hit some areas more than others (e.g., urban
vs. rural, or local vs. tourist spending)? These are touch points that
economists will be watching as this internet sales phenomenon continues to grow
within the national and Utah economies.</div>
<div class="MsoNormal">
<br />
In light of this change, in this quarter’s Local Insights we
are profiling retail trade employment throughout Utah’s local regions. This can
offer a profile of where retail trade is now in a local economy, and possibly
how much of the sector could become vulnerable to the internet-sales
phenomenon.</div>
<div class="MsoNormal">
<br />
All regions can be viewed through the Local Insights web
portal. The following is a retail trade profile for the Wasatch Front South region:</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Measuring
Retail – NAICS Codes</span></b><span style="mso-bidi-font-family: Arial;"></span></div>
<div class="MsoNormal">
<br />
<span style="mso-bidi-font-family: Arial;">In order to explore
the relationship between internet and brick-and-mortar retail we need to look
at data grouped through the <a href="https://www.census.gov/eos/www/naics/">North
American Industry Classification System (NAICS)</a>, which “is the standard
used by Federal statistical agencies in classifying business establishments.” Stated
simply, the NAICS groups businesses together based upon what they do.</span></div>
<div class="MsoNormal">
<br />
<span style="mso-bidi-font-family: Arial;">Hierarchical in
nature, the NAICS begins with a broad categorization and narrows its focus at
subsector levels. As an example, the educational services sector includes all
institutions focused on providing instruction and training. At the subsector
levels, that focus is narrowed so that data from elementary schools, colleges
and trade institutions are separated.</span></div>
<div class="MsoNormal">
<br />
<span style="mso-bidi-font-family: Arial;">In the case of
retail, a broad sector known as retail trade includes several underlying categories
such as: motor vehicle sales, furniture stores, electronics stores, building
material stores, grocery stores, pharmacies, gas stations, clothing stores and department
stores, among others.</span></div>
<div class="MsoNormal">
<br />
<span style="mso-bidi-font-family: Arial;">Then there is the
relatively new and emerging part of the retail trade sphere — non-store
retailers. These are establishments that sell products primarily on the internet
or through direct selling. Examples include Amazon, Overstock.com, Young Living
and dōTERRA. These types of retailers have grown rapidly in the past 15 years
and their presence is reshaping the retail trade landscape. We will look at
this subsector in a later section.</span></div>
<div class="MsoNormal">
<br />
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Retail in
the Wasatch Front South</span></b></div>
<div class="MsoNormal">
<br />
<a href="https://www.blogger.com/blogger.g?blogID=4566334901919764722" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a>In 2016, retail trade accounted for 10.5 percent of
employment in Salt Lake County making it the second largest industry with more
than 72,000 jobs. In Tooele, retail is nearly 12 percent of the nonfarm
workforce and is the largest industry with 1,900 jobs. The three largest retail
subsectors in the Wasatch Front South are general merchandise stores, food and beverage
stores, and motor vehicle and part dealers. These three account for 45 percent
of retail employment in the area and are responsible for nearly a third of all
taxable sales in the two counties.</div>
<div class="MsoNormal">
<br />
<a href="https://www.blogger.com/blogger.g?blogID=4566334901919764722" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>This and other data are represented in the visual below, which
illustrates trends in retail employment and taxable sales between 2000 and
2016. From this visual we see that retails’ share of employment has declined in
recent years. On the surface, this may indicate that the internet is replacing
“vulnerable” brick-and-mortar jobs with employment in electronic shopping
related industries.<br />
<br />
</div>
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<div class="MsoNormal">
<br />
While many of these online retail jobs are counted in non-store
retailers, some worksites may be placed in other industries like transportation
and warehousing. As an example, despite their online storefront, the
distribution center for Backcountry.com in West Valley City is classified as a
warehousing establishment. This structural difference between online and
traditional retail may account for some of the employment share reduction, but
to what extent is it driven by the internet supplanting vulnerable retail
locations?</div>
<div class="MsoNormal">
<br />
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Infrastructure,
Perishability and Behavior – Identifying Vulnerable Retail Sectors</span></b></div>
<div class="MsoNormal">
<br />
One way to identify potential vulnerabilities in
brick-and-mortar retail employment is to explore trends in e-commerce sales
relative to total retail sales. While this data is unavailable at the region
and state level it is provided for the U.S. Despite the lack of geographical
specificity in the data, it captures trends and relationships in an industry
where borders are disappearing due to the growing accessibility of the
internet.</div>
<div class="MsoNormal">
<br />
In order to identify vulnerable employment, we will identify
subsectors which have been impacted most by online shopping. We can do this by
looking at internet sales penetration within retail, which is the share of
online sales for a particular subsector, and comparing it to employment in Salt
Lake and Tooele counties. For this portion of the analysis, we will exclude
non-store retailers and look at “traditional” brick-and-mortar retail groupings
and their online sales.<br />
<br />
</div>
<div class="MsoNormal" style="margin-left: .5in; text-indent: .5in;">
<b style="mso-bidi-font-weight: normal;"><span style="color: #595959; font-size: 14.0pt; line-height: 115%;">Wasatch Front South Employment
vs. Internet Sales Penetration</span></b></div>
<div class="MsoNormal">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3g05irnb5wyTKwVraYV2FO4qOGo0aLG0z52P03x2pfzXLRjK6gVzch-EccFUWQX4wMbluTlRzxy6rp-_c5NJuWUN4mLfNYhQTn0QkSYmZDU6xJx_Gjih_QUJKnmgytviQI9x4SOJXZeU/s1600/wfs.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="692" data-original-width="999" height="442" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3g05irnb5wyTKwVraYV2FO4qOGo0aLG0z52P03x2pfzXLRjK6gVzch-EccFUWQX4wMbluTlRzxy6rp-_c5NJuWUN4mLfNYhQTn0QkSYmZDU6xJx_Gjih_QUJKnmgytviQI9x4SOJXZeU/s640/wfs.png" width="640" /></a><a href="https://www.blogger.com/blogger.g?blogID=4566334901919764722" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<span style="font-size: x-small;"><i><b> Source: Census Bureau Retail E-Stats</b></i></span></div>
<div class="MsoNormal">
<br />
<br />
This graph illustrates four main points about the
connection/competition between brick-and-mortar and online stores.</div>
<div class="MsoNormal">
<br />
First, not all industries are currently well-suited for
internet sales and may lack the infrastructure required. This is seen primarily
in the low online sales levels in general merchandise (one-stop shopping) and
food/beverage (grocery) stores. While the idea of having all your groceries and
toiletries shipped is appealing, the infrastructure to transfer these perishable
goods to a large amount of households in a timely manner does not yet exist.
Conversely, the electronics subsector appears to be much better suited for
online sales. Perhaps it is because individuals purchasing technology are
comfortable with using technology to purchase it.</div>
<div class="MsoNormal">
<br />
The second insight we can glean from the graph is the impact
of product on labor needs. A food and beverage store will require more
employees to care for perishable goods relative to a furniture store where
products rotate only a few times annually. Books, clothing and electronics are
also examples of products requiring less labor to maintain. Therefore, the less
maintenance an inventory requires, the higher the likelihood that it will
transition to online sales.</div>
<div class="MsoNormal">
<br />
Third, the motor vehicle and part dealer subsector is
unique. While perishability of goods can explain the need for higher employment
levels in the grocery groupings, a car doesn’t expire the way a gallon of milk
does. While some of the higher employment in motor vehicles may be explained by
a lack of infrastructure in shipping cars purchased online, it may be more of a
behavioral driver. According to a 2015 <a href="http://press.autotrader.com/2015-03-31-New-Autotrader-Study-Consumers-Want-Big-Changes-to-the-Car-Buying-Process">Autotrader
survey</a>, 88 percent of consumers said they wouldn’t buy a car before a test
drive.</div>
<div class="MsoNormal">
<br />
These first three points illustrate that infrastructure,
perishability and behavior all influence the degree to which certain retail
groups sell online.</div>
<div class="MsoNormal">
The final point is the negative relationship between
internet sales penetration and employment. In general, higher levels of internet
sales penetration are correlated to low regional employment in that industry.
This confirms visually that jobs gained with online retailers reduce employment
among traditional retail.</div>
<div class="MsoNormal">
<br />
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">What About
Non-Store Retailers?</span></b></div>
<div class="MsoNormal">
<br />
As mentioned previously, the graph above excluded non-store
retailers. In the Wasatch Front South area, this subsector employs more than 8,000
individuals, making it the fourth largest retail category. Since 2000,
employment in this subsector has grown by 126 percent and taxable sales have
grown by 66 percent. So why are non-store taxable sales gaining at a slower
pace than employment?</div>
<div class="MsoNormal">
<br />
This is primarily due to the fact that sales taxes are
collected by the state of the purchaser, and then, only if the seller has a
physical presence in that state. This means that when Overstock.com sells a rug
to someone outside of Utah, there is money coming into Utah (in terms of the
jobs that the sale supports), but there is no sales tax coming in to Utah. The
only non-store sales taxes captured in Utah are Utah consumers purchasing goods
from retailers with a presence in Utah. Since a large share of sales by local
online retailers are to customers in other states, it means that sales tax
revenue lags compared to employment growth in the industry.</div>
<div class="MsoNormal">
<br />
This example illustrates one of the greatest difficulties in
quantifying the impact of non-store retailers on brick-and-mortar locations.
When Utah residents purchase tax-free goods from a non-store retailer like
Amazon, whose sales are not broken out by NAICS subsectors (i.e., electronics,
motor vehicle parts, and home furnishings), establishing a relationship between
non-store and traditional retail is challenging.</div>
<div class="MsoNormal">
<br />
Perhaps the state’s recent agreement with Amazon will be
helpful in unraveling this puzzle. Amazon recently established a nexus with the
state of Utah and therefore became obligated to collect sales taxes. Amazon
reportedly captured 33 percent of all U.S. online purchases in 2015, according
to the magazine Internet Retailer, up from 25 percent in 2012. In response to
this development, revenue estimators for Salt Lake County have added a half
percentage point to their estimate for 2017 sales tax collections.</div>
<div class="MsoNormal">
<br /></div>
Cory Stahlehttp://www.blogger.com/profile/03534151200744644560noreply@blogger.comtag:blogger.com,1999:blog-4566334901919764722.post-24914016752211762242017-05-01T10:44:00.000-06:002017-05-01T10:44:41.325-06:00Census Bureau Tool Provides Labor-Force Insight for Utah<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal">
Across the United States, jobs are quantified through each
state’s unemployment insurance program. Those programs provide the potential
for laid-off workers to receive unemployment benefits — the goal being to
bridge the gap between workers’ lost jobs and their next jobs. An eligible
recipient’s weekly benefit amount is based upon their earnings from recent
work. This begs the question, how does Utah’s unemployment insurance program
know how much an individual recently earned while working?</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
That answer is supplied by all businesses that hire workers,
as they must report their employees and pay as mandated by the unemployment
insurance laws. Companies identify their individual workers and those workers’
monetary earnings for a calendar quarter. As businesses are identified by their
industrial activity and geographic location, it is through the unemployment
insurance program that aggregate employment counts by industry and location are
calculated.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Yet each state’s profiling of individuals is quite minimal
in the unemployment insurance program. The U.S. Census Bureau can bring more
light to the overall labor force by supplementing said information with gender,
age, race/ethnicity and educational attainment (imputted from American
Community Survey responses) for Utah’s labor force.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
The Census Bureau packages this information through their
Local Employment Dynamics program and makes available said data on its <a href="https://lehd.ces.census.gov/">website</a>. Here at the Department of
Workforce Services, we recently downloaded and packaged Utah-specific data from
said website and summarized it in the attached visualization.</div>
<div class="MsoNormal">
<br /></div>
<div class="tableauPlaceholder" id="viz1493656771336" style="position: relative;">
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<br />
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<br />
<div class="MsoNormal">
<br />
<br />
<a name='more'></a><br />
Various data “tabs” are available, presenting Utah’s economy
from different angles, ranging from industry shares within the economy to the
age-group distributions of the labor force, to gender and race distributions.
These labor variables can be viewed for the state as a whole, or by each
individual county.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b>Some statewide highlights:</b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Industry — industrial distribution is quite diverse, which
provides strength within the economy. Distributions do fluctuate with time,
with manufacturing seeing its share lessen while health care and professional
and business services shares have increased.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Age — the bulk of Utah’s labor force is composed of 25- to
44-year-olds. Older worker shares have increased over the past 15 years, yet
still remain a non-dominant portion of Utah’s labor force. The youngest
segments of the labor force declined noticeably during the Great Recession due
to less participation, and that trend remains.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Educational Attainment — turnover rates are understandably
highest with workers under the age of 25 as they strive to build their
educational foundation and also find their niche in the labor market. A trend
does stand out where the more education that a worker attains, the lower the
turnover rate businesses experience from said educational classes.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Race/Ethnicity — Whites account for around 80 percent of
Utah’s labor force. The Asian community is small but slowly increasing in
share, and is also characterized with the lowest turnover rate and the highest
new-hire wages.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Gender — males comprise about 55 percent of Utah’s labor
force. The female share of 45 percent is higher than the national average.
Roughly 35 percent of working females work part-time compared to 15 percent for
males. Therefore, female new-hire wages are considerably lower than male
new-hire wages. (Note: employer reporting into the unemployment insurance
system is not hourly wage rate reporting but instead total calendar quarter
wages paid. Therefore, calculations can only be made upon total quarterly
wages, and part-time employment weakens this measure).</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
As for the various counties in the Wasatch Front South region,
here are some labor highlights:</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b>Salt Lake County:</b></div>
<br />
<ul>
<li><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"></span></span>The largest industry group by employment in Salt
Lake County is professional and business services. While it has consistently
been the largest, it has gradually increased its share of total employment since
the recession in 2009.</li>
<li><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span>In addition to size, the business services
industry also happens to be one of the most dynamic and has the most churn, due
to the inclusion of temporary staffing agencies.</li>
<li>Turnover rates fell significantly in the last
recession as job opportunities dried up and employees remained with their
companies. Conversely, turnover rates have been on a steady tread upward in the
last few years as workers have seized new job opportunities.</li>
<li>The trends mentioned under statewide highlights
regarding age, education, race and gender are mirrored in Salt Lake County.</li>
</ul>
<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b>Tooele County:</b></div>
<br />
<ul>
<li>The largest industry group by employment in
Tooele County is retail/wholesale trade. Of these nearly 1,900 jobs, 1,740 are
in retail trade which includes general merchandise and grocery stores.</li>
<li><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span>The transportation/warehousing/utilities
industry share of total employment nearly doubled in the last 10 years. This
growth is being driven by the warehousing and storage industry which now
employs nearly 1,000 workers.</li>
<li><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span>Professional/Business Services has seen its
share of total employment decline by a third in the last five years. These
losses are primarily in the waste treatment and disposal industry, which lost
nearly 1,000 jobs from 2012 to 2015.</li>
</ul>
Cory Stahlehttp://www.blogger.com/profile/03534151200744644560noreply@blogger.comtag:blogger.com,1999:blog-4566334901919764722.post-41935823015473434532017-03-29T13:16:00.001-06:002017-03-29T13:17:38.528-06:00Salt Lake Unemployment Rate Lowest Among Large Metropolitian Areas<br />
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<span style="font-size: small;"><span style="background-color: white; color: black; display: inline; float: none; font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-style: normal; font-weight: normal; letter-spacing: normal; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">In January 2017 the Salt Lake City metropolitan area, which includes Salt Lake and Tooele counties, had the lowest unemployment rate among large metropolitan areas in the United States at 3 percent. The Bureau of Labor Statistics performed this comparative analysis with large areas defined as those "</span><span style="background-color: white; color: black; display: inline; float: none; font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-style: normal; font-weight: normal; letter-spacing: normal; line-height: 1.22em; margin: 0px; padding: 0px; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span class="Apple-converted-space" style="line-height: 1.22em; margin: 0px; padding: 0px;"></span>with a 2010 Census population of 1 million or more." For more information and a map of the data visit</span><i><b><span style="background-color: white; color: black; display: inline; float: none; font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-style: normal; font-weight: normal; letter-spacing: normal; line-height: 1.22em; margin: 0px; padding: 0px; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"> the </span><a href="https://www.bls.gov/opub/ted/2017/salt-lake-city-had-lowest-unemployment-rate-among-large-metropolitan-areas-in-january-2017.htm">Bureau of Labor Statistics.</a></b></i></span></h4>
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/></span></div>
<h4>
</h4>
<h4>
<span style="background-color: white; color: black; display: inline; float: none; font-family: "tahoma" , "arial" , "helvetica" , sans-serif; font-size: 13px; font-style: normal; font-weight: normal; letter-spacing: normal; line-height: 1.22em; margin: 0px; padding: 0px; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><br /></span></h4>
Cory Stahlehttp://www.blogger.com/profile/03534151200744644560noreply@blogger.comtag:blogger.com,1999:blog-4566334901919764722.post-33826748959848253102017-02-14T10:56:00.000-07:002017-02-14T11:01:36.095-07:00Better, Faster, Smarter . . .Check out our new website design <br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/CScEuDWBjoQ/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/CScEuDWBjoQ?feature=player_embedded" width="320"></iframe></div>
<span style="font-family: "calibri";">Information is the treasure of the current age. The instant
access to information since the advent of the Internet has transformed
societies in ways that thousands of years prior had not. Information can lead
to knowledge, and — with increased knowledge — better efficiencies and way of
life. If information is vital, then the presentation of information has also
risen to a prominent level.</span>
<span style="font-family: "calibri";">With this, the Utah Department of Workforce Services has
made some organizational improvements to its economic webpages. Various
economic data categories are not mutually exclusive, but we made an effort to
compartmentalize economic data for a better organizational display and
navigation. We also added a new feature area that taps into various national data
elements and measurements from the Federal Reserve Economic Data (FRED), the
database of the Federal Reserve Bank of St. Louis. FRED’s added value is national
— and Utah — economic indicators. More on FRED’s contribution below.</span><br />
<span style="font-family: "calibri";"><br /></span>
<span style="font-family: "calibri";">Depending on the subject, economic data can be categorized
as either broad or specific. For example, the demographic makeup of an area and
how that impacts an economic structure is a broad-subject approach. Conversely,
a current monthly snapshot of the Utah economy, its job growth and unemployment
rate is a more specific observation. Our economic webpage has four “portals”
through which to “categorize” and search for information. One portal is broad, while
the other three are more specific in nature.</span><br />
<br />
<h3>
Topic Portals</h3>
<div style="margin: 0px 0px 13px;">
<span style="font-family: "calibri";">The monthly employment profile just mentioned is a specific
topic and gets its own “portal,” entitled Employment Update. Here, the most
current Utah economic performance can be explored and summarized. The
information found here is what often gets cited in the local news media in
reference to the current Utah job performance and unemployment rate.</span></div>
<br />
<div style="margin: 0px 0px 13px;">
<span style="font-family: "calibri";">The second specific “portal” is labeled Local Insights. This
is a quarterly profile of the Utah economy down to a county level. Each county
is summarized with its own economic performance, including job growth,
unemployment rate, housing starts, taxable sales and other profile variables.
The common theme here is a county-specific approach.</span></div>
<br />
<div style="margin: 0px 0px 13px;">
<span style="font-family: "calibri";">The third specific “portal” is Reports and Analysis.
Workforce Services’ economic forte is the labor market. Things over and above
the everyday reporting on the labor market are presented here. Sometimes we do
special economic studies, other times we will report on specific economic
groups within the labor force, like women or veterans. Anything we do that is
not an often repeated or ongoing report are grouped here.</span></div>
<br />
<div style="margin: 0px 0px 13px;">
<span style="font-family: "calibri";">The final “portal,” and possibly the one that will be most
used, is labeled Economic Data. The core of our data collection and analysis is
concentrated here. Employment data, occupational data, wage information and
demographic profiles are just some of the major economic themes found in this
area.</span></div>
<h3>
FRED's on site</h3>
<div style="margin: 0px 0px 13px;">
<span style="font-family: "calibri";">As mentioned earlier, we have added an economic indicator
area tapping into FRED, which is a massive compilation of economic data from various
sources — primarily government statistical agencies, but also some nongovernmental
organizations. Workforce Services economists have gone through the list and
selected a handful of the most useful data series for gauging the performance
of Utah’s macro economy and gaining insights into expected trends. Utah
functions within the national economy, so the national economic indicators
profiled here are intended to also be guiding influences on the Utah economy. These
indicators include composite indexes; a recession probability indicator;
leading indicators, such as construction permits and the yield curve;
coincident indicators, such as real GDP and employment; and price indicators,
such as the consumer price index, regional housing prices, and oil and gas
prices. Each chart has a detailed description of what the data represent and
how they may be useful.</span></div>
<br />
<div style="margin: 0px 0px 13px;">
<span style="font-family: "calibri";">Keeping relevant with the fast-changing pace of the Internet
and data presentation is our goal at Workforce Services. We hope these changes
help to better present our broad package of economic data offerings.</span></div>
Cory Stahlehttp://www.blogger.com/profile/03534151200744644560noreply@blogger.comtag:blogger.com,1999:blog-4566334901919764722.post-48909551870241902242016-10-24T11:32:00.002-06:002016-10-24T11:33:16.882-06:00Show Me the Economy - New Occupational Projections for the Wasatch Front South Region<!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
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<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
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<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
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<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<b>Mark Knold,
Supervising Economist</b></div>
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</div>
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</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<div class="tableauPlaceholder" id="viz1477330058801" style="position: relative;">
<noscript><a href='#'><img alt=' ' src='https://public.tableau.com/static/images/20/20142024ProjectionsBlog/Dashboard/1_rss.png' style='border: none' /></a></noscript><object class="tableauViz" style="display: none;"><param name='host_url' value='https%3A%2F%2Fpublic.tableau.com%2F' /> <param name='site_root' value='' /><param name='name' value='20142024ProjectionsBlog/Dashboard' /><param name='tabs' value='yes' /><param name='toolbar' value='yes' /><param name='static_image' value='https://public.tableau.com/static/images/20/20142024ProjectionsBlog/Dashboard/1.png' /> <param name='animate_transition' value='yes' /><param name='display_static_image' value='yes' /><param name='display_spinner' value='yes' /><param name='display_overlay' value='yes' /><param name='display_count' value='yes' /></object></div>
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<b> </b><br />
<b>“The
government knows everything about everyone.”</b></div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Fortunately,
that statement is not true. Yet society still looks to the government to
provide answers to comprehensive and complex questions that have their
foundation within individual decisions and activities. One subject frequently
directed toward the government is individual-level information about the
economy — particularly, what occupations are in demand, what occupations pay
well and have lucrative outlooks, and ultimately, what occupation(s) should I
build my career upon?</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
It takes the
accumulation of a wide array of individual information to answer these
questions. Employers provide the foundation information about the occupations
they employ. Jobs are held by individuals, but employers provide the profile
information about the job itself, not any particular individual.</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Since
society desires to profile such a broad spectrum of the economy — occupational
profiles and the occupational distribution within the economy — only government
is in the unique position to collect, analyze and provide answers for said
desire. Yet, no government program or regulatory agency mandates any
comprehensive occupational reporting from individuals or businesses. Therefore,
government attempts to fill the void with an ongoing, robust and voluntary
survey of employers — a survey where employers are asked to provide details
about their various occupations, including descriptions, quantities,
wages/salaries and location. Through this survey emerges an occupational
portrait of an economy.</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
The U.S.
Bureau of Labor Statistics (BLS) structures and funds the survey, yet the
individual states conduct the survey. Under BLS administration, all states use
the same methodology; therefore, occupational profiles are comparable across
states.</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Through this
survey, analysts discover how industries are populated with various
occupations. Accountant is an occupation, yet accountants can be found across
many different industries. Other occupations may be more exclusive to certain
industries; for example, doctors are largely found only in the healthcare
industry. One of the survey’s products is that industries can be profiled with
their general mix of occupations. This is called an industry’s occupational
staffing pattern.</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
This brings
us back to the original questions: what occupations are in demand, what
occupations pay well and have lucrative outlooks, and ultimately, what
occupation(s) should I build my career upon?</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
The
foundation is to make informed forecasts about how industries will
expand/contract over the next 10 years. By applying existing occupational
staffing patterns to each industry’s projected change, a trained economic
analyst can then make an extrapolation about how occupations will
correspondingly increase/decrease. Knowledgeable analyst judgment further
refines the occupational expectations, such as knowing an occupation will grow
faster than in the past, with the result being a set of occupational
projections that accumulate to profile a state or regional economy.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
A new set of
occupational projections are done every two years to keep the information fresh
even though economies do not change dramatically in short order. Because of
slow change, updated occupational projects generally continue the overall
message of preceding occupational projections. But economies do modify with
time, and therefore, subtle changes will arise with each new set of
occupational projections.</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Utah’s most
recent occupational projections are found here: <a href="http://www.jobs.utah.gov/wi/pubs/outlooks/state/index.html">http://www.jobs.utah.gov/wi/pubs/outlooks/state/index.html</a>.
These projections look forward to the year 2024.</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
The
occupational profile is structured from the general to the detailed, mimicking
the structure of a family tree. First, broad occupational categories are
defined, such as management or healthcare occupations; then, subcategories are
defined; and finally, individual occupations are defined. Individual
occupations are the heart of the occupational projections. But overall patterns
and characteristics do emerge when observing the broader categories.</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
While a Utah
statewide profile leads the way, Utah’s local economies are not homogenous;
therefore, nine Utah subregions are also profiled. Due to confidentiality
restraints and statistical reliability, the amount of occupations available
will diminish the smaller a subregion; but, occupations comprising the backbone
of a regional economy will be available.</div>
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<br /></div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;">Salt Lake City MSA</b></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Cory Stahle,
Regional Economist</div>
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<br /></div>
<div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in;">
The following are some general highlights gleaned from the Salt Lake
City Metropolitan Statistical Area (MSA) — Salt Lake and Tooele counties
combined — occupational projections:</div>
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<br /></div>
<div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in;">
As mentioned above, individuals often look to government to understand the
outlook for specific jobs. Through the occupational projections, outlook is
measured in three ways: 1) job openings, 2) job growth and 3) wages.</div>
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<br /></div>
<div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in;">
Job openings are estimated based upon two major factors: replacements
and growth. Replacements occur as individuals change occupations, retire or
leave the labor force; while growth refers to labor market expansion and the
addition of new jobs. The sum of these two factors result in total openings for
each occupation or the economy as a whole. Current projections indicate that,
on average each year between 2014 and 2024, occupations in the Salt Lake City
metro area will generate 33,010 total annual openings.</div>
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<br /></div>
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In addition to openings, job growth rates are calculated for the total
of all occupations and their subgroups. For Salt Lake metro, total occupations
are projected to grow at 2.6 percent annually through 2024, with computer
related occupations expecting the highest growth at 4.1 percent.</div>
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<br /></div>
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These two statistics — job openings and job growth rate — measure
different things. Annual openings are influenced by occupations with higher
levels of employment and turnover, because these jobs require more
replacements. This is illustrated in the Salt Lake City metro as the
occupations with the highest number of average annual openings are customer
service representatives, retail salespersons and fast food workers. Conversely,
annual growth does not account for employment size and turnover and can often
overstate the outlook for smaller occupations.</div>
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<br /></div>
<div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in;">
However, when openings and growth are combined, the outlook becomes
clearer. On the embedded visualization below, we limited annual growth rates to
occupations with at least 75 annual openings and found web developers,
post-secondary health teachers and software developers to have the strongest
employment outlook in the Salt Lake metro.</div>
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<br /></div>
<div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in;">
The final piece used to form occupational outlook is wages. In order to
understand the relationship between openings, growth and wages, the Department
of Workforce Services publishes star ratings. Through a process of statistical
weighting, occupations are assigned ratings from zero to five stars based on outlook.
As an example, a job with strong growth/openings and relatively high pay would
be assigned the highest or five-star ranking. In contrast, a job with limited
employment outlook and low wages would be assigned zero stars.</div>
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<br /></div>
<div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in;">
In the current projections, 87 occupations were identified as five-star
jobs in the Salt Lake City MSA. These jobs range from general practitioners to
wholesale and retail buyers. The five-star occupation with the largest number
of openings over the next 10 years is general and operations managers.</div>
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<br /></div>
<div class="MsoNormal" style="background: white; margin-bottom: .0001pt; margin-bottom: 0in;">
Whether you are a policy maker, business owner or individual looking to
make decisions about a career or education, you can begin to see what a
valuable informational tool occupational projections are. In addition to the
embedded visualizations, please visit the <a href="http://jobs.utah.gov/wi/uocd/dashboard.html">Occupational Comparison
Dashboard</a> for more projections data.</div>
Cory Stahlehttp://www.blogger.com/profile/03534151200744644560noreply@blogger.comtag:blogger.com,1999:blog-4566334901919764722.post-61917028509542916562016-07-28T16:06:00.001-06:002016-07-28T16:14:01.827-06:00The Infrastructure Labor Market - Salt Lake City MSA<!--[if gte mso 9]><xml>
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<i style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20.79px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;">By Mark Knold, Supervising Economist, and Cory Stahle, Regional Economist</i><br />
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
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<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
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<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
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<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
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<br />
<div class="MsoNormal">
The labor force is made up of people. People vary in every
conceivable way. One person is artistic while another can only draw stick
people. One person might be able to disassemble and reassemble a car engine
while another might not know what an alternator is. We are different. We have
different aptitudes and abilities.</div>
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<br /></div>
<div class="MsoNormal">
Parallel to this variability, jobs are different. High
levels of education do make it possible to work in high-skill occupations that
return high incomes. But not everyone is cut out for higher education or has
the means to obtain higher education. Therefore, they might end up in “lesser”
or “unimportant” jobs.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
But is that accurate? Are their job options inferior and
unimportant? A recent <a href="http://www.brookings.edu/research/reports2/2016/05/13-infrastructure-skills-kane-tomer">Brookings
Institution report</a> brings to light a segment of the economy that is highly
important yet is dependent upon the labor force that may not be built for, have
the economic means, or desire to attain a college degree or higher.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Brookings identifies a niche they call the infrastructure
economy. As Brookings notes, “Infrastructure helps facilitate the exchange of
information, drive production, and deliver resources, spanning multiple sectors
of the economy and serving as a foundation to long-term growth.” It goes
further to note that “Infrastructure jobs depend on a steady stream of talent
to construct, operate, design, and govern the country’s major physical assets.” <i>(article continues below)</i><br />
<br /></div>
<div style="text-align: center;">
<span style="color: blue;"><i>*<b>*Filter the viz below to see information on the infrastructure jobs in your area**</b></i></span> </div>
<script src="https://public.tableau.com/javascripts/api/viz_v1.js" type="text/javascript"></script><br />
<div class="tableauPlaceholder" style="height: 1395px; width: 804px;">
<noscript><a href='#'><img alt=' ' src='https://public.tableau.com/static/images/In/InfrastructureJobs/OverviewandWages/1_rss.png' style='border: none' /></a></noscript><object class="tableauViz" height="1395" style="display: none;" width="804"><param name='host_url' value='https%3A%2F%2Fpublic.tableau.com%2F' /> <param name='path' value='views/InfrastructureJobs/OverviewandWages?:embed=y&:display_count=y' /> <param name='toolbar' value='yes' /><param name='static_image' value='https://public.tableau.com/static/images/In/InfrastructureJobs/OverviewandWages/1.png' /> <param name='animate_transition' value='yes' /><param name='display_static_image' value='yes' /><param name='display_spinner' value='yes' /><param name='display_overlay' value='yes' /><param name='display_count' value='yes' /></object></div>
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<br />
<a name='more'></a></div>
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<div class="MsoNormal">
<span style="color: black;">Brookings also documents why these
infrastructure jobs can appeal to the individual. “Infrastructure occupations
also boast competitive wages with relatively low barriers to entry, frequently
paying up to 30 percent more to workers with a high school diploma or less
compared to those in all other occupations. Plumbers, truck mechanics, and
power line installers are among the numerous infrastructure occupations that
fall into this category, which tend to emphasize on-the-job training rather than
higher levels of formal education.”</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Brookings identified 95 occupations that support the
infrastructure foundation. Their work was well founded and designed. This
intrigued us to develop a profile of said infrastructure configuration for the
Utah economy. We could not replicate the Brookings work in terms of finalizing
upon infrastructure industries, but we could place our focus instead upon all infrastructure
occupations.</div>
<div class="MsoNormal">
Infrastructure occupations do not have to be found in only
infrastructure industries. A helicopter pilot, an infrastructure occupation,
may fly a medical helicopter for a hospital, even though said hospital is not
categorized as an infrastructure industry.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
What is important is that there are occupations that
Brookings has identified as key occupations that help to keep the economy
operating, growing, designed, and governed. And a practical appeal is that many
of these jobs offer low barriers to entry while supplying competitive wages.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Across the nation, these occupations number 11.9 million, or
8.8 percent of all occupational employment. In Utah, these jobs number around
121,400, also 8.8 percent of all occupational employment. Again, the appeal of
these jobs is not just that they fundamentally support so many other jobs and
industries in the economy, but that these jobs don’t require a high level of
education or formalized training for entry. Oftentimes these occupations
emphasize only on-the-job training. Yet, these jobs pay on average 22 percent
higher in Utah than other occupations that are willing to accept only a high
school diploma or less.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Utah does have its unique structuring across its different
geographic regions, and this will include the possibility of a different
profile of the Infrastructure economy in each local region. The following is an
infrastructure profile for the Salt Lake City metropolitan statistical area
(MSA).</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b>Salt Lake City MSA</b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
In this area, which includes Salt Lake and Tooele counties,
infrastructure occupations number about 63,500, or 9.4 percent of all
occupational employment. By the year 2024, these jobs are projected to increase
to nearly 79,000, producing an estimated 2,900 new jobs annually. This total
increase translates to a 10-year growth rate of 24.8 percent, slightly above
the projected growth for all occupations.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Another way to analyze infrastructure occupations is through
the use of location quotients. Location quotients act as a measure of relative
employment concentration by comparing the share of employment in a local area (Salt
Lake City MSA in this case) to the nation.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Upon applying location quotients, we find that the concentration
of total infrastructure employment is higher in the Salt Lake City MSA relative
to the United States. This higher proportion of employment is manifested in
several occupations. Among these are reservation and transportation
agents/clerks, transportation inspectors, air traffic controllers, transit and
railroad police, aircraft cargo handling supervisors and gas compressor/gas
pumping station operators.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
As mentioned, infrastructure jobs assist in designing,
operating, growing and governing the economy. The appeal of these jobs is twofold,
manifested in the form of low educational barriers to entry and higher than
average wages. Both of these factors are illustrated in the Salt Lake City MSA,
as 93 percent of infrastructure employment requires education of an associate’s
degree or less and also pays 14 percent higher when compared to all jobs
requiring an associate’s degree or less.</div>
Cory Stahlehttp://www.blogger.com/profile/03534151200744644560noreply@blogger.comtag:blogger.com,1999:blog-4566334901919764722.post-43128834659422088012016-04-20T15:42:00.001-06:002016-04-29T13:25:47.640-06:00Wasatch Front South Labor Market Information is “OnTheMap”<!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
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</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
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<b>The Census Bureau’s online mapping tool provides a wealth of
location-specific labor market information.</b></div>
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<i style="mso-bidi-font-style: normal;"><span style="background: white; color: #181818; font-family: "georgia" , serif; font-size: 10.5pt; line-height: 115%;">“If you want to put yourself on the map,
publish your own map.” -Ashleigh Brilliant</span></i><br />
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<span style="background: white; color: #181818; font-family: "georgia" , serif; font-size: 10.5pt; line-height: 115%;">This isn’t your same old blog
post about data. Instead of analyzing and sharing data, this post covers how to
access an extremely useful “big data” labor market information tool. What is
this tool? The U.S. Census Bureau’s <a href="http://onthemap.ces.census.gov/">OnTheMap</a> web-based mapping and reporting
application. </span><a href="http://onthemap.ces.census.gov/"><span style="background: white; font-family: "georgia" , serif; font-size: 10.5pt; line-height: 115%;"></span></a></div>
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<span style="background: white; color: #181818; font-family: "georgia" , serif; font-size: 10.5pt; line-height: 115%;">What’s so great about OnTheMap?
Typically, we report labor market information at the state and county level.
Local-level data is harder to come by. Along with the ability to provide labor
market profiles of small and large nonstandard areas, OnTheMap graphically
demonstrates where people work and where workers live. Users can define their
own geographies and obtain data and maps at the census-block level of detail. This
flexibility can quickly provide information for emergency and transportation
planning, site location and economic development. </span></div>
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<li><span style="background: white; color: #181818; font-family: "georgia" , serif; font-size: 10.5pt; line-height: 115%;">Do you want to understand
commuting patterns for a particular area? OnTheMap can generate maps of outflow
and inflow.</span></li>
<li><span style="background: white; color: #181818; font-family: "georgia" , serif; font-size: 10.5pt; line-height: 115%;">Do you want to know the basic characteristics of workers in your
town? OnTheMap has that information. </span></li>
<li><span style="background: white; color: #181818; font-family: "georgia" , serif; font-size: 10.5pt; line-height: 115%;">Do you want to identify the employment characteristics
along a specific stretch of highway? OnTheMap can deliver that data.</span></li>
<li><span style="background: white; color: #181818; font-family: "georgia" , serif; font-size: 10.5pt; line-height: 115%;">Do you
want to discern how many workers live within a 50-mile radius of a particular
site? OnTheMap delivers.</span></li>
</ul>
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<span style="background: white; color: #181818; font-family: "georgia" , serif; font-size: 10.5pt; line-height: 115%;">Where does this data come from?
OnTheMap combines federal and state administrative data on workers and
employees with Census Bureau census and survey data. Don’t worry. Using
state-of-the-art methods, the Census Bureau is committed to protecting the
confidentiality of business and personal information. </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="background: white; color: #181818; font-family: "georgia" , serif; font-size: 10.5pt; line-height: 115%;">Where People Work</span></b></div>
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<span style="background: white; color: #181818; font-family: "georgia" , serif; font-size: 10.5pt; line-height: 115%;">Let’s run through a few
examples of how OnTheMap outputs can help you understand your local economy. Suppose
the Kearns City Council wants to know where the residents of their town work.
OnTheMap indicates <span style="font-family: "georgia" , serif;">mor<span style="font-family: "georgia" , serif;">e than</span></span> a quarter of the city’s working residents are employed
in Salt Lake City.</span></div>
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<span style="background: white; color: #181818; font-family: "georgia" , serif; font-size: 10.5pt; line-height: 115%;"><img alt="" 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" 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" 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" 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Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
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<div class="MsoNormal">
<span style="background: white; color: #181818; font-family: "georgia" , serif; font-size: 10.5pt; line-height: 115%;">Next, the <span style="font-family: "georgia" , serif;">m</span>ayor wants to know
how many workers travel into Kearns for employment. OnTheMap suggests that far
fewer workers commute in than out of Kearns. In-commuters are most likely to
drive from West Valley City.</span></div>
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" 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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
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<b style="mso-bidi-font-weight: normal;"><span style="background: white; color: #181818; font-family: "georgia" , serif; font-size: 10.5pt; line-height: 115%;">Labor Market Characteristics</span></b></div>
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<span style="background: white; color: #181818; font-family: "georgia" , serif; font-size: 10.5pt; line-height: 115%;">Now, these local government
officials have decided they would like to know the characteristics of
individuals that work or live in Kearns. OnTheMap can provide age-group,
earnings, industry, race/ethnicity, gender and educational attainment
information. For example, OnTheMap shows the following characteristics for
working residents of Kearns:</span></div>
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<li><span style="color: #181818; font-family: "symbol"; font-size: 10.5pt; line-height: 115%;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="background: white; color: #181818; font-family: "georgia" , serif; font-size: 10.5pt; line-height: 115%;"><span style="font-family: "georgia" , serif;">More than</span> half are
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</span></span></span><span style="background: white; color: #181818; font-family: "georgia" , serif; font-size: 10.5pt; line-height: 115%;">30 percent make
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</span></span></span><span style="background: white; color: #181818; font-family: "georgia" , serif; font-size: 10.5pt; line-height: 115%;">13 percent work in
manufacturing</span></li>
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individuals are Latino</span></li>
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</span></span></span><span style="background: white; color: #181818; font-family: "georgia" , serif; font-size: 10.5pt; line-height: 115%;">20 percent have at
least a Bachelor’s degree</span></li>
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</span></span></span><span style="background: white; color: #181818; font-family: "georgia" , serif; font-size: 10.5pt; line-height: 115%;">47 percent are
female</span></li>
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<b style="mso-bidi-font-weight: normal;"><span style="background: white; color: #181818; font-family: "georgia" , serif; font-size: 10.5pt; line-height: 115%;">Getting Specific</span></b></div>
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<span style="background: white; color: #181818; font-family: "georgia" , serif; font-size: 10.5pt; line-height: 115%;">A company thinking of locating to Kearns is
interested in the number (and characteristics) of workers within a standard
commuting distance of a particular worksite. Economic development professionals
can specify a particular radius and obtain a report. Other shapes (donut and
plume) are also available. In addition, users can draw their own polygons in
OnTheMap. To determine how many workers may be inconvenienced by a road
construction project, just draw a line along the length of the project and
“buffer” the selection. </span></div>
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Cory Stahlehttp://www.blogger.com/profile/03534151200744644560noreply@blogger.comtag:blogger.com,1999:blog-4566334901919764722.post-20907855451229564242016-01-27T12:01:00.000-07:002016-01-27T12:04:29.670-07:00Educational Profile of the Wasatch Front South Region<div class="MsoNormal">
<i>Cory Stahle, Regional
Economist<o:p></o:p></i></div>
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Several of our past blog posts have highlighted the
statewide education levels of Utah; however, little has been written about the
educational makeup of counties and regions. The 2014 American Community Survey
(ACS), released December 2015, provides data that profiles education levels by
county. This article will focus primarily on the Wasatch Front South Region and
its counties.<o:p></o:p></div>
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Understanding educational attainment for an area is
important for two reasons. First, it is generally acknowledged that obtaining
higher education yields increased income. This increase can then improve living
standards and aid in long-term economic growth. Second, education is both a
product and driver of the types of jobs available. A highlight of the
educational characteristics in the Wasatch Front South Region follows.</div>
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According to the 2014 ACS, 31 percent of individuals 25 years and older held a
bachelor’s degree or higher in the region. Salt Lake County mirrored the region
at 31 percent while Tooele County was lower at 21 percent. When compared in the
graphic below, Salt Lake County is above the national average for bachelors and
higher and is near the state average. In contrast, Tooele County falls below
the nation and state in advanced degrees but is significantly higher in both
high school and some college/associates education. While many Tooele County
residents commute outside the county for work, lack of local employer demand
for workers with advanced education is one possible explanation for the
bachelor’s degree lag.<o:p></o:p></div>
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Within the population, the ACS distinguishes between those
who are in the labor force and those who are not. The labor force includes both
individuals who are employed and those who are unemployed but would like to
work. As seen below, the labor force share of individuals who have attended
and/or graduated from college is comparable to the state and nation.</div>
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When broken down by gender and age, the region mirrors
national trends. In line with the nation, females in younger generations are surpassing
males in college graduation rates. Among individuals aged 65 and over in the
region, the share of males with a bachelor’s degree or higher is 17
percentage-points above females. This gap in shares narrows to 6
percentage-points for the 45-to-64-year-old category, and equalizes in the 35-to-44-age
range. The trend is most evident between the ages of 25 and 34 where the female
share exceeds males by 5 percentage-points (see table below).<o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOez2zdIVACrRgQ5ECTh_7Yn8oIOrOlpL7vYeiQ2qskac0-EvlPfGdEHDa27B_fIJpgCW8F21Z3cDcVYlq9kJ0enzui_-0QqBeET7IkSycu3e12MTfzsxgLg4pCInYv3moNlDN8Sg_maE/s1600/graph+3+wfs.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="388" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOez2zdIVACrRgQ5ECTh_7Yn8oIOrOlpL7vYeiQ2qskac0-EvlPfGdEHDa27B_fIJpgCW8F21Z3cDcVYlq9kJ0enzui_-0QqBeET7IkSycu3e12MTfzsxgLg4pCInYv3moNlDN8Sg_maE/s640/graph+3+wfs.png" width="640" /></a></div>
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Given this trend and the positive relationship between
education and income, one would expect higher female wages relative to men.
However, this outcome is not discernable in the ACS data. For the region,
females earn 58 percent of male wages across all education levels.<o:p></o:p></div>
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This gap in the earnings data may be caused by a collection
of factors outside of gender alone. One factor may be the choice of women to
work lower paying, part-time jobs in favor of flexibility. At the state level,
the U.S. Bureau of Labor Statistics (BLS) estimates that nearly 35 percent of
all female employees work part time. Of those working part-time, a BLS survey
found that fewer than 10 percent would prefer full-time employment instead. A
second factor stems from the methodology of the ACS data, which includes all
individuals with any earnings, even if they are low. For example, a
stay-at-home mother may participate in direct sales of herbal oils and receive
$2,000 a year in income. These earnings are then included in the calculation
for all females and contribute to lowering the median income statistic.<o:p></o:p></div>
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One final highlight from the ACS is the relationship between
education and unemployment. Region-wide, the estimated unemployment rate for
less-than-high-school graduates is 10 percent. In contrast, this number falls
to 3 percent for individuals with bachelor’s degrees and above. Both Salt Lake
and Tooele counties show a smooth decrease in unemployment rates as the level
of education increases.<o:p></o:p></div>
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For additional information on educational attainment see the interactive visual below.</div>
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Cory Stahlehttp://www.blogger.com/profile/03534151200744644560noreply@blogger.comtag:blogger.com,1999:blog-4566334901919764722.post-61468270759795620862015-11-10T10:37:00.000-07:002015-11-13T14:24:53.343-07:00Either Side of the Mountain: Utah’s Two County “Tech-Highway”<div class="MsoNormal">
<i>By Cory Stahle,
Regional Economist</i></div>
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A recently released report from real estate firm Cushman
& Wakefield | Commerce, describes a record breaking construction trend
occurring around the border of Salt Lake and Utah counties. In the past decade,
the entirety of Salt Lake County and northern Utah County (900 plus square
miles) have averaged less than one million square feet of new office
construction annually. Over the past nine months this annual average has been
dwarfed by a five square-mile area along I-15 between Draper and Lehi. With nearly
two million square feet of new commercial construction projects underway,
primarily in behalf of technology companies, the area is being coined by some
as Utah’s “Tech-Highway.” A visual of the growth in construction is illustrated
in the following image:<o:p></o:p></div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://media.marketwire.com/attachments/201510/MOD-354818_1026_TechHighway_Aerial.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://media.marketwire.com/attachments/201510/MOD-354818_1026_TechHighway_Aerial.jpg" height="414" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: 12px; line-height: 12.84px; text-align: start;">Image Property of: Cushman & Wakefield | Commerce</span></td></tr>
</tbody></table>
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Construction
is a driver and manifestation of the economic growth occurring in the Salt Lake
City and Provo metropolitan areas. With a combined job growth rate of 4.2
percent from June 2014 to June 2015, Utah and Salt Lake counties are seeing
significant increases in the number of jobs available. A significant portion of
these job gains, in line with the Cushman report findings, are occurring in
professional/technical service occupations and in construction. In comparing June
2015 to the previous year, nearly 14 percent of total job gains in Utah and
Salt Lake counties were in professional/technical fields. Similarly,
construction accounted for 10.8 percent of jobs in the two counties during the
same period.</div>
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<o:p></o:p></div>
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<o:p></o:p></div>
<a name='more'></a><br />
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<span style="background: white;">According to the </span>report
from real estate firm Cushman & Wakefield | Commerce, there are several
reasons why businesses may be choosing the Tech-Highway as a location for
expansion or relocation. Among these are lower business and living costs relative
to areas like San Francisco and the Bay Area, the allure of workforce interconnectivity
through mass transit, and the State of Utah’s high economic expansion rankings
relative to the United States.</div>
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<o:p></o:p></div>
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The report also included a list of the businesses settling
along the “Tech-Highway” and their objectives, which include:<o:p></o:p></div>
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<div class="MsoNormal" style="line-height: 15.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 15.0pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #002c40; font-family: "courier new"; font-size: 10.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Courier New";">o<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><b><span style="border: none windowtext 1.0pt; color: #002c40; font-size: 12.0pt; mso-bidi-font-family: Helvetica; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">EMC </span></b><span style="color: #002c40; font-size: 12.0pt; mso-bidi-font-family: Helvetica; mso-fareast-font-family: "Times New Roman";">anticipates
creating an additional 700 jobs, currently constructing 100,000 square feet of
expansion space at Vista Station.<o:p></o:p></span></div>
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<div class="MsoNormal" style="line-height: 15.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 15.0pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #002c40; font-family: "courier new"; font-size: 10.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Courier New";">o<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><b><span style="border: none windowtext 1.0pt; color: #002c40; font-size: 12.0pt; mso-bidi-font-family: Helvetica; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Prosper Marketplace </span></b><span style="color: #002c40; font-size: 12.0pt; mso-bidi-font-family: Helvetica; mso-fareast-font-family: "Times New Roman";">plans to create an additional 500 jobs. They currently lease
space in Draper while awaiting completion of their new 150,000 square-foot
expansion in Lehi's Thanksgiving Station 4.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 15.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 15.0pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #002c40; font-family: "courier new"; font-size: 10.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Courier New";">o<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><b><span style="border: none windowtext 1.0pt; color: #002c40; font-size: 12.0pt; mso-bidi-font-family: Helvetica; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">MaritzCX</span></b><span style="color: #002c40; font-size: 12.0pt; mso-bidi-font-family: Helvetica; mso-fareast-font-family: "Times New Roman";"> is
expanding in Lehi, expecting to add an additional 425 jobs.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 15.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 15.0pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #002c40; font-family: "courier new"; font-size: 10.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Courier New";">o<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><b><span style="border: none windowtext 1.0pt; color: #002c40; font-size: 12.0pt; mso-bidi-font-family: Helvetica; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Thumbtack</span></b><span style="color: #002c40; font-size: 12.0pt; mso-bidi-font-family: Helvetica; mso-fareast-font-family: "Times New Roman";"> is a
Bay-Area company that settled in Draper to grow their staff to 300 soon.<o:p></o:p></span></div>
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<div class="MsoNormal" style="line-height: 15.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 15.0pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #002c40; font-family: "courier new"; font-size: 10.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Courier New";">o<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><b><span style="border: none windowtext 1.0pt; color: #002c40; font-size: 12.0pt; mso-bidi-font-family: Helvetica; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Jet.com</span></b><span style="color: #002c40; font-size: 12.0pt; mso-bidi-font-family: Helvetica; mso-fareast-font-family: "Times New Roman";"> is a New
Jersey based, e-commerce start-up expanding its member services group into
75,000 square feet of preleased space in Draper.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 15.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 15.0pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #002c40; font-family: "courier new"; font-size: 10.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Courier New";">o<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><b><span style="border: none windowtext 1.0pt; color: #002c40; font-size: 12.0pt; mso-bidi-font-family: Helvetica; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Vivint Solar</span></b><span style="color: #002c40; font-size: 12.0pt; mso-bidi-font-family: Helvetica; mso-fareast-font-family: "Times New Roman";"> is
undergoing a massive expansion, planning for as many as 3,000 new Utah
employees.<o:p></o:p></span></div>
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<div class="MsoNormal" style="line-height: 15.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 15.0pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #002c40; font-family: "courier new"; font-size: 10.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Courier New";">o<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><b><span style="border: none windowtext 1.0pt; color: #002c40; font-size: 12.0pt; mso-bidi-font-family: Helvetica; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Academy Mortgage</span></b><span style="color: #002c40; font-size: 12.0pt; mso-bidi-font-family: Helvetica; mso-fareast-font-family: "Times New Roman";"> is relocating from Sandy to Draper, continuing Utah's
employment growth.<o:p></o:p></span></div>
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<div class="MsoNormal" style="line-height: 15.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 15.0pt; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #002c40; font-family: "courier new"; font-size: 10.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Courier New";">o<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><b><span style="border: none windowtext 1.0pt; color: #002c40; font-size: 12.0pt; mso-bidi-font-family: Helvetica; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Ancestry</span></b><span style="color: #002c40; font-size: 12.0pt; mso-bidi-font-family: Helvetica; mso-fareast-font-family: "Times New Roman";"> is moving
its headquarters from Provo to Lehi, seeking broader access to the area's
growing talent pool. Ancestry's 200,000 square-feet project will complete
construction next year.<o:p></o:p></span></div>
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Source: The Enterprise – Utah’s Business Journal, <a href="http://www.comre.com/news/utahs-tech-highway-driving-markets-highest-rate-of-new-office-construction-on-record/">Cushman
& Wakefield | Commerce</a> <o:p></o:p></div>
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Image: Cushman & Wakefield | Commerce<o:p></o:p></div>
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Cory Stahlehttp://www.blogger.com/profile/03534151200744644560noreply@blogger.comtag:blogger.com,1999:blog-4566334901919764722.post-48877144330279977802015-11-04T11:25:00.001-07:002015-11-04T12:43:15.287-07:00“What Does Agriculture in the Wasatch Front South Region Look Like?”<i style="font-weight: normal;">By Cory Stahle, Regional Economist</i><br />
<div>
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<i style="font-weight: normal;"><br /></i></div>
In 1791, President George Washington began correspondence with Arthur Young, an Englishman who desired to understand what agriculture in America looked like. In an attempt to address his questions, Washington administered a farm survey and computed the results for the populated East Coast. Supported by his findings, the President sent a series of letters to Young addressing issues of crop yields, livestock, labor cost, and labor productivity.<br />
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Washington’s survey provided a basis for agricultural measurement that continued for decades until 1840, when the first comprehensive Census of Agriculture was administered. Originally conducted as a part of the decennial population census, the Census of Agriculture eventually evolved to operate and release census data every five years, and does so to this day. Despite the variance in methodology and collection of agricultural data since Washington’s day, the fundamental question he sought to answer is still relevant.<br />
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In the spirit of Arthur Young, we may then ask the question, “What does the agricultural economy in the Wasatch Front South Region look like?”<br />
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The most recent Census of Agriculture, which utilizes data from 2012, illustrates the agricultural economy in the region. Beyond the scope of crop and livestock production, the Census of Agriculture contains massive amounts of data, ranging from internet access on farms to the number of pickup trucks used for agricultural purposes. A distillation of highlights from this census follows:<br />
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<b>Agricultural Labor </b><br />
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• <span style="text-indent: -0.25in;">In 2012, the Wasatch Front South Region reported
1,110 workers in the category of hired farm labor.</span><br />
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• <span style="text-indent: -0.25in;">The total reported payroll for hired labor jobs
in the region was $9.8 million dollars in 2012.</span><br />
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• <span style="text-indent: -0.25in;">The majority of farms using hired labor are
smaller operations. Of the 249 farms utilizing hired labor, 76.3 percent employ
one to four hired workers.</span><br />
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• In addition to employees classified as hired labor, there were 1,774 total operators* in 2012.<br />
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• Of the 2,884 total workers classified as hired labor and operators, 58.6 percent work in Salt Lake County. Hired labor and operator counts represent a 13.9 percent increase from 2007 and a 16.4 percent decrease relative to 2002.<br />
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• Expense per hired worker (calculated by dividing hired labor expense into quantity of hired workers) outpaced inflation and increased from $5,683 in 2007 to $8,829 in 2012.<br />
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• Unpaid labor also accounted for 1,661 workers in 2012.<br />
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<b>Farms and Land </b></div>
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• The number of farms increased 14.5 percent between 2007 and 2012, for a total of 1,106 farms. Of this total, 630 or 57 percent are located in Salt Lake County.<br />
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• Total acres of land used for agriculture increased by 18 percent as a result Tooele County’s 37 percent increase in farm acreage from 2007 to 2012. Salt Lake County reported a 27 percent reduction in farmland for the same period.<br />
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• The average size of each farm in the area remained fairly consistent between 2007 and 2012 at 384 and 373 acres respectively.<br />
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• According to tax filings, 81 percent of all farms in the area are classified as family or individually owned.<br />
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<br /></div>
<b>Agricultural Sales </b><br />
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• Total farm sales increased 14.6 percent relative to 2007, for total sales of $61.9 million in 2012. Tooele County accounted for 65 percent of these sales at $40.4 million.<br />
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• Salt Lake County sales of agricultural products sold directly to individuals more than tripled in total value from 2007 to 2012, a nominal increase of $698,000. This expansion in sales may have been driven by growing trends in farmer’s markets and local food popularity.<br />
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• Crop sales accounted for a little over two-fifths of the 2012 agricultural related sales. For the region, nominal sales remained consistent between the 2007 and 2012 censuses at a total of $25.4 million.<br />
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• In 2012, hay production in the area equaled 17,521 tons, while wheat and corn production yielded 161,791 and 73,809 bushels respectively. Unfortunately, data confidentiality prevents comparison between 2007 and 2012 production.<br />
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• 2012 total sales of livestock, poultry and related products were up 27.7 percent from 2007, a nominal increase from $28.6 million to $36.5 million. Most livestock production occurred in Tooele County, where livestock sales accounted for 79 percent of the region’s total in 2012.<br />
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• The largest livestock markets in the Wasatch Front South Region are cattle, horses, and sheep. In 2012, the Wasatch Front South Region reported a total inventory of 25,158 cattle, 5,588 horses and ponies, and 4,451 sheep and lambs.<br />
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As reflected in the aforementioned economic indicators, the 2012 census illustrates the agricultural economy of the Wasatch Front South Region. From jobs to quantity of farms, many dimensions of the agricultural economy witnessed growth between 2007 and 2012. In addition to broad expansion, both counties in the region experienced localized expansion in the five years preceding 2012. Tooele County livestock sales saw healthy increases, while Salt Lake County experienced increases in direct sales of agricultural products to individuals.<br />
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<i>*Operators, serve as farm managers and make “day-to-day decisions about…planting, harvesting, feeding and marketing.”</i><br />
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Sources: 2012 Census of Agriculture, Oklahoma State Extension, USDA NASS History<br />
Visuals: Lecia Langston & Matt SchroederCory Stahlehttp://www.blogger.com/profile/03534151200744644560noreply@blogger.comtag:blogger.com,1999:blog-4566334901919764722.post-39668937660477386742015-08-03T07:39:00.000-06:002015-08-03T08:49:01.699-06:00Local Insights updated on the web<div class="separator" style="clear: both; text-align: center;">
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" 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" 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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">By Mark Knold, Supervising Economist </span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Shelter is one of humanity’s basic needs. That is why housing is everywhere. Since housing is so ubiquitous, it becomes an important component in an economy’s foundation, and as such becomes an economic indicator.</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">In this issue of Local Insights, we look at the demand for housing structures, the amount of housing permits and their history, and how this history shows that housing demand follows the ups and downs of a region’s economic performance. In evaluating the volume of housing permits, we also parallel the health and vitality of the local economy.</span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><br />People need jobs that supply them income in order to afford housing. Jobs are not the only factor, as things like affordability and the ability to obtain lending also play their part in housing demand. But the foundation of housing demand is the health of the job market.</span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><br />The graph shows Utah statewide housing permits. A trend of normal permitting activity is evident from 1996 through 2004. Permits rose during the pre-Great Recession boom, then became lethargic for the seven years following. It is just recently that the volume of permit activity is again approaching something normal. That in itself is an economic indicator of an improved Utah economy.</span></span><br />
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To read more, see the <a href="http://jobs.utah.gov/wi/pubs/localinsights/current/index.html">latest issues of Local Insights</a>. To receive a printed copy, please call 801-526-9785.Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4566334901919764722.post-50095478091857118482015-08-03T07:21:00.000-06:002015-08-03T08:48:23.276-06:00Updated Economic Snapshots<div class="separator" style="clear: both; text-align: center;">
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New three-page snapshots contain narrative at the bottom for more perspective of the data in a monthly look at
employment, unemployment, wages construction, and sales for each county in
Utah. (Some data updated less frequently, as available.)<br />
<br />
For the latest economic snapshot for your county, check out the updated files on our website for <a href="http://jobs.utah.gov/wi/regions/current/snapshotsaltlake.pdf">Salt Lake</a> and <a href="http://jobs.utah.gov/wi/regions/current/snapshottooele.pdf">Tooele</a> counties.<u><i></i></u><br />
<br />
<i>Note: refreshing browser may be necessary for current information. </i>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4566334901919764722.post-55707733275214258882015-04-29T14:12:00.001-06:002015-04-29T14:12:54.329-06:00Wasatch Front South Economic Update(Salt Lake and Tooele Counties)<br />
<br />
Jim Robson, Regional Economist<br />
<br />
The Wasatch Front South Service Area labor market ended 2014 with year-over employment growth in December of 2.2 percent. The region’s unemployment rate was a healthy 3.5 percent in the fourth quarter of 2014. Average employment growth in 2014 was 2.4 percent above the level for 2013. There was job growth across all major industrial groups with two exceptions, mining and manufacturing employment. In 2014, the region marked its fourth complete year of economic expansion and labor market improvement since the end of the great recession.<br />
<br />
For Salt Lake and Tooele Counties, the continuing healthy job growth and labor market will characterize economic conditions during 2015, with new employment expected to increase about 2.7 percent for the year, an additional 17,700 positions. Total 2015 payroll employment will average about 672,100 jobs in this region. Substantial job increases should come from professional/scientific/technical services, administrative support, trade, financial activities and education.<br />
<br />
The improving labor market brought down the unemployment rate to average 3.7 percent in 2014. In the first quarter of 2015 unemployment averaged 3.3 percent and will likely continue to range between 3.0 and 3.4 percent through 2015. <br />
<br />
<b>Salt Lake County</b><br />
* Year-over job increases continue across 15 of 19 industrial sectors with overall nonfarm payroll employment increasing by 2.2 percent from December 2013 to December 2014. The net new jobs from the past year added to the four-plus years of recovery since the employment trough of the recent recession in Salt Lake County. <br />
<br />
* Average employment in 2013 was 624320 and 639,395 in 2014, an increase of 15,076 jobs or 2.4 percent. There were 656,221 nonfarm payroll jobs reported by employers in December 2014, which includes the temporary employment surge of the holiday season.<br />
<br />
* From December 2013 to December 2014, the most new jobs are being created in professional/scientific/technical services, construction, trade, finance/insurance and food services.<br />
<br />
* Within professional/scientific/technical services, 3,265 new job opportunities were concentrated in computer systems design, accounting/bookkeeping, management/technical consulting, architectural and engineering services. <br />
<br />
* The 2,279 new construction jobs were spread across commercial, residential, and industrial activities. Residential building permits increased by 16 percent to 6,066, the highest number of permits since 2006.<br />
<br />
* Four industries shed jobs from December 2013 to December 2014. Transportation/warehousing declined by 512 positions with most reductions found among truck and air transportation.<br />
<br />
* Mining employment was down by about 156 jobs with the effects of declining oil prices being manifest in oil and gas support activities. Manufacturing and information had reductions of 89 and 85 jobs respectively.<br />
<br />
* In the fourth quarter of 2014, there was a net increase of 3.5 percent in firms and worksites within Salt Lake County. This increase of 1,381 units brought the total count of firms and worksites to 41,156. <br />
<br />
* The seasonally adjusted unemployment rate in Salt Lake County has lessened from 3.9 percent in March 2014 to 3.2 percent in March 2015. Since March 2014, the number of Salt Lake County residents that are unemployed has declined from about 22,150 to 18,900. Initial claims for unemployment benefits are at their lowest level in five years.<br />
<br />
* The stabilization, improvement and expansion in the Salt Lake County labor market since mid-year 2010 have been reflected in the gross taxable sales figures. For 19 consecutive quarters, starting in the second quarter of 2010 and going through the fourth quarter of 2014, Salt Lake County’s year-over change in sales tax collections has been positive. The fourth quarter 2014 year-over taxable sales were up six percent.<br />
<br />
<script type='text/javascript' src='https://public.tableau.com/javascripts/api/viz_v1.js'></script><div class='tableauPlaceholder' style='width: 754px; height: 1169px;'><noscript><a href='#'><img alt=' ' src='https://public.tableau.com/static/images/Sn/SnapshotsBLOG/Blog/1_rss.png' style='border: none' /></a></noscript><object class='tableauViz' width='754' height='1169' style='display:none;'><param name='host_url' value='https%3A%2F%2Fpublic.tableau.com%2F' /> <param name='site_root' value='' /><param name='name' value='SnapshotsBLOG/Blog' /><param name='tabs' value='no' /><param name='toolbar' value='yes' /><param name='static_image' value='https://public.tableau.com/static/images/Sn/SnapshotsBLOG/Blog/1.png' /> <param name='animate_transition' value='yes' /><param name='display_static_image' value='yes' /><param name='display_spinner' value='yes' /><param name='display_overlay' value='yes' /><param name='display_count' value='yes' /><param name='showVizHome' value='no' /><param name='showTabs' value='y' /><param name='bootstrapWhenNotified' value='true' /><param name='filter' value='Area Parameter=Salt Lake County'/></object></div>
<br />
<b>Tooele County</b><br />
* Tooele County’s own job recession continued through the end of 2014 with year-over job losses of 297 for the 12 months ending in December 2014. Payroll employment within the county peaked in mid-2011 and has been down on a year-over comparative basis since then.<br />
<br />
* Overall, nonfarm payroll employment totaled 14,870 in December 2014. This is the lowest job count for the month of December since 2005. <br />
<br />
* The three largest job reductions from December 2013 to December 2014 occurred in the waste management and remediation services, construction, and the federal government. Many of these losses stem from the direct and indirect effects of the Deseret Chemical Depot closure which was completed by the end of summer of 2014.<br />
<br />
* The three industries showing the largest December 2014 year-over employment increases include transportation/warehousing, healthcare/social services, and arts/entertainment/recreation services. <br />
<br />
* In 2013, average annual nonfarm payroll Jobs totaled 15,419 in Tooele County. For 2014, there were 14,944 jobs, a reduction of 475 or a decline in payroll positions of 3.1 percent. After accounting for seasonal variations, the level of jobs in the county stabilized in 2014. Therefore, the outlook for 2015 is for the Tooele County job market to return to the plus side of the ledger with some positive overall job additions as year-over employment growth should resume in the spring.<br />
<br />
* In the fourth quarter 2014, there was a net increase of 2.4 percent in firms and worksites within Tooele County. This increase of 25 units brought the total count of firms and worksites to 1,056. This increase in payroll firms and worksites is another sign that the economic climate is improving and that new job growth will be returning.<br />
<br />
* As part of the greater Salt Lake City Metropolitan Area, Tooele County residents have access to the Salt Lake County job market. Salt Lake’s current relative strength provides support to Tooele County residents. <br />
<br />
* The unemployment rate was estimated to be 5 percent in March 2014, improving to a rate of 4 percent in March 2015. There are about 1,170 unemployed Tooele County Residents looking for work in the spring of 2015.<br />
<br />
* During the first quarter of 2015, initial unemployment insurance claims averaged the lowest level in Tooele County for any first quarter since 2006. This indicates that the Tooele County labor market has returned to non-recessionary levels of job separations.<br />
<br />
* Residential building permits increased by 27.4 percent to 363, the highest number of permits since 2007. The overall value of all permited construction activity increased in 2014 by 16.6 percent over the previous year totaling $142.5 million.<br />
<br />
* Gross taxable sales increased by 4.6 percent in the fourth quarter 2014 compared to fourth quarter 2013.<br />
<br />
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Jim Robsonhttp://www.blogger.com/profile/04689696682336748118noreply@blogger.comtag:blogger.com,1999:blog-4566334901919764722.post-10640710406228575232015-03-09T06:30:00.000-06:002015-03-12T08:05:40.592-06:00Monthly Consumer Price Index (CPI) updatedThe Consumer Price Indexes (CPI) program produces monthly data on changes in the prices paid by urban consumers for a representative basket of goods and services.<br />
<br />
There is no CPI data specific to Utah, so national data is relied upon for <a href="http://jobs.utah.gov/wi/pubs/costofliving/cost.html">this page</a>.<br />
<br />
For monthly and annual CPI data see <a href="http://jobs.utah.gov/wi/pubs/costofliving/current.html">here</a>.<br />
<br />
<a name='more'></a>The CPI frequently is called a cost-of-living index, but it differs in important ways from a complete cost-of-living measure. The Bureau of Labor Statistics has for some time used a cost-of-living framework in making practical decisions about questions that arise in constructing the CPI. A cost-of-living index is a conceptual measurement goal, however, and not a straightforward alternative to the CPI.<br />
<br />
A cost-of-living index would measure changes over time in the amount that consumers need to spend to reach a certain utility level or standard of living. Both the CPI and a cost-of-living index would reflect changes in the prices of goods and services, such as food and clothing that are directly purchased in the marketplace; but a complete cost-of-living index would go beyond this role to also take into account changes in other governmental or environmental factors that affect consumers' well-being.<br />
<br />
It is very difficult to determine the proper treatment of public goods, such as safety and education, and other broad concerns, such as health, water quality, and crime, that would constitute a complete cost-of-living framework.<br />
<br />
For more FAQs about CPI, see the <a href="http://stats.bls.gov/cpi/cpifaq.htm">BLS website</a>.Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4566334901919764722.post-39404222295909376322015-02-12T13:55:00.001-07:002015-02-12T13:58:06.028-07:00Tooele County Economic UpdateJim Robson, Economist<br />
<br />
<b>Solid Growth and Low Unemployment</b><br />
<br />The Wasatch Front South Service Area labor market cooled from a year-over employment growth of 2.7 percent at the beginning of 2014, slowing in the spring and summer to a growth rate of about 2.1 percent. The region’s unemployment rate was around 3.5 percent by mid-year 2014 and drifted down to 3.3 percent by the end of the year. In 2013, Wasatch Front South unemployment averaged 4.2 percent. Economic expansion has brought down the unemployment rate low enough so that many employers are reporting some difficulty in recruiting the workers they need. This may put some upward pressure on wages in the coming year.<br /><br />Overall for the Wasatch Front South (Salt Lake and Tooele Counties), continuing healthy job growth and an improved labor market characterizes economic conditions through 2014 and into 2015. The average 2014 job count in the Wasatch Front South area showed estimated employment growth of around 2.2 percent, adding an additional 13,800 jobs. Substantial job increases were added from professional/scientific/technical services, state higher education, administrative support, accommodations/food services and finance/insurance. Looking forward into 2015, job growth will likely continue between 2.2 to 2.5 percent in the region, with Tooele County once again contributing to positive job growth.<br /><br /><b>Tooele County</b><br />
<br />• Tooele County’s own job recession continued during 2014. The county experienced year-over job losses of 334 for the 12 months ending in September 2014. <br /><br />• The three largest job reductions occurred in administrative support/waste management services decreasing by 272 jobs, the federal government shedding 76 jobs and professional/technical declining by 84. Many of these losses stem from the direct and indirect effects of the Deseret Chemical Depot closure which was completed in the summer of 2014.<br /><br />• The four industries showing the largest September 2014 year-over employment increases include health care/social service (59), transportation/warehousing (42), local government (38) and information (27). <br /><br />• Overall, nonfarm payroll employment totaled 15,094 in September 2014. This is the lowest job count for the month of September since 2006. <br /><br />• During the fourth quarter of 2014, initial unemployment insurance claims averaged the lowest level in Tooele County for any fourth quarter since 2006. This indicates that the Tooele County labor market has returned to non-recessionary levels of job separations. <br /><br />• For the year ending in September 2014 there was a net increase of 2.9 percent in firms and worksites within Tooele County. This increase of 30 units brought the total count of firms and worksites to 1,048. This increase in payroll firms and worksites is another sign that the economic climate is improving and that new job growth will be returning.<br /><br />• In September of 2012, the unemployment rate was around 5.8 percent, improving throughout 2013 to record a rate of 5.2 percent in September 2013. As of September 2014, there are about 1,206 unemployed Tooele County Residents looking for work and a jobless rate of 4.1 percent. By December of 2014 the jobless rate had receded to 3.8 percent.<br /><br />• In 2013 average annual nonfarm payroll Jobs totaled 15,419 in Tooele County. For 2014 there were an estimated 14,984, a reduction of 435 or a decline in payroll positions of 2.8 percent. After accounting for seasonal variations, the level of jobs in the county stabilized in 2014. Therefore, the outlook for 2015 is for the Tooele County labor market to return to the plus side of the ledger with some positive overall job additions.<br />
<br />
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<br />
<b>Solid Growth and Low Unemployment</b><br />
<br />
The Wasatch Front South Service Area labor market cooled from a year-over employment growth of 2.7 percent at the beginning of 2014, slowing in the spring and summer to a growth rate of about 2.1 percent. The region’s unemployment rate was around 3.5 percent by mid-year 2014 and drifted down to 3.3 percent by the end of the year. In 2013, Wasatch Front South unemployment averaged 4.2 percent. Economic expansion has brought down the unemployment rate low enough so that many employers are reporting some difficulty in recruiting the workers they need. This may put some upward pressure on wages in the coming year.<br />
<br />
Overall for the Wasatch Front South (Salt Lake and Tooele Counties), continuing healthy job growth and an improved labor market characterizes economic conditions through 2014 and into 2015. The average 2014 job count in the Wasatch Front South area showed estimated employment growth of around 2.2 percent, adding an additional 13,800 jobs. Substantial job increases were added from professional/scientific/technical services, state higher education, administrative support, accommodations/food services and finance/insurance. Looking forward into 2015, job growth will likely continue between 2.2 to 2.5 percent in the region, with Tooele County once again contributing to positive job growth.<br />
<br />
<b>Salt Lake County</b><br />
<br />
• Year-over job increases continue across most major industry sectors with overall nonfarm payroll employment growth of 2.5 percent from September 2013 to September 2014. Total jobs in September 2014 were 642,872, an increase of 15,805 jobs over 12 months. <br />
<br />
• The most new jobs are being created in professional/scientific/technical services, construction, administrative support services, state government and finance/insurance services. <br />
<br />
• Within professional/scientific/technical services a substantial number of the job opportunities are in computer systems design, accounting/bookkeeping, advertising, management/technical consulting, architectural, and engineering services. <br />
<br />
• Construction employment grew by 5.5 percent for the 12 months ending in September 2014. Residential construction activities added 500 positions and all other construction activities increased employment by 1,219. <br />
<br />
• Within the administrative support services industry, most of the new jobs created were in temporary help services. <br />
<br />
• The state government increase of 1,561 jobs, growing by 3.7 percent from a year earlier, is somewhat surprising at first glance. In fact, most state government agencies show no significant job growth or even have small reductions. The growth in state government was found in two areas — higher education and the University of Utah Hospital system. <br />
<br />
• In Salt Lake County, state colleges, universities and technical schools added 940 jobs and the University Hospital and clinics added 504 jobs. Together, all other state government functions had a net loss of 117 positions in the county. <br />
<br />
• Mining employment was down by about 386 jobs, with much of the decline related to the major landslide in April 2013 at the Bingham Canyon Kennecott Copper Mine and some reduced need for construction-related mining activities. <br />
<br />
• During the fourth quarter of 2014, initial unemployment insurance claims averaged 605, the lowest level in Salt Lake County for any fourth quarter since 2007. This indicates that the Salt Lake County labor market has the lowest levels of job separations in seven years. <br />
<br />
• For the year ending in September 2014, there was a net increase of 3.6 percent in firms and worksites within Salt Lake County. This increase of 1,403 units brought the total count of firms and worksites to 40,361.<br />
<br />
• The seasonally adjusted unemployment rate in Salt Lake County has continued to come down in 2014. By December there were about 19,300 unemployed, with an unemployment rate of about 3.3 percent compared to 3.9 percent in December 2013. <br />
<br />
• Employment gains among the majority of Salt Lake County industry sectors are expected to continue. Overall average job growth in 2014 was estimated to be about 14,100 or in the neighborhood of 2.3 percent. This was a slowing of economic activity from the county’s employment growth of 20,395 in 2013. The 2015 economic outlook continues to be positioned with broad based employment gains continuing at about 2.3 to 2.6 percent.<br />
<br />
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4566334901919764722.post-9628188370489249332014-12-05T09:21:00.000-07:002014-12-05T10:13:38.240-07:00Salt Lake County Economic Update<ul>
</ul>
The Wasatch Front South Service Area labor market began 2014 with healthy year-over employment growth of 2.7 percent and then slowed somewhat in the late spring and early summer with the growth rate cooling to about 2.3 percent. This reduction in the job growth rate occurred as the goods-producing industries of mining, manufacturing and construction had basically the same level of employment as a year earlier. The goods producing industries account for 14 percent of payroll jobs in Salt Lake and Tooele counties. <br /><br />The region’s unemployment rate was around 3.5 percent by mid-year and drifted down to 3.3 percent by September. Last year Wasatch Front South unemployment averaged 4.2 percent.<ul>
<li>Year-over job increases continue across most major industry sectors
with overall nonfarm payroll employment growth of 2.6 percent from June
2013 to June 2014. Total jobs in June 2014 were 640,691, an increase of
16,159 jobs in the last 12 months. </li>
<li>The most new jobs are being created in state government,
professional/scientific/technical services and administrative support
services. </li>
<li>The state government increase of 3,469 jobs, growing by 8.4 percent
from a year earlier, is somewhat surprising at first glance. In fact,
most state government agencies show no significant job growth or even
have small reductions. The growth in state government was found in two
areas — higher education and the University of Utah Hospital system. </li>
<li>In Salt Lake County, state colleges, universities and technical
schools added 2,650 jobs and the University Hospital and clinics added
1,047 jobs. Together, all other state government functions had a net
loss of 228 positions in the county. </li>
<li>In the private sector, within professional/scientific/technical
services a substantial number of the job opportunities are in
accounting/bookkeeping, computer systems design, architectural,
engineering, advertising, scientific research and management/technical
consulting. Within the administrative support services, most of the new
jobs created were in temporary help services and telephone call centers.
</li>
<li>Three industries shed less than 30 jobs each from June 2013 to June
2014 — utilities, manufacturing and arts/entertainment/recreation.</li>
<li>Mining employment was down by about 422 jobs, with much of the
decline related to the major landslide in April 2013 at the Bingham
Canyon Kennecott Copper Mine and some reduced need for
construction-related mining activities. </li>
<li>Construction employment grew by a modest 637 jobs or 2 percent.
Residential construction activities added employment (+398 positions)
and all other construction activities increase employment by 239. </li>
<li>The seasonally adjusted unemployment rate in Salt Lake County has
continued to come down in 2014. By September there were about 19,300
unemployed. The unemployment rate was about 3.3 percent compared to 4
percent at the same time last year. </li>
<li>The expansion in the Salt Lake County economy since the middle of
2010 continued to be reflected in the gross taxable sales figures.
Second quarter 2014 year-over taxable sales increase by 3.9 percent,
much improved over the first quarter 2014 increase of just 0.7 percent
above first quarter 2013. </li>
</ul>
Overall for the Wasatch Front South (Salt Lake and Tooele Counties), continuing healthy job growth and improving labor market characterizes economic conditions through 2014. Economic expansion brought down the unemployment rate to about 3.3 percent by the end of summer 2014. The jobless rate will likely continue to range between 3.2 and 3.5 percent through the remainder of 2014.<br /><br />The 2014 job outlook in the Wasatch Front South area is expected to show overall employment growth of around 2.6 percent, adding an additional 15,500 to 17,500 jobs. Substantial job increases should come from professional/scientific/technical services, state higher education, administrative support and food services. Looking forward into 2015, job growth will likely continue between 2.3 to 2.8 percent in the region, with Tooele County once again contributing to positive job growth.<ul>
</ul>
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4566334901919764722.post-35127992033538002642014-12-05T09:14:00.000-07:002014-12-05T10:14:07.687-07:00Tooele County Economic Update<ul>
</ul>
The Wasatch Front South Service Area labor market began 2014 with healthy year-over employment growth of 2.7 percent and then slowed somewhat in the late spring and early summer with the growth rate cooling to about 2.3 percent. This reduction in the job growth rate occurred as the goods-producing industries of mining, manufacturing and construction had basically the same level of employment as a year earlier. The goods producing industries account for 14 percent of payroll jobs in Salt Lake and Tooele counties. <br /><br />The region’s unemployment rate was around 3.5 percent by mid-year and drifted down to 3.3 percent by September. Last year Wasatch Front South unemployment averaged 4.2 percent.<ul>
<li>Tooele County’s own job recession continues, with year-over job losses of 563 for the 12 months ending in June 2014. </li>
<li>The three largest job reductions occurred in administrative
support/waste management services decreasing by 381 jobs, the federal
government shedding 167 jobs and professional/technical and headquarters
declining by 62. Many of these losses stem from the direct and indirect
effects of the Deseret Chemical Depot closure which is now complete.</li>
<li>The three industries showing the largest June 2014 year-over
employment increases include construction (126), health care/social
service (46) and transportation/warehousing (42). </li>
<li>Overall, nonfarm payroll employment totaled 15,094 in June 2014. This is the lowest job count for the month of June since 2006.</li>
<li>In June of 2012, the unemployment rate was around 5.8 percent,
improving throughout 2013 to record a rate of 5.2 percent in September
2013. As of September 2014, there are about 1,250 unemployed Tooele
County Residents looking for work and a jobless rate of 4.2 percent.</li>
<li>Gross taxable sales declined by 2.9 percent in the first quarter
2014 compared to first quarter 2013. Second quarter 2014 sales were down
again by 1.1 percent on a year over basis. This is the seventh
consecutive quarter with year-over reductions. </li>
</ul>
Overall for the Wasatch Front South (Salt Lake and Tooele Counties), continuing healthy job growth and improving labor market characterizes economic conditions through 2014. Economic expansion brought down the unemployment rate to about 3.3 percent by the end of summer 2014. The jobless rate will likely continue to range between 3.2 and 3.5 percent through the remainder of 2014.<br /><br />The 2014 job outlook in the Wasatch Front South area is expected to show overall employment growth of around 2.6 percent, adding an additional 15,500 to 17,500 jobs. Substantial job increases should come from professional/scientific/technical services, state higher education, administrative support and food services. Looking forward into 2015, job growth will likely continue between 2.3 to 2.8 percent in the region, with Tooele County once again contributing to positive job growth.<ul>
</ul>
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4566334901919764722.post-27045785108049218132014-10-27T07:14:00.002-06:002014-10-27T07:22:51.665-06:00364 Manufacturing Reports from Economic Census Industry SeriesIn recognition of Manufacturing Day on October 3, the Census Bureau presents descriptions of its wide array of data products on the manufacturing sector of the economy. Additionally, statistics on all 364 industries in the manufacturing sector are now available from the 2012 Economic Census.<br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBP93a29eIg3CcMH1_rlsqugleU73Grkp5vpD71VVqZVLcgTO8Ejd49vxN27qAs8bq-FMWkV50HXGN-y8mMuHMsW8ikMy0I2KxnGbhqUO7DO9zdqgWxuODg0kKPb1Arc3MHMmilU7glS0/s1600/census_manufacturing.png" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBP93a29eIg3CcMH1_rlsqugleU73Grkp5vpD71VVqZVLcgTO8Ejd49vxN27qAs8bq-FMWkV50HXGN-y8mMuHMsW8ikMy0I2KxnGbhqUO7DO9zdqgWxuODg0kKPb1Arc3MHMmilU7glS0/s1600/census_manufacturing.png" height="320" width="300" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Click to enlarge</i></td></tr>
</tbody></table>
Data includes:<br />
<ul>
<li>2012 Economic Census Industry Series</li>
<li>2012 County Business Patterns</li>
<li>Annual Survey of Manufactures</li>
<li>Survey of Plant Capacity Utilization</li>
<li>Manufacturers’ Shipments, Inventories, and Orders (M3)</li>
<li>U.S. International Trade in Goods</li>
<li>Additional Economic Indicators</li>
</ul>
<br />
Also released is a county-level thematic map (right) showing the percentage of the civilian employed population employed in manufacturing jobs.<br />
<br />
<br />
For more information including links, see the <a href="http://www.commerce.gov/blog/2014/10/01/census-bureau-completes-release-all-364-manufacturing-reports-economic-census-indust">U.S. Census Bureau</a>.<br />
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4566334901919764722.post-89655184229693405112014-10-23T12:57:00.000-06:002014-10-23T12:57:35.964-06:00Employment by Major IndustryEmployment by Major Industry (or Nonfarm Employment) is compiled payroll data for nonfarm workers. Nonfarm workers are all employees excluding government employees, private household employees, employees of nonprofit organizations and farm employees. DWS economists have broken these documents into county regions and are an important economic indicator of the current economic situation. For more: <a href="http://economyutah.blogspot.com/2014/01/why-no-farm-in-nonfarm-jobs.html">Why no "Farm" in Nonfarm Jobs?</a><br />
<br />
Second quarter 2014 has been updated for counties in the Wasatch Front South region. These can be found on each <a href="http://jobs.utah.gov/wi/regions/county/index.html">county's page</a> in the links to right, as well as below. <br />
<ul>
<li><a href="http://jobs.utah.gov/wi/regions/current/saltlakeei.pdf target="_blank"">Salt Lake County</a></li>
<li><a href="http://jobs.utah.gov/wi/regions/current/tooeleei.pdf" target="_blank">Tooele County</a></li>
</ul>Unknownnoreply@blogger.com