tag:blogger.com,1999:blog-11133337040668194332024-03-12T17:57:41.487-06:00Statewide 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.comBlogger1308125tag:blogger.com,1999:blog-1113333704066819433.post-17453724058103420692018-09-27T09:06:00.004-06:002018-09-27T09:12:33.413-06:00Poverty Rates and College Students: A look at the impact on Utah’s college towns<span style="line-height: 107%;"><span style="font-family: "calibri";">By: Andrew Reeve, Economist<o:p></o:p></span></span><br />
<br />
<div class="MsoNormal" style="margin: 0in 0in 8pt;">
<a href="https://www.blogger.com/" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-family: "calibri";">Poverty rates are an indicator of how well an economy of any
size can provide the economic means to support its citizens. High poverty rates
suggest that an economy has underlying issues that are not allowing the
citizenry to reap the benefits of a truly prosperous and healthy economic
environment or that there is simply not enough economic opportunity in the
area. It’s easy to blame the issues on a lack of management by local
governments or institutions that are designed to help those they serve. <o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0in 0in 8pt;">
<span style="font-family: "calibri";">Published poverty rates neglect to factor in the presence of
poverty populations who may have actually have domestic tranquility and a
strong sense of general welfare. Those are, at least for the sake of argument
presented in this article, college students.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0in 0in 8pt;">
<span style="font-family: "calibri";">The U.S. Census Bureau quantifies poverty by the earned
income of an individual and compares it to the Census poverty income threshold —
essentially, a person is experiencing poverty if they do not generate enough
income to afford their basic needs.</span><a href="file:///C:/Users/areeve/Downloads/WRA_College%20Students%20and%20Poverty%20Rates%20FINAL%20Logan,%20Provo,%20Cedar%20City_bmh%20edits%209%2025%2018%20(1).docx" name="_ftnref1" style="mso-footnote-id: ftn1;" title=""><sup><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><sup><span style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 107%;"><span style="color: #0563c1;">[1]</span></span></sup><!--[endif]--></span></sup></a><span style="font-family: "calibri";"> But
that is on paper. What if their income and support doesn’t come through
themselves, but instead comes through another source, such as parents and
family? The Census Bureau definition does not look beyond the student and see
the family behind them. Instead, it only sees the student’s income, or lack
thereof. Thus, the college student becomes a poverty statistic; when, in
reality, they probably are not.</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6vm4mwx6LuNQbc6zDjiI9BTOobiAIB5WFTXYnmUx02nMddBiRXfZklJO6IBjbT0PyB72OHsJUmYDfZTjw7seQePoRv-ufSA58pSljKPzGqoT8hCUcewf4WhLOUmxsfA71oOn8EVtEBGo/s1600/Poverty+in+College+Towns+exclud+SLC.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="800" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6vm4mwx6LuNQbc6zDjiI9BTOobiAIB5WFTXYnmUx02nMddBiRXfZklJO6IBjbT0PyB72OHsJUmYDfZTjw7seQePoRv-ufSA58pSljKPzGqoT8hCUcewf4WhLOUmxsfA71oOn8EVtEBGo/s640/Poverty+in+College+Towns+exclud+SLC.png" width="640" /></a></div>
<a href="https://www.blogger.com/" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br /></div>
<div class="MsoNormal" style="margin: 0in 0in 8pt;">
<span style="font-family: "calibri";"></span><br />
<span style="font-family: "calibri";">Students in college towns can comprise a large population
proportion and can considerably affect the local economic structure. Three areas
in Utah — Logan, Provo and Cedar City — have an impacted economic structure
because of their college student populations. Although all economies are unique
in their own right, college students provide a certain uniqueness that shapes
the local demographics differently. For one, they are young, eager and more-often-than-not
“poor”. But just because they lack the means and likely the skillsets to budget
out a week from today does that place them in a true state of poverty? I argue
it does not — at least not in the traditional sense. Hence, their exclusion
should be considered when we are looking for the authentic poverty rate of a
given college town.<o:p></o:p></span><br />
<br />
<br /></div>
<div class="MsoNormal" style="margin: 0in 0in 8pt;">
<span style="font-family: "calibri";">It is important to look at the make-up of an area’s demographics
and how that can relate to the area’s characteristics, such as poverty. Using
the variable of college student population in the three Utah cities cited above
we can examine their influence on those characteristics.<o:p></o:p></span></div>
<br />
<br />
<div class="MsoNormal" style="margin: 0in 0in 8pt;">
<span style="font-family: "calibri";">According to the U.S. Census Bureau, Logan (home of Utah
State University) has an overall poverty rate of 25.4 percent (see graph above).
If we were to adjust that poverty rate by excluding off-campus college students
(those who are not housed in on-campus dormitory units or living with family),
the rate drops to 19.7 percent — a difference of 5.7 percentage points. That
equates to roughly 2,650 individuals in poverty who are college students.
Although aspects of the way they live may lead one to believe they are impoverished,
the likelihood that most of these individuals are facing true poverty hardship
is low. For many college students, support from family is a main source of
assistance for rent and food expenses. On-campus resources designed to help
students facing economic adversity are also readily available</span><a href="file:///C:/Users/areeve/Downloads/WRA_College%20Students%20and%20Poverty%20Rates%20FINAL%20Logan,%20Provo,%20Cedar%20City_bmh%20edits%209%2025%2018%20(1).docx" name="_ftnref2" style="mso-footnote-id: ftn2;" title=""><sup><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><sup><span style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 107%;"><span style="color: #0563c1;">[2]</span></span></sup><!--[endif]--></span></sup></a><span style="font-family: "calibri";">. In
contrast, those who are experiencing actual impoverishment often do not have
such readily available resources to fall back on.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0in 0in 8pt;">
<span style="font-family: "calibri";">When we look at Provo (home of Brigham Young University) we
see the difference in the adjusted poverty rates are more pronounced. In Provo,
the difference between total poverty and college--adjusted poverty is 8.6
percentage points — roughly 9,185 individuals.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0in 0in 8pt;">
<span style="font-family: "calibri";">Cedar City (home of Southern Utah University) shows the
greatest difference, with the poverty rate virtually cut in half to 12.6
percent — equating to roughly 3,625 individuals.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0in 0in 8pt;">
<span style="font-family: "calibri";">The bottom line is that when we consider poverty rates for
various areas it is important to look at the underlying factors that contribute
to those numbers. Understanding the full story of what is included in an area’s
rate of poverty gives elected officials, policy makers, nonprofits and
community leaders a clearer picture of the actual need for addressing poverty
in their community.<o:p></o:p></span></div>
<!--[if !supportFootnotes]--><hr align="left" size="1" width="33%" />
<br />
<div style="mso-element: footnote-list;">
<!--[endif]-->
<br />
<div id="ftn1" style="mso-element: footnote;">
<div class="MsoFootnoteText" style="margin: 0in 0in 0pt;">
<a href="file:///C:/Users/areeve/Downloads/WRA_College%20Students%20and%20Poverty%20Rates%20FINAL%20Logan,%20Provo,%20Cedar%20City_bmh%20edits%209%2025%2018%20(1).docx" name="_ftn1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="font-family: "calibri" , sans-serif; font-size: 10pt; line-height: 107%;"><span style="color: #0563c1;">[1]</span></span></span><!--[endif]--></span></span></a><span style="font-family: "calibri"; font-size: x-small;"> “How
the Census Bureau Measures Poverty” < </span><a href="https://www.census.gov/topics/income-poverty/poverty/guidance/poverty-measures.html"><span style="color: #0563c1; font-family: "calibri"; font-size: x-small;">https://www.census.gov/topics/income-poverty/poverty/guidance/poverty-measures.html</span></a><span style="font-size: x-small;"><span style="font-family: "calibri";">
><o:p></o:p></span></span></div>
</div>
<div id="ftn2" style="mso-element: footnote;">
<div class="MsoFootnoteText" style="margin: 0in 0in 0pt;">
<a href="file:///C:/Users/areeve/Downloads/WRA_College%20Students%20and%20Poverty%20Rates%20FINAL%20Logan,%20Provo,%20Cedar%20City_bmh%20edits%209%2025%2018%20(1).docx" name="_ftn2" style="mso-footnote-id: ftn2;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="font-family: "calibri" , sans-serif; font-size: 10pt; line-height: 107%;"><span style="color: #0563c1;">[2]</span></span></span><!--[endif]--></span></span></a><span style="font-family: "calibri"; font-size: x-small;">
i.e. TRiO Programs – Student Support Services < </span><a href="https://sss.usu.edu/"><span style="color: #0563c1; font-family: "calibri"; font-size: x-small;">https://sss.usu.edu/</span></a><span style="font-size: x-small;"><span style="font-family: "calibri";"> ><o:p></o:p></span></span></div>
</div>
</div>
Drewhttp://www.blogger.com/profile/14380512554349653425noreply@blogger.comtag:blogger.com,1999:blog-1113333704066819433.post-275088867955106792018-03-05T09:00:00.000-07:002018-03-05T09:00:15.508-07:00Utah's Seasonally Adjusted Unemployment Rates posted onlineSeasonally 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 />
<br />
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 />
<br />
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 />
<br />
<i>Next update scheduled for </i><i><i>March 26th</i>.</i>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1113333704066819433.post-19285271288067755412018-03-02T07:00:00.000-07:002018-03-05T07:42:20.452-07:00Utah's Employment Situation for January 2018Utah's Employment Situation for January 2018 has been released on the web.<br />
<br />
Find the Current Economic Situation in its entirety <a href="https://jobs.utah.gov/wi/press/2001press/ratecurrent.pdf">here</a>.<br />
<br />
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 />
<br />
<i>Next update scheduled for March 23rd, 2018.</i><br />
<br />
<div>
<script src="https://public.tableau.com/javascripts/api/viz_v1.js" type="text/javascript"></script><br />
<div class="tableauPlaceholder" style="height: 344px; width: 379px;">
<noscript><a href='#'><img alt='Dashboard 1 ' src='https://public.tableau.com/static/images/Se/SeasonallyAdjusted_0/Dashboard1/1_rss.png' style='border: none' /></a></noscript><object class="tableauViz" height="344" style="display: none;" width="379"><param name='host_url' value='https%3A%2F%2Fpublic.tableau.com%2F' /> <param name='site_root' value='' /><param name='name' value='SeasonallyAdjusted_0/Dashboard1' /><param name='tabs' value='no' /><param name='toolbar' value='yes' /><param name='static_image' value='https://public.tableau.com/static/images/Se/SeasonallyAdjusted_0/Dashboard1/1.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' /></object></div>
</div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1113333704066819433.post-55317356471884679702017-10-25T13:14:00.002-06:002017-10-25T13:14:57.798-06:00Economic Hurdles in Rural Utah<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>by Mark Knold</b></span>
</div>
<br />
<div class="MsoNormal">
<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>
<br />
<div class="MsoNormal">
<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 />
<br />
<div class="separator" style="clear: both; text-align: center;">
<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>
</div>
<br />
<div class="MsoNormal">
<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>
<br />
<div class="MsoNormal">
<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>
<br />
<div class="MsoNormal">
<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>
<br />
<div class="MsoNormal">
<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>
<br />
<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 />
<br />
<div class="separator" style="clear: both; text-align: center;">
<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>
<br />
<div class="MsoNormal">
<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>
<br />
<div class="MsoNormal">
<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>
<br />
<div class="MsoNormal">
<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>
<br />
<div class="MsoNormal">
<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>
<br />
<div class="MsoNormal">
<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>
<br />
<div class="MsoNormal">
<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>
<br />
<div class="MsoNormal">
<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>
<br />
<div class="MsoNormal">
<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 />
<br />
<div class="separator" style="clear: both; text-align: center;">
<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>
</div>
<div class="MsoNormal">
<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>
<br />
<div class="MsoNormal">
<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>
<br />
<div class="MsoNormal">
<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 />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-ODcgyusAwg8/WfDdFOew0mI/AAAAAAAAAFo/14pEAb9gXTYOPy9s6zLzN857qejNwOy1gCEwYBhgL/s1600/scatter3.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/-ODcgyusAwg8/WfDdFOew0mI/AAAAAAAAAFo/14pEAb9gXTYOPy9s6zLzN857qejNwOy1gCEwYBhgL/s640/scatter3.png" width="640" /></a></div>
</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-1113333704066819433.post-91384806232987159102017-02-17T06:58:00.000-07:002017-02-17T07:01:09.624-07:00What happened to Utah's construction workers?<h2>
The Fall and Rise of Utah’s Construction Industry
<br />What happened to construction workers?
</h2>
<i><b>By Lecia Parks Langston, Senior Economist</b></i><br />
<br />
<b>
"It is not the strongest or the most intelligent who will survive but those who can best manage change.”</b> <i>–Charles Darwin</i>
<br />
<br />
The pre-Great-Recession economic boom was built on the back on the construction industry. In Utah and across the nation, a speculative housing-price bubble resulted in a huge demand for construction workers. However, once that bubble popped, many construction personnel were left without employment. What happened to that workforce? And once expansion returned, where did the building industry find a replenishing supply of employees? While a notable number of construction workers experienced a spell of persistent nonemployment during the recession, many found jobs in the construction industry as well as other industries. Still others moved to nearby states for employment while a smaller number moved even farther afield. When the industry began expanding again it drew workers from the same industries that had hired separated construction employees during the recession. In turn, states which had attracted separated construction workers were typically those which fed Utah construction hires on the upswing.
<br />
<br />
To read the entire study, click "Read More."<br />
<br />
<div class="tableauPlaceholder" id="viz1487339484649" style="position: relative;">
<noscript><a href='#'><img alt=' ' src='https://public.tableau.com/static/images/Jo/Job2JobFlowsDemographics/EmploymentHistory/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='Job2JobFlowsDemographics/EmploymentHistory' /><param name='tabs' value='yes' /><param name='toolbar' value='yes' /><param name='static_image' value='https://public.tableau.com/static/images/Jo/Job2JobFlowsDemographics/EmploymentHistory/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>
<script type="text/javascript"> var divElement = document.getElementById('viz1487339484649'); var vizElement = divElement.getElementsByTagName('object')[0]; vizElement.style.width='804px';vizElement.style.height='1195px'; var scriptElement = document.createElement('script'); scriptElement.src = 'https://public.tableau.com/javascripts/api/viz_v1.js'; vizElement.parentNode.insertBefore(scriptElement, vizElement); </script>
<br />
<br />
<a name='more'></a><br />
<br />
<h3>
Summary
</h3>
<div>
<br /></div>
• While Utah’s total employment has surpassed the levels of the pre-recession boom, the number of construction jobs has yet to reach its previous 2007 peak.
<br />
<br />
• From high point to low point, the Utah construction industry shed roughly 51,000 jobs during the most recent business cycle.
<br />
<br />
• Construction showed year-to-year losses from November 2007 through June 2011. Since that point, employment has shown robust improvement, but does not reflect the earlier “bubble” growth rates.
<br />
<br />
• During the boom-to-bust time frame, Utah’s construction industry experienced wider swings in both expansion and contraction rates than the state’s overall economy.
<br />
<br />
• Because of seasonality and the project-to-project nature of the industry, construction separation rates (work separations as a percentage of employment) run higher than those of the entire job market.
<br />
<br />
• In the overall economy, separation rates dropped quickly and then leveled out after 2009. In construction, separation rates have generally trended downward from the first quarter of 2009 until the end of the available data series.
<br />
<br />
• While total separation rates fell as the economy contracted, rates of “persistent nonemployment” (longer than a full quarter) separations rose during the recessionary period.
<br />
<br />
• As construction employment totals started to decline, the industry’s persistent nonemployment separation rate spiked to 11 percent, peaking earlier than the all-employment figure (first quarter 2009).
<br />
<br />
• During the contraction period, job-to-job separation rates decreased as workers stayed put (if possible) or had difficulty becoming re-employed.
<br />
<br />
• Total hire rates (hires as a percentage of average quarterly employment) for both the entire employment base and construction topped about mid-2006 — about one and one-half years prior to the beginning of the recession. They then decreased until roughly the recession’s end (June 2009) and then started to improve.
<br />
<br />
• The overall hire rates from persistent nonemployment (with the exception of a slight dip during recession) have edged slowly downward since the pre-recession expansion. For construction, the pattern is somewhat different. While still trending downward from 2002 to 2015, the recessionary dip in hires from persistent nonemployment proved much more pronounced.
<br />
<br />
• Of the 144,400 primary-job separations in Utah’s construction industry during the contraction, roughly 60,100 were job-to-job separations, while 78,100 separations resulted in a period of “persistent” nonemployment.
<br />
<br />
• When construction was showing a net year-to-year loss of employment, roughly 14,500 job-to-job moves were within the industry itself. The next most likely industries hiring displaced construction workers were administrative support/waste management/remediation (2,600 hires), manufacturing (2,400) and retail trade (1,900).
<br />
<br />
• As the industry started to show net employment gains, new construction hires were again most likely to occur from workers leaving another construction industry job. Moreover, the ranking of industries hiring from construction during the contraction and losing workers to construction during the expansion is almost identical.
<br />
<br />
• Roughly 18 percent of Utah construction industry workers moving from job to job during the contraction found work in other states. Utah’s neighboring states were responsible for the largest share of these hires.
<br />
<br />
• Once Utah’s construction industry began expanding again, Utah workers made up the vast majority (86 percent) of hires. This time, the largest number of out-of-state hired workers came from California, along with other neighboring or nearby states (plus Texas). A notable number of workers also migrated out of the flagging oil fields of North Dakota.
<br />
<br />
A new data set from the U.S. Census Bureau’s Local Employment Dynamics program, <a href="https://lehd.ces.census.gov/data/j2j_beta.html"><i>Job-to-Job Flows</i></a>, provides never-before-available information to help economists analyze the movement of workers. This article outlines what this new data set reveals about the decline and rebound of Utah’s construction industry in recent years.
<br />
<br />
<h3>
New Job-to-Job Flows Data Series</h3>
<br />
The Job-to-Job Flows (J2J) data series is currently in a beta or testing phase. The J2J data series essentially tracks job hires and separations. When a worker separates from a job, the data series can track whether they found new employment quickly, whether they just changed jobs, whether they went to work in a different industry or took a job in another state. The reverse is true for hires. In addition, J2J includes a variety of firm-level (age/size) and demographic information (gender/age/education/race-ethnicity) — although not all characteristics are available at all levels. For example, demographic data is obtainable for all workers, but not construction workers specifically. This data set provides illuminating information on workers making job changes — in this particular case, workers moving in and out of the construction industry during the recent business cycle. <br />
<br />
The Local Employment Dynamics program has revealed in spades the fact that there is a tremendous amount of “churn” in the labor market. At least a portion of the workforce is frequently changing jobs or leaving/entering the labor market. J2J data helps quantify and visualize that churn.
<br />
<br />
<h3>
A Brief History Lesson
</h3>
<br />
The <i>Utah Construction Employment History</i> chart in the visualization that accompanies this article shows that building industries follow a seasonal employment pattern, typically peaking in September and bottoming-out in January or February. Seasonality is characterized by those yearly repeating bumps in the line charts. Underlying the seasonal pattern an obvious trend is apparent. The “smoothed” trend line in the middle of the chart epitomizes an employment bubble. Construction payrolls surged from early 2004 to peak in August 2007. From that point, jobs declined following the proverbial “downhill” track until mid-2011. At that point, construction employment began to again experience year-over expansion. Note that the current expansion, while robust, does not appear to be of the bubble variety.
<br />
<br />
It is also apparent that the “specialty trade contractors” sector was at the heart of the ebb and flow of construction employment. Specialty trade contractors are the plumbers, the drywallers, the electricians, the HVAC installers, etc. of the building world. General contractors, on the other hand, are typically classified in the “construction of buildings” category. General contractors certainly experienced the employment swings of the boom and bust, but specialty contractors took the brunt of the rise and collapse of the housing bubble. Interestingly, heavy and civil engineering employment changed little during the business cycle, partially due to the infusion of federal stimulus dollars.
<br />
<br />
The lower chart illustrates the extent of the construction industry’s involvement in the most recent recession. While the downturn hit the overall economy so hard that it earned the title “Great Recession,” the construction industry’s employment fluctuations proved far more extensive. At the topmost of the expansion, Utah’s total employment increased at an overheated 5-percent rate. But, construction employment growth topped out with a scorching year-over gain of 18 percent.
<br />
<br />
<h3>
What Goes Up Must Come Down
</h3>
<br />
During the recession, construction employment’s worst year-over losses measured 25 percent, compared to 6 percent for all employment. From high point to low point, the Utah construction industry shed roughly 51,000 jobs. While that drop includes some seasonal declines, construction-sector employment dropped by almost half. Utah’s building-sector jobs still remain just under 16,000 positions shy of the 2007 high. That’s not necessarily a bad thing. That overheated construction industry climb set the stage for a stunning fall. In contrast, Utah’s total employment now far exceeds the earlier employment peak in 2007.
<br />
<br />
During the expansion period, construction employment growth has still proved robust, averaging between 7 and 10 percent. Moreover, it has remained relatively stable rather than expanding in bubble-like proportions. From an economic standpoint, this steady pattern is preferable and more sustainable than the pre-recession employment explosion.
<br />
<br />
<h3>
Naming the Cycle
</h3>
<br />
For purposes of this study, the time frame when the construction industry showed year-to-year job losses will be considered the “contraction” period — fourth quarter 2007 through second quarter 2011. From then on, the industry showed year-to-year employment gains — the “expansion period” from third quarter 2011 through the end of available job-to-job flow data (third quarter 2015). For the contraction period, separations provide the primary source of information on construction workers who lost their jobs. During the expansion time frame, hires illustrate the source of new construction personnel.
<br />
<br />
Keep in mind that a separation does not represent the loss of a “job” to the economy. A worker may leave a position for whatever reason (e.g., promotion, new job, leaving the labor force), while that job could just be filled by another employee. The data does not track actual employment losses — just the separation of one worker from a particular job. Similarly, “hires” represent a new person in a particular job, not just added employment. Nevertheless, the new job-to-job flows data provides insight into the movements of construction workers through bust and boom. Only jobs which provide a worker’s primary source of income are included in the J2J series.
<br />
<br />
<h3>
Separation Rates
</h3>
<br />
Not only does the J2J data series track separations and hires, it also computes the rates of separations and hires. (See the “Separation Rates” tab on the visualization.) These rates merely represent hires or separations as a percentage of the quarter’s average employment. Not surprisingly given seasonality and the project-to-project nature of the construction industry, its separation rates run higher than those of the entire job market at all times. For example, even at the height of the housing bubble, separation rates for the Utah construction industry measured about 19 percent. That’s almost one separation for every five construction workers per calendar quarter.
<br />
<br />
Economy-wide, separation rates measured closer to 14 percent. Yes, many individuals suffered a separation during the recession. However, separations for both total employment and construction employment declined during the contractionary period. In the overall economy, rates dropped quickly and then leveled out after 2009. Of course the recession technically ended at that point. In construction, separation rates have generally trended downward from the first quarter of 2009 until the end of the data series.
<br />
<br />
Why do separation rates decline during a business downturn? Shouldn’t more people be leaving (losing) employment? Most likely, three things transpire: first, those holding jobs want security afforded by staying in the same position; second, fewer jobs are available for workers wanting to move; and third, (particularly in construction) separated workers haven’t found new employment which might result in a second separation. The overall churn in the labor market calms as little hiring occurs.
<br />
<br />
<h3>
“Persistent Nonemployment”
</h3>
<br />
While total separation rates fell as the economy contracted, rates of “persistent nonemployment” rose during the recessionary period. What is considered “persistent nonemployment?” The Census Bureau uses the term “nonemployment” to mean a period of time when workers did not have a job. The traditional definition used for the unemployment rate requires a worker to be without a job and making a job search. The J2J data compilers are not privy to work search information; hence, their use of the word “nonemployment.” J2J defines persistent nonemployment as more than one calendar quarter of no work.
<br />
<br />
During a business downturn, one would expect persistent nonemployment rates to rise as workers lose employment and have difficulty reattaching to the labor market. In the overall Utah economy, separation rates to persistent nonemployment typically measure just under 6 percent. They did rise during the recessionary period to a high of 6.7 percent in the fourth quarter of 2009 (just after the recession ended). One reason persistent nonemployment separation rates rose even higher because the denominator in the equation — total employment — declined.
<br />
<br />
Again, even during the economic upswing that preceded the last recession, the construction industry’s separations-to-persistent-nonemployment rates ran slightly higher than average — roughly 7 to 8 percent. However, as the employment totals started to decline, construction’s persistent nonemployment separation rates spiked to 11 percent, peaking earlier than total employment in first quarter 2009. Since that point, that rate has trended downward.
<br />
<br />
<h3>
Moving Job-to-Job
</h3>
<br />
On the flip side, separation rates for workers moving from one job to another (job-to-job separation rates) ran contrary to the rates for separations to persistent nonemployment. Again, no shock here. When jobs are scarce, job losers will most likely experience a period of nonemployment. For total Utah employment, job-to-job separation rates measured highest when the economy was in boom-mode — nearly 8 percent in early 2007. As the economy slowed and then contracted, total job-to-job separation rates decreased as workers stayed put or had difficulty finding a new job. Job-to-job separation rates bottomed out at about 8 percent at the end of the recession. Since that point they have slowly increased. At the end of the J2J data series (second quarter 2015), the total rate registered 6.5 percent, still not quite as robust as when the economy was admittedly overheated.
<br />
<br />
Job-to-job separation rates in the Utah construction industry followed a similar pattern to the total Utah economy even when it came to timing. Job-to-job separation rates ran higher than average during the pre-recession expansion, cresting at almost 10 percent in 2006 and early 2007. Even with a steep descent as the contraction ensued, the construction industry’s job-to-job separation rate actually remained higher than that of total employment. At its lowest level, construction’s job-to-job separation rate exceeded the overall rate by 1.5 percentage points. Construction industry job-to-job separation rates improved as the recession ended but have held relatively stable in recent years.
<br />
<br />
<h3>
Hire Rates
</h3>
<br />
Hire rates (of all types) showed similar patterns. (See the “Hire Rate” tab on the visualization.) Total hire rates (hires as a percentage of average quarterly employment) for both the entire employment base and construction topped out about mid-2006 — about one and one-half years prior to the beginning of the recession. Total hire rates then decreased until roughly the recession’s end (June 2009) and then started to improve. Construction and total employment parted ways at this point. Overall, total hire rates have trended upward. In the construction industry, rates improved until construction began adding employment once again (mid-2011) and then have actually decreased slightly.
<br />
<br />
Interestingly, the economy-wide rate for hires from persistent nonemployment (with the exception of a slight dip during recession) have edged slowly downward since the pre-recession expansion. For construction, the pattern is somewhat different. While still trending downward from 2002 to 2015, the recessionary dip in hires from persistent nonemployment proved much more pronounced. Also, the economy-wide decline in the hires-from-persistent-nonemployment rate was more rapid. <br />
<br />
Unlike many other rates where construction consistently runs at higher-than-average levels, construction’s rate of hires from persistent nonemployment tracks only slightly higher than the general labor market in recent years. For both total employment and construction employment, job-to-job hire rates and persistent-nonemployment hire rates are converging as the economy expands. This convergence also occurred during the pre-recession boom.
<br />
<br />
<h3>
Overall Separations
</h3>
<br />
During the construction industry contraction (fourth quarter 2007 to second quarter 2011), more than 144,400 primary-job separations occurred that included a spell of nonemployment. Keep in mind that a worker could be separated several times during the contraction period depending on their employment history. Also, remember that some separations do not result in a net loss of construction employment. In roughly 60,100 of those separations, the worker moved directly to new employment with little or no nonemployment. These separations were moves to jobs that provided a worker’s primary source of wages. Unfortunately during the same time period, 78,100 separations resulted in a period of “persistent” nonemployment (longer than a full quarter).
<br />
<br />
During the employment upswing (which hasn’t yet concluded), the construction industry showed more than 189,000 new hires into primary jobs. Again, job-to-job moves accounted for many of the hires (95,300). Many hires also occurred from the pool of workers in persistent nonemployment (83,200). However, as the economy improved, workers were more likely to move directly from one job to another rather than out of a long spell of nonemployment.
<br />
<br />
<h3>
Industry to Industry
</h3>
<br />
Construction workers fortunate enough to experience a job-to-job separation were vastly more likely to have found that new job in the construction industry itself than in any other industry. (See the “Industries” visualization tab.) In other words, a construction worker moving from one job to another most likely moved to another construction-industry job. When construction was showing a net loss of employment, roughly 14,500 job-to-job moves were within the industry itself. Workers moved to other industries at much lower levels. After construction, the next most likely job-to-job industries for construction workers were administrative support/waste management/remediation (2,600 hires), manufacturing (2,400) and retail trade (1,900).
<br />
<br />
As the industry started to show net employment gains, new construction hires were again most likely to occur from workers leaving another construction industry job. Moreover, the ranking of industries hiring from construction during the contraction and losing workers to construction jobs during the expansion is almost identical.
<br />
<br />
<h3>
Where Did They Come From, Where Did They Go?
</h3>
<br />
Of course, not only does the labor market exhibit a notable amount of churn, it also displays worker mobility. (See the “Map” visualization tab.) During the contraction, roughly 18 percent of hires from Utah construction industry job-to-job separations occurred in other states. Utah’s neighboring states were responsible for the largest share of hires from construction industry separations. Arizona attracted the highest number of construction workers separated from Utah jobs. In addition, states with large populations, and therefore large labor markets, such as California and Texas, also attracted workers separated from Utah construction-industry payrolls. More than half of the out-of-state hires remained in the construction industry.
<br />
<br />
Once Utah’s construction industry began expanding, in-state workers made up the vast majority (86 percent) of hires. This time, the largest number of employees hired from out of state came from California, with neighboring states (and Texas) contributing significant numbers of workers. A notable amount of personnel also migrated out of the flagging oil fields of North Dakota. Most migrating workers’ had a previous job in the construction industry.
<br />
<br />
The J2J data series illuminates that while a notable number of construction workers experienced a spell of persistent nonemployment during the recession, many found jobs in the construction industry as well as other industries. Still others moved to nearby states for employment while a smaller number moved even farther afield. When the industry began expanding again it drew workers from the same industries that had hired separated construction employees during the recession. In turn, states which had attracted separated construction workers were typically those which fed Utah construction hires on the upswing.
Lecia Parks Langstonhttp://www.blogger.com/profile/15831752815015492190noreply@blogger.comtag:blogger.com,1999:blog-1113333704066819433.post-88788816627135423472017-02-14T14:06:00.001-07:002017-02-14T14:06:39.628-07:00Better, Faster, Smarter... Check out our new website design!
<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="500" width="700" src="https://www.youtube.com/embed/CScEuDWBjoQ?feature=player_embedded" width="320"></iframe></div>
<br />
<h3>Go to: <a style="font-size:18px;" href="http://jobs.utah.gov/wi/">JOBS.UTAH.GOV/WI</a> to check it out</h3>
<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>
Anonymousnoreply@blogger.comtag:blogger.com,1999:blog-1113333704066819433.post-77631585205337737102015-11-13T08:00:00.002-07:002015-11-13T08:00:51.217-07:00Federal Government Land Ownership in Utah<div class="MsoNormal">
<script src="https://public.tableau.com/javascripts/api/viz_v1.js" type="text/javascript"></script><br />
<div class="tableauPlaceholder" style="height: 569px; width: 649px;">
<noscript><a href='http://www.pewtrusts.org/en/research-and-analysis/blogs/stateline/2015/10/29/states-coordinate-challenge-feds-on-public-land-use?hd'><img alt='Dashboard 1 ' src='https://public.tableau.com/static/images/Fe/FederalLand_0/Dashboard1/1_rss.png' style='border: none' /></a></noscript><object class="tableauViz" height="569" style="display: none;" width="649"><param name='host_url' value='https%3A%2F%2Fpublic.tableau.com%2F' /> <param name='site_root' value='' /><param name='name' value='FederalLand_0/Dashboard1' /><param name='tabs' value='no' /><param name='toolbar' value='no' /><param name='static_image' value='https://public.tableau.com/static/images/Fe/FederalLand_0/Dashboard1/1.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='showTabs' value='y' /></object>
</div>
<br />
<div class="MsoNormal">
Mark Knold, Supervising Economist</div>
<br />
<div class="MsoNormal">
<a href="http://www.pewtrusts.org/en/research-and-analysis/blogs/stateline/2015/10/29/states-coordinate-challenge-feds-on-public-land-use?hd">http://www.pewtrusts.org/en/research-and-analysis/blogs/stateline/2015/10/29/states-coordinate-challenge-feds-on-public-land-use?hd</a></div>
<br />
<div class="MsoNormal">
This link will take you to an article by the Pew Charitable
Trust that includes the above map showing how much of each state’s land mass is
owned by the federal government. Because this federal land is untaxable, it
also shows how much money the federal government gives each state as payments
in lieu of taxes for the federally owned land. Hover on the map to find out each
state’s variables. It should not surprise one that Utah’s percentage is very
high.</div>
</div>
Anonymousnoreply@blogger.comtag:blogger.com,1999:blog-1113333704066819433.post-21656563399484937042015-08-03T07:37:00.000-06:002015-08-03T08:46:01.236-06:00Local Insights updated on the web<div class="separator" style="clear: both; text-align: center;">
<a href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAawAAAFjCAIAAADuFKiaAAAgAElEQVR4nOx9918U1/c+/Acrybt935/Vq2CNxhIwUWM0xUBiom8TjRijIq6NaNTExII6a3dj79ixrj2WrN2hrIoFdbGLrFixrQUrini/Pzw718vMlkEBQe7z4uVrnZ1yZ3bmmXPOPec5AVRAQECgDCPgTQ9AQEBA4E1CkKCAgECZhiBBAQGBMg1BggICAmUaggQFBATKNAQJCggIlGkIEhQQECjTECQoICBQpiFIUEBAoEyjJJKg3W63WCxWq5UtcTqdFovFYrHo34meTdg6gM1me4XRulwui8XicDi0X2lP5HXgcDgsFovL5fK2grdTtlqtqtP0sRP94A/Hn6mPC1JQYP9Op5MtwbnY7XbfG9pstri4OD2HYGfhd59vENrrUAxgtw2/0GazFfpgdP6mRYeSSIIWiyUgICA8PJwtsdvtAQEBAQEBlFKXy2W1Wnv27Ol7J/wmvg/EIzQ0tKAEoR2tnq/0wGazDR48mLFJeHh4QECAD1r3dsoBGpQrV+71qZk/HH+mr3nW2pHzj4ffi6DdUHUZVWD3QNu2bV9/wEUE7XUoBoSGhuK4/KULDg5+/cEU9MYuapQ+EtTDbjpX4w/kdDrxAw8ePLhAo/Vh+LwmHajuNr+WoG8SxH5g+GDJq1m+Hg/Hn2khWoKvTIK8Jej7ocWjXq5cuYCAgEIxkIsCb4QE2SuTPREOh4MtfJ3BqPYgSNADfJCg0+ns2bMnPvP+FzPdmZXOb+LNgFcdSHtcGP8qowlkxPxKrc+LwVit1sGDB/vdIVZ2Op1sK34wAQEBPXv2xP3Bew2+T1l1mtq7FjsPDg5WedA4F/CX6iun0xkXF+ftcPyl4y8IPtvtdnyIi4vjiYb/aTw68r5J0Nulo5z/qL2MPJxOZ0BAQGhoaNu2bVVvBeyBXWftzrVf4XBWqxUfcKHYdbNarTh3vCT49xn2g8vO/E3+rFXXweM6/NVmt6jqnsdy/lfgr6HqPmd8FxwcjCW4n/HC4A/NxsO/+fTf2Ow31V7q4kEpI0H2AcA6zG7nDRy2Jn4zfFDdE6oD4TeGo+1yubBb/MvWsVqt/LGoxghSDUb7lWqHuAPYIAOUF69qJzT/8+/7lFXXU0slePgDAgJcLhcOjSuDQ2AANpstQHEScdbBwcH8A6DHHcZn/uxCQ0O1V5Kt4Hfk/EXwdun4DbWXkQfG0LNnz7i4uADlp+f3wLy/AM5f9vYVDsdfJZvNxg+vXLlyoAlsy17h+NbpdOIO9HE6lFJmBARonAz2buOPyK4eNmSWL3gQ11B1T7KDhoeH4ys27HLlymET9sLAfxnYNSzoje3xdywelDISpJ4edZvNhmdYZY9gNbyBPbq6/PoOh4N/wnHH4GHDZ9yyWAd3AO4M7TOPwCLzr/GVtx3iDggODna5XHgUAxS/jL/1af7n3/cpq66naj+qhTCCMBgsBE/hgYRdwx4bfIZpoJ8E8RQxZwoWNK4kjosx6Bm5lgT9XjqPpw8wAxBjK1eunOrQ4eHhLpeL3Rv8VdJ+xS5IaGio3W5PT0/nt8KPjsvCv27xssE1dzgc2hcMfwrsGrpcLvwc2vuZ3Z84In4s0D2OzqifchQWFxfH23Gg5vDwcAwV3wYo5hv7CfgbXvUEFfTGxk5UaxYP3gYSpJTC6mYvSe1q2n1S7qZhYO83/pfAbYqbBrzWtm1bdv/xe+bf8KqvvO1QFRDx8fSq1vR7ygyq/fALHQ4HbrvBgwezpzEgIMDpdLIPOAv2/mDL9ZOgyuyFyxPA+Vn6R64lQb+XzuPpa39l/HaMCFT3A09b3r7iIzCUM5/Z78W+5TmXfyNSSl0uF7xLj6fAdmLxFB1mlMR2xY7Im29YjoFhuXaaEecSHh6OD23btsV9wsaGy6664XEur3lj+/i9ighvAwmyUAVzErWr+SDB4OBgi8WCbfH7sW3Dw8OZR8AMRuZuYGUt07Hfj33lY4evdq/oOWUG7V3FDAqqPJz8Ox/3Onuc2Csdg2dv+9chQdXyN0KCOEcVPHqgBf2Vvd1y/IaMc/k5GavViv8yA017CmydAI59/B4RH0JDQ/EjsnF6m5RgJIidlCtXDlYzAppsEx9XSZDgawE/AO+b8Ma86lbDrQyr2wdX+iBBFrPD+rzjZuHA33B2u515OlpLkNkI7CsfO3yFe0XnKTNo7yrc0CzIxdx2TJXgqwCFEfA5PDycH3yhWILMZvE2cqzPZ/xhqLzD9cokyPxTnBFOkw1JtRVv43j7SnUWPixBdmWwLX4I/g70ewrMbeQ9YtXV5o+I2xXOLIP2GjLwJIgrAx5kRxGWYNGCBYxwXVhwDdeaEQp/M+HeZXcGLTgJ0vyPHI7IHj92q7FMY5hgmPhjO2GxZ21M0NsOfdwBfESJaswov6fMwO+Tn15nrh9bAtZT5YIxwmJjxofXIUH2fCJi6y0myEx1/rdmtKLzMVNdRgbVG0tFUvjctm1bbbTL21eq66+Ke/IxQXY4fgW2OXbr7XRU0yl8IE/lRPNHZPTEZqj5iREtCfIRGzaFhUMz+qbc0+ctJligG1u7ZvGgJJIgpVQ1rRaQP2zBntLw8HD2lgvIP8n4CiTI/5f9ogx2u53deQB+e5U5qZqb871D6vMO4OcBaX4G0XPKDAEaBAcH8zcZcwz54/KWOD+SAE8meUFJkOqbHWab8Gt6S7LlT8HHZQS0MyGUe7F5vGjsDvT2lfb6q3IJGJvzh+PHwE/6a2nXbrerXHhVLI+RoPZyafMWfFuCvLnH5xJQ5b3LbniPu/X963i7sbVrFg9KKAlSLsHKosm8xSySRSl085hu5jEDTmUOqBaqNuFz8ZgByDKwWNqXaidsbCxfjP9Ku0NVzRA7EfwX3+Kx5NfUc8oMvAdktVq1acwscw3/xTl6y45k04jeyua8fdaeLDsQc/A93gksDY1dc4974y+dj8vo8afnD8RPASPp2uIpa0/7lcfrz+cJqs5LOwZ289jtdpZnpzoddjW0ue4WLjpp0WRlqq4km72xeCpZsysph+y/qtPkh+2xlu7VbmztmsWAkkuCAm837HY7M1LgDvsthSxO+LBHit9U0QmLJ3dHwC8ECQq8GbA4IPAKVdtFCkGCZQeCBAXeDPhwx2tWMRcFfDhlxe+v6YRHH1/ALwQJCggIlGkIEhQQECjTECQoICBQpiFIUEBAoExDkKCALqBOTptjWNDl/LevNrcAqRVv/Qw8Ttr6GAy+KoFTvQLFBkGCAn7gcDhYij+ffuFyufhyjvDwcFaS5XE5YLPZWFGNNq/bN6xWK1+Qw1fy8QU5vIiet8GzU2A7fIUrI/B2QPz2An5g4aQ6eR5hKkx2u11bOa9dTpUysnLlyqFCoKCWoM1mCw8Pt9lsdrsd1VpMegAMGBcXh6IuJhrqbfAAL2L6OpdIoFRD/PYCfuBwOJiqoFahBFzDqw94XE45yYBCaT/CF+qqNGl4IQyPg+f3wAsyCpRNiN9eQBdUPMJLnmAJ/jtz5kyPy+12O+u40rNnTwhYvU6JCF9uzKt20/wyJx4HD4SGhsJgFCRYxiF+ewFd0PIIfEze7Q0ICGCis9rlTG4kNDQU6zDb7RXgQ11VO1RvS3ithFceiUBph/jtBXRByyO8yDY/veBtOT7AS2VRPL5gTtUk3kd1Gq/bSAtOgtDRgp4YM2khlVbo102g5EOQoIAueCvOR+oJonJ8/3LtclWrRq2S3eDBg8M10AYQWQSQcZbK/1V5x9rBWzS6e4wHX/9CCZQ6CBIU0AUfCiWs2YCKRFTLVVLy+KqgkyQILKokZ5hCKgSTtXvWzurYOQhLsIxDkKCALnh0h8OVplEBnFq6t+VMEJvFBAsqIMgyWljDIGYqsvaSHvfsW2NKxATLOMRvL6ALVqs1PDycb9wMsgsPD4+Li+Mjd96WU0pdLhfzeV9B8cm3vxwXF8eO63fwPLBVQQcj8NZAkKCAgECZhiBBAQGBMg1BggICAmUaggQFBATKNAQJCggIlGkIEhQQECjTECQoICBQpiFIUEBAoExDkKCAgECZhiBBAQGBMg1BggICAmUaggQFBATKNPyQoN1uj4iICAwMDAwMDAsL0ypc2u32QA7QyHQ4HNgqKCiI1cm7XK6YmBisFhsbWxQnIyAgIFBQ+CFBh8MRExNjt9stFktgYGBkZKRqBSxn0mxgyZCQkKCgIJvNFhYWFhgYCJ0PMGBcXBz7UESnJCAgIKAfBXCHYQyqFoIEeTVK2Iaw9fjP/OYedyUgICBQ/PBPgpDhjYyMDAwM1GrAYbnNZmM8GBcXx/xiqvCdw+HgvWA4y0LIV0BA4I3DPwnC1kOATyuGziKGzFnG+ioS5E1CKkhQQECgxECvO+x0OhHg88hcTqeTRfq0JBgREaElwaCgIJfLFR8fbzabzWbzhx9+WLdu3aYCAgIChYE6deocO3asMEmQakw8FRjNFSgmeO3atczMzMzMzOjo6IkTJ9oFBAQECgPR0dFnzpwpBBJ0OBzgNZvNFhQUFBQU5HQ6nU6nxWIBG1osFnzLTwSHhISALrWzwxaLxePssNlsTkxM1DNiAQEBAb8wm82ZmZl61vRDgozIWGgPC8FizEfGt8xIdDgcWB4SEsLIzuVyYRYlKCgoNjZW5VYLEhQQEChEFBoJekRsbCxMwlfY1hsECQoICBQiipYEw8LCLBbLK2zoA4IEBQQEChFFS4JFAUGCAgIChQhBggICAmUaggQFBATKNAQJCggIlGkIEhQQECjTECQoICBQpiFIsOTCnr+MunSBL50UemgCJRmCBF8LsbGxKIPxnRButVojIiIKuvNiIMFADQqLrTySYFhYWEhISKHsX0CgsCBI8LUAZWy/8tevJghWDCSIAnJWo43/FsqePZJgbGystg5SQODNQpDgqwP6r2AQ3tBzOByofca3vJCiD+0ci8UCPkW/AVqM7rBK9SciIiIkJIQRNzudkJAQfmCRkZEYcExMDDtxvs+MlgTZPr3tAe1lIMBR6LVGAgIeIUjw1QFf2G6344HHQpfLhWfYarXabDabzcZEIux2u8Ph8EaCMTEx2AS8QN8oCYLyLBaLy+UKCQlB5yxQITsFkDUvJI4N4+LirFYrzsI3CWr3AAa02+1QHRftZQSKAWWXBHuvORG56Ij+vxFb01V7QITL5XLhicVjbLVatU8v7w57I0EGRklvlgQhawYdIJwaxgOvWXsKTqczkGuwhTeEbxJU7cHlcvFWYaCndl0CAoWOskuCH0/eRyRZ/1/koiP85njmeXjsGQDoIUG70p4F0E+CR7f9bTIaCvS3d/Vyfg8eSRCjZS0T/Hr0qtF6jAn6JkF7/qasgWJOWaBYUHZJ8Mjl7JTMu/r/Tl57wG8O6w9KsXa7nfmwOi1B2Du8ERQUFBQZGelwOApqCRYpCapO04dHjwjp61iCbA+86u+r/rwCAnpRdknwNYEwH8uMYYEtp9MJQrRarewxxrcQl4XTh8gXdsKef7RYYVMKb9YdBgnidDAlglAd9W7MQifcYrHojAlq94Bzx6XDxSzqcxcQECT4KgCRhYWFsWwPGIDMvmMy2ni2HQ4HSAH/hXmF/7KF+BwUFITp5hJCgqrTwQyJNwrjdcLZWdCCkCCbfgnkJqMFBIoUggQFBATKNAQJCggIlGkIEhQQECjTECQoICBQpiFIUEBAoExDkKCAgECZRiGTIDLjvKV3ITcC9Vi+F7JdeRyxIEEBAYHCQqGRIIpMAaaDwoMl0CKfDmloHhc6HA6k3bLENNWIBQkKCAgUFgqNBJ1OJ19mr9IQRVkY5AZYGq3HhZQr4EcGsipbWJCggH6kXrqH0u83PRCBkovCjwmimkJFgmBGKMQxGT6PCyml/OZBQUF8YQYVJChQEOw7fwckmJOb96bHIlBCUZgkaLfbLRYLPFlVjE9VmAU/1+NCVa2YVpNZkKCAfjASvPck902PRaCEojBJEJ00oDivklERJCjwRrAv002CNx48fdNjESihKJIUGSZBzJbwsqPwlyMjIz0u5P1iSmlYWFhQUBClND4+3mw2m83mOnXqtG7d2iwgoAM9zFNAgv3N4970WARKKJo2bZqWllbIJMhryQE8tWEe2WKxeFxIuTggH168du1aZmZmZmZmz549ly5dmikgoANr9p4CCSYeTX/TYxEooejbt29GRkYhkKDNZoOHCwZEZ0V03gG1wbGNjY1FTgw8XI8L4SZHRkbyzXoYzMIdFtCNnWdugQRPZN1/02MRKKEwF5Y77HA4YmNjIyIiIiIiWFtF5LgwhxcrxMTEME/Z40JKaVxcXERERGRkpDbfUJCggH78feIGSDD10r03PRaBEopCI0GPQPOwV9jQBwQJCujHesc1kODe83fe9FgESiiKnAQLvU2EIEEB/bCmXgUJyumi47uAZxQtCRYFBAkK6Ef8gcsgwa2nbr7psQiUUAgSFHibMWfvRZDghrTrb3osAiUUggQF3mZMT8oECa48nPWmxyJQQiFIUOBtxoTdTpDg4gNX3vRYBEooBAkKvM0Yvf0cSHDu3ktveiwCJRSCBAXeZgyzpYMEpydlvumxCJRQCBIUeJsxcOMZkOCE3Z7VzgUEBAkKvM3ot85dOzxq+7k3PRaBEoq3hwSdrkdfzz746/pTxT8kgRKLmNUnQIJD/z77psciUELx9pDggpTLRJKDhycU+4gESi5MK46BBP/YcPpNj0WghOLtIcFf158iklxjdFLxD0mgxKLDEgdIsM/ak3rWv/Xg6YKUy5uP3yjqgQmUHLw9JNhy7iEiyTXHCBIUeIkfFh4BCfZYeVzP+kxwoagHJlBy8JaQ4Llbj2qMTiSS/J4gQQEOLeemgtSilumSDl6RepVIciWzIMEyhLeEBGckX8C9Xn2UmDgWeImvZh3EjdEu/qie9RfudwsuPH72vKjHJlBC8JaQ4GfT9+PeDR6e8DzvxRsZmEAJxGfT3DfGd/MP61l/pvI2dT0UjZnKCt4SEmw8ZR/uXSLJT56JDrMCbjSa7L4xmscd1LP+n7vctcaX7jwu6rEJlBC8JST49eyDjATviw6zAgpCx+/BXfHF9P161h/y91msf+b6w6Iem0AJwdtAgjm5eXUtdkaCrofPim0wM5MvBA9PaDhpX7EdUaBAqDU2GXfFx5N1/UY/K8nVRy5nF/XYBEoI3gYSzLz9mEjy+8rtfi07p9gGM3ZHBg5dbEcUKBCqjkzEXRE2fo+e9dvFH8X6e5yiJ0lZwdtAgvvO3yGS/OXMA5VHJBBJvliM0RxBgiUZObl5zD/Q+RtFKLPJO07fKurhCZQQvA0kiATXTksdNUYnEUnOuPWo2AYDEqw5RpBgSUT2k1xGglVHJupJGvhwwl63HP8xIcdfVvA2kCDSGgZuPFNnnJ1I8unrD4ptMCBBUatXMnHrwVNGgkgb2J95d6J8frsXK+9BTm7lEW73eUXq1ZnJF8bsyCjO6IrAG0Ehk6Ddbrfb7U6nB+02l8tl58DWwXK+8zq/K48jVpEgZvSmJGTWH7+HSHLa1ft6hloogHBx1ZEiQ7vEISc378rdJzwJ3nuc23XFMSLJ9b3EBy/eeYxUUyLJ8/ddwgdRR/zWo9BI0GazBQUFBQYGBgYGBgUFWa1W7QqBHGw2G6XUarWyrWJiYlwuF6XU4XCEhIRgYVhYmIpStSQIpZBVR7KQFJZ66Z6e8ykUjNx2TmRoFxFuPnhadWTiq71gVh/JCh6e8HXcISLJVUYmwr67cT+n01IHkWRvs/mOK9mw64kkT0vMDBmRQCR5zdFrr3ceAiUdhUaCDofDYrG4XC6HwxEUFBQSEgJGY7BYLIGBgfxCl8vF1oyJiWHMGBERERgY6HA4rFZrYGBgbGysasQqEmwed5BIcnLG7U+n7SeSvC/zrp7zKRSYFfX2+zkiObGQcd716JW1DNosOEwkGYlTtcYm1xqTjBmzHxYeJpLc2Eu6jJzuIpL8wZ92IsnjdmbAEhRt6t56FElMECzmlwTtdntgYKDFYqGUOhwOGIOU0sDAwIiICKwTFBQUFhbGb6UiwZzcvHp/2okkp998GD7zAJHkpHO39Q/1NTHkb7d6+437InJUyDiedR/X9lYBK9gOXriLfKmm01KIJIf+uQcp0+k3H34Td5BI8idTUjxuuM5xjUhy4ykpRJJjN5+pKMlEkpceEm3q3nIUPgky+061HMxosVhsNhs8XNAirD9KKZxfMCOz/rR8qiLBC7cfE0muNSb5QU7uN3GHiCTvOlN8yQ1/bDiNBzXztqiyKmQcvHgP17ZAOU/P814M2Oj+UT6fvp9IcqNJ+z6evI9I8vGs+02n7vdBgpDh+Gr2QSLJvde4s6YX7r9cSCckUEJR+CQYGxsbGBgYFxenXR4REYFgHyJ9hUKCKZl3iSQ3m3GAUvrd/FQiyVtO3tQ51NfHL2tP4lE5ea34pqTLCHafdeHanirIdP+uMy42E9Jg0l4iyZ9O2w82TL1074M/9/hwh1svOEwkGVkyUcvSsJNZ9guFdEICJRSFTIKI4jFn1iPi4uJgEuIDplBcLldgYGBkZCTvF1NKw8LCgoKCKKXjxo2LioqKioqqVKlS48aNoxR82WsMkeQ6A1ZERUXVGWAlkvz1z8Ojiguhv8fjUWnV/Y9iO2ipRuN+M94fuOqLXyx+1/zq5xGvcG0//nUmkeSQoduIJFceupVIcs1B62oOWksk+ZueQysO20UkuVrsZo/bVh+8kUhyjcF/EUmuPXAljv5J36n6jy5QGlGnTp0jR44UDgmCAbVTIipgmthisfB8xxZSLg4IZlRRqsoSbL/4KJHkT6elUEVLfW0xTudhthHTMsV20FKNplNTiCRHLvJ/zy0+4Jb2S8q4HTHrQNWRiXK6r/sKmJKQSSQZqTDVRiUSSW45N/X7+YeJJC8/dBU7rD9hr8dtkWbw21+niCQzSY5hNtGh6S1HoVmCYEB4shaLBRzncDgiIiIwa4wPsbGxyIkBUcLbVS2EmxwZGRkWFsb7y2zEPAm2nn+YSPL38w9TSrssT0OaawEvwqujraLevu1U8fngpRqfTE0hktxmgX91v+lJmbi2W0/drD4qkUjyJPm8363QamaifJ45xT8sPPJj/FFkvWBJ3XEe8k8ppf+bm0okecJuJ5FkkDWR5H4F71+YfuNh2Pg9bRcdyckVqm6lAIVGggj58WA5Llar1eVysRViY2OZqciWx8TE8PnScXFxERERkZGRKgakGhIcte0cbnpKaY+Vx4kkLz5QfNN5TL39rzRRZaULjSbtI5Lcal6q3zWRiA7THrVA3az++4QgOeavtOshwxOw+U9LHJ9MSSGS3EuZ66gxKl+Fz3tjkiqa5XWOa5g/WXLgCosMEknuaj1W0HOM3+9ufCiyR0sFirZsLiYmBhG9QoSKBFEuMiP5AlWmKebtu1S4R/QBJOXA1Sq2g5ZqIFuledwhv2uySd4lB66ABL+a5UcY9WluHsjr2NX7tce5VYW6rDiG1D9QIZHkYHNCLkdPoMtpiZlwn7edvkUkmW3ebtGRbtbj749NHrDxjM5zhFsten6VFhQ5CXosfXsdqEjw9w2nGfH1/+tUMU/nNVGcpuJk3tKLF5S+NzoJM7Z+V+656jiu7Wz7xZpjkhDjc7p8qWOcu/mQSHKtscl3Hz9rOMltysWsOrEg5RJYifnID5++bCGCepIhm8+C+45dvc/iiUSSv4k7pD+OSSk9de1BPYudSHIdL063QElDqRdQgPW35OAVSumgTWeIJE9NzCy2wTCnaVoxHrT04vajZ0S3uh+mvIgkj9/lhEga8VfJi6waKOk3m+E20vutO5mb96Kj0oAYf7cfvVTehSUIOdXPp+9H5mkls3vNplNTkD6ts1VT3J6L2LCeRZBg6UCpJ8Fu1mNEklcfyaKUSrZ0Isnjd3uQbygiMKdp3M6MYjto6UXGLXclXJURibwt5hHfzjmElZnkPZHkcTt8XeeFKZeJ0mL4f0q4dsDG05TSRUobuYpmmUhylqIN8+x5HpZg8qTtwiM382vPhP65p+GkfVhBzznWGOW2N4XKZGlBqSdBJKlsPHadUjpq+zkiyWN8PieFCyZcLBIp9OCQUgRCJPny3Se+V2ahhj5KRjqR5A5L1GpDPFrNSyWS/NNiB6X0R8WQxE/z6OnzYHMCkWQYlazCh2kONp99EPbgw5znPAlWHZkYNn6PTksQ1cf4e08IrJUSlHoSbLvoCFEyVNAqzLwlvXhG8uTZS+Hi/n+dLp6DlmrsOH2LKFpVx/wpnrG+MdHL04gkV1WCdOe9hAUzbj2CDxu7+SyltKv1GNYfvd39Uvxq9sE64+w1xyS1bNRsau+eebm5lNIb9912H3zeYbb0Fy9ojRG7ebMRlch6YoJwpauPSiJCYK30oNSTILyehHQXVRJl8QwUA+4+fkYkuaLZHVEqnoOWUszfd+mXtSfn77tEFK2qRJ86Fw+fPg9Wclwg/VLPYseSeE/FvI+f5aHat8fK43cfP6OU9l3nth8n5A+PfNF7isloMBkNkzt8n5ebe+H244btYr/6ojU4d9z8DX1rB3eqVrFTSPk29epjeqTayESiL7fx1PUHRJI/nLiHSHLI8ISCXSOBN4RST4JoCrHv/B2qSEz/saGYjLJr2TlEkquMTCSS3HlZWvEctDQiJ9cdd8PkAwp4fWdWZmXnEEmuqLQMJpLcaPI+xOY8FudEL0uDq8u87NjN7kjitKRMfs3vv+tiMhq6li9nMhp6VPpn3w+qgRM7hRi/D2vYLeTf+K/JaOhSvlzYsE3MHtST25h66R6R5E+nuR35XJEnWBpQ6kkQGoKHL92jlM7be4lIct91Jwu6z8t3nxy6eK+gqa3ocofEC535E2UW8BBBZwj2LUjxpc5y5sZDZjPiJ24240CLuV4FMpAD2GHJy7DdmB0ZYKI5ey+yhekH9kWH/NdkNIzp3Okl2RnLdTGWY1IOpSMAACAASURBVP/9uep/f4j8uW3tuiajoXV4axbx+MZLbuPYHRkdljj2Z96llCZn3CZcyZ2oGCkVKPUkiHSwE1n3KaXxBy6/mmeKW/ZCAeWwTl9/ADeNSHKLOf6zf8sy4FEiU7rFnENEkifs9lUDBx0t9Ev4aOJeIskt56ZiAnfNUQ8qp8isHs/tc6pSJMe7z5PbtzIZDZ0r/mvXWdfF42lLB/Ub9GWT2jGz63ce+0Pd0OZNW/zeOOzodlureamh0ePBiXV6zMR+vpx5wONQ8RYcuyODUrr99C0iyVCjIfmzEQVKLEo9CYKDzt18RCldkXqVSHK3AtY5sfmNUwWUw4Iae4OJe4kkfzHD8xMiQCl9/Ox5JXMCmxLptDTNb+h219lbRJI/m76fSDLKRSIXHUE61CJPMUHMIM9Mfpknj/gjkWSrUkv++H72iK8+MRkNX33R2nbSnW+YkO4iypQxkeRLdx5TSn9cfDR48JZOIf81GQ1Rlf7ToP2wpq16fTFkpceh1h5nJ5I8cNMZSulfadeJJLOcxOwnQm+8FKDUkyAqEC7dfUIpXXv0GpHkqAKG5+4rSRIFbU6yP/MuUeSLvbWteAswYff5KiMSP5/uv8bDG1wPn7LIGlFkWnqu8lUIjDaqKM3G7ET08jSII8xI8lAR1H3lcSLJCzkX25rq1oxZ53CrCiUtjzcZDV3C6lXrv2Z9mnvhlpM3+fncR8+eU6XurUbfZdENGzI3+YdPmnkcKnz2XmtOUEohVNNj1XHMU/Mp2QIlFqWbBHPzXsC4uPHgKaV047HrRJLbL9aV1MqAR5QUXJc/8dxtIskRsw4QSa779pYHDNh4hnjv0KYHl+48BsXgOiOTyXcUFYovKBqBFdlr9YlhtnTiJS8d6aK8gNCm49dxuL9P3KCU5uXm9q0dbDIaTBHfEEm2HnavCbatNTaZcDUeLDOx55JD0eQfXSq8YzIaOlatqD2u6+FTkDvuunn7LhFJ/nX9KZiWNx8UrDGAwBtB6SZBltcKv2PrqZtEktss9J/KwOPqvRyioyRLi22nbhJJbjXvMJ7wt1UyZNDGMwjnvfIe+OApkeQlB68QSQ73EmIDQGof/LmHJcr8vuE02HPo3x78aKSLMvuOcsLUO8/copSuGPoHDLqeIxcSSY4/4LYZl6deZWNj5vwfinbDwE1nggdvqdl70Y81a5iMhr0b1qmOiwkcIslfzNhPlUDkkL/PQvsrS/QsLg0o3SToeviMn4bDff8/HakMPDDJSyR56cGCaXBtOHadKOVW5O1tODd40xnyepWwhy/dY3ED+KfEX/kw5ru6rjiGRGUiyZItfZb9AvEi8NdSM3GMYEXw4C0jf2onNWtgMhq6kXfsK5fBp2ZTxtBWQE1IE6X3CEuvGadMMTf/9H8mo2FAw9qq4+5x3sEK1Ucluh4+Hbsjg0jy6O0ZmC255K8qRqAkoHST4NV7TwiXmo8Eheaz/QguqXBWeZl7DDb5wMrDWUQRMSZvb8O5wZvOEkmu/RqVsPaM20SSv5p9cNupW/vO30EvzZDhCd5eG0kZt4kkN5y099zNh5h3IpJs2emECelx4gtBCV56GmIwH3YcyYJ6Uzu1oYrKBkseRG4pJqAbKb1HUIReUZLn7HHPrnwcOQA7ObgxnzGIFyE8fceV7KG2s0SSJyecR1F5pku03yoFKN0k6HQ9Ilyl+n6u6ZJ+sNaOo7afK9CGyMjps/aUqhz1LcPgzWfJ61XCIm7QWqm4uPv4GeJo3trIoaX9wI2nKaXokQTaWp92jXgRMoDaVQrXchr3RuvQBiajYUjT0GWxv+U8fEgpHb4lnUjy+F3uMpIJu88TSe68LG160gXWZ33E1nOg6dVHsohSQfzdR01MRsPgxvVO7X15KWBIIv3bduIGxNzi9lyEgiGSFgRKOEo3CZ669oB3rA5fziaS3HSq54aK3oAsf0SddG4Sv/9y33WnED6HZUEkea/zToGOW1owePMZIslVXqMSFpMPHZe+1D4ARxy9kq1d+fLdJzCj4Nu2ULRk5u+7tOPMLSLJLed6CHfAlDt6+eUOr9/PaRQ5yGQ09KlX7UzKS19+3M4MIsmjtrlfeFAmV9WbQ4mj6shEzB0TSa41JrnSkO19Q6ubjIZf3qvwLCcnLzc34/Ahy04n3rtEkufsuQgNxCUHrtSfsIdI8pnrD1/5ogkUG0o3CR69nE0k+WPFi4FNV9BslX3n3WEd/QmGsDugxj58azoCQMXZ26Q4MXDjGSLJFc3y42evmPq77NAVoihcAY2n7CNeKud6rz1BOG36yEXuLi4rUq/uO3+XSLLHZB3kEp6+/uBR9r11Y82Ht27ePNnSpcK7JqNhYp9f+DUnJ2QSbnYF4T/Lznz1xWO2nyOSXG1UIhx5oqR5r166ylS+nMlo6FOrYtcKQV3Ll+u/Jo1IcuTCI0SSe646HrU0jUjymqPXUOGHHH6BEo7STYJoOsyeCkT39Ah28kCmC5HkHxbqLX1DIResD8tOZ791p2AIFOi4pQVsqvTWqyZ8zNl7kUjyr9yERq0xyUSStYL1aVfuI74Ws8pd9oPmWWBMhPk+muihVxxyCTNvP2azwO6/8uVWrtrEr4nZFVZgjqRFlRDv6O0ZmOvAW5YoGjPJGbePbN0MHsRfdIdelYZs69jxFyLJdcYl/7DwCPxisLzDk6krUNJQukkQ/PW1MhOCiHudcQUL4UPfifhL2uABEsSU4pTEzEnyeSLJQxTj4rNp+98fm7ykgHPNJRb91p8ir1RWyDA5Id/1oZRiukMregYpl8848X3W3n776Vv4fbW9O3Jy84gkVxy6c1bvHuCm3+pV7V7xH6O+/+ZEkqxaGcKrfZQC85jVJ0j++mJK6YKUy9VGJn42bf85RQUWzWS2n75FKV0yoE9cz6i1YyST0RBdrSKyCD9p/WvtscnfxB0ikiynu/iSdoESjtJNgttOI1PPHSS6cvcJkeQaBQzhbz5xAzf6h17a0WoBdxhPbNyei2uO5ot5IatjbDFquxYpQBNEkk8WpKxwr/POgpTLhy7eo0rfuDHbX14QTKmrRLGe573ADMMy7v0xUAm52jNuM81nVU3uvce5H3YaHU3+CQY0N2tIKcU0iBasqAP/hVjhEi8dCq/fd+eQQq51w7GX/ntebm5Mlf8wk7BD1UphI7eB+/Zn3v1ixn4iyQcu3PW4W4EShdJNgigRYbUHNx48JZJceUTCi4KkLSNtDTGgJ/pkPz6enIJgOZ7kAxfuEq55ECr5Jutoklsq0EXJATpYkEf6q1kH2U+DqZUpCZns25892V+U0hZzD4Hv2BLMFBNJTr107/Ezt8jg9fzZSHP6/9KlfJDJaOhe8R+TO3yfm+MrO2+t4xrhpM+Q5on2DB6Bo/+0+CjhypCBxbG/RwX/vy+aR/euSUxGQ+uwhnAO0q7eR8oOFN4ESjhKNwkig6HTUvcNDZVTIslPCyJhhCJT1Gbh6ZqedKHXmhNXvGe6IhqIgtOVh7OysnNChieEDE9AhQAUBmcWY9O7IsVPihwAn4XnF3AMkRYDfdO5HOUhY3l6fqU/qrQw5dmWtVGHvAUmjp23XqaebJo8DrZYVMj/XXP6T3L6+8QNwuXZwMTzUSxUdWRi1ZGJPTS1yZRS561HcAj+mjDGZDR0Kf9OzeE7iSSfu/kQomEepQ8FShoKmQTtdrvdbnc6Pbc6crlcdrudb7LubSHblccRMxJE9mx3Zdrx0VN3Fd2DnALMYy4+cJko6sFnbzyklMLcWHnYq3VQz7KHKNIjG9KuUyVKeODC3ftPcpEEp23CueuMa0HKZR/cWjLRZqFbGGrziQKUFaJNEtJZoHS/7JDayZ2oUdNCnIGfT2DN25CG2WjyPpha+PaXPyxgwB9r1vhgrK4knp1nbhFJ/l5JWoTFitI6H8CAeZUaSik8gGYzDuQ8fNilbi2T0fDxj7HVflt5PssFk7ZArw2BN4VCI0GbzRYUFBQYGBgYGBgUFGS1WlUrWK1WtkJMTIzL5fK20OFwhISEYGFYWJiKUnkSRL36L2vdQe5nz1+AgO4URL1j7t5LROkjgSAOCNFHwyYIh0BYH+1NOi51EElee/TaBaUIb/EBteIT5j3j3ugk8ivIfLZU2rb5eCtoARKMmHWQKs0z1zteFvaiJEN7hTFhcvr6y+DjogPuLnE37j+llIbndzO7N/nEZDR0qFGl4tCdDSfpCumirOgbRf8RxXx2fzmeI7amE40Gou3kTSLJ7RYdoZT27j3EZDS0bNSsS4V3etUo/2MP83t9FvvlVoGSgEIjQYfDYbFYXC6Xw+EICgoKCQkBowEul4stjImJCQwMtNlsHhdSSiMiIgIDAx0Oh9VqDQwMjI2NVY2YkeD0pAskf5IziOZ6QSrYZiRfIMpU747TtyilVUYk8tyqwqNnz5kqFFHamyDdbJJ8/ugVd1LFghS1JQjq9NYHKnbz2RFbzz0qiAzn9eycARvPDLXpbSx1Iut+7XHJn+lofM4D4S2PZ+QDzWcfIpLcdFoKpfR/81LZ2wJADor2UkDIgG+lhBxDIskPcnIppdAr3XHmFqU0I/VAtxoVo8k/GnafTPLPKfuA23xTMgEQ2fCrojZ+t5NI8sht+dztxQeuEEVEa8zSXe1rVO3CZc90qfDO5sNvSUjk7UaRxATBYjwJ2u32wMBAi8VCKXU4HLD7PC6klAYGBkZERGDDoKCgsLAwflc8CaLmic+9wGSF33aOPJDggkSw1UeycnLzEB/8br5nIYZb+fvSolRrzp6LRJL7rT/Fmi5qLT5MmAzUJMdRrvHjKu8Rei3QwbKipM4C8YgLtx+jH0uwOaFAEk/w9EkBG8zjWJhw/3LmAVWAbMJuJ5HkwZvVlwLviav3Xv58Kw+7I7bPX7yglEKQddHanbYZk9aMHGIyGr5p8i2CsF/rqxlPu5JNJPkTRSuhzrhkIsknsvxMfONNqRowGiJj4fLUq+1q1jQZDV0qvDsnpjN48K8DBSvEFHgjKHwSZPYdv9BisTBDj1IKP9fjQjAjs/60fMqTIHIv+Pez1pTwC9RR4UGdt+/S7Ufu2ZV6FrtHUUzm8OIPtV+or2q94DCba9ZG/UGCHg1MnAjR0YiSBzy7imZdJMja+NYYnVSgBkAQdCEFTPpBzS9y+lBaw1tb05IyiST3/yufHgxTh3Q9dHP05A7fj4jpVWnI9pDhCeiQiWnl3vVrM4Orbvfpwe6Xli4JNYhfgZ1fvHC7DvxMi0cgu7DfunwDRgQTSoK7z7o+7DiyS4V3WraMppRGN2xgMhpmTpuvZ0gCr4zlqVeDhye8jsQRLQoSjI2NDQwMjIuL4xcWEQkO/fsskeQ/d70MGsK7OXOjADWbCPegdeeE3c7Ld58wgtuf6SEpBAXLTOcOAay95+8QSa4yImGOEsifpEmRgcacaYW6OO/AhbuosiIFzCxLUKzOp8/9R/rgk4IvCmQJos5XZXH7RePJ7jO68+gZEir57gW4Sr3X5HsfMHVIeL4HN64DzTVqO/C7Bk171zAu6t/rl26/hnb+kzFg10r/Yj+WTjFdKKfVGWen3Ewab3t6hPXwVZK/8o9SCvX/2M1nKKUnrz0gklxpyHbYmNE/RJuMhtG/9NN1sQReFQtSLpPXbvFcyCSIKB5zZhni4uICAwMxW+JyuQIDAyMjIz0u5P1iSmlYWFhQUBCldNy4cVFRUVFRUZUqVWrcuDE+N/htLpHkpn0mRSmoFruJSPL33X6L0qJTp6iOHbSLG/4aRyS57oAVRJIb/jq7Tde+RJIrSrtVe2Zo1f0PIsmVhu3E89PW9EtUVFT76O74b4Pf5uDDJ32nqTbEJnUGrIiKivoxukfNQeveH7gqKiqq8pAtRJKDh+0gkvxtzyEeRu4F3/YcimP9FN3N78q1B64kkhwydBuR5DZd++o/SvDQ7TjKh/3n69+qyhAbtvqhax+ceFtTb/Zts97jiCSH/h7Pb9K+Sw8iyUTa3bFzdFRUVHSTj1jpG18J17EKMRkN0Q0/iP76y+YtOjES/OCPJXoG1q5LDK42d0S5fXR331t99fNwIsn1/ljKL6wzYAWR5OYxw6KiotpHd684bBeR5BqD/4qKimrW5meT0dChbi09QxJ4ZXzxy594GF9nJ3Xq1DlyRFfJrH8SBAOqpkQAntpsNhtCgR4XUi4OCGZUUSpvCaKmio++ucuVLmdTSnmp55T1qwY3rrdx0ljtsH/fcJpIcjfrcSLJvdecQLlo5eEJxEuDsaRzt4kk1xzjFvu8lp1DKX3xwh2ONCmpxaogem7eC1hh6Nx4IusBVrv/JDdkeAJRlEg2FUTdequicXJDh2WHK4OaVo8WrkfkvXjBmhAVqINVLeX62BXZUd78REssVbNmqENWG5VIKc159Gjs/740GQ1DP62vqAH+MPSzD90Vu+TdRQlnHj19zorqiO4ug3cePYNFnJv34so9t9XvVxsCtZWq6nLEPZl+F+bWUHzZbfKmLhXe7Vbpn5kO0Yu1CLEo5TKR5CojSoYlCAaEJ2uxWMBxDocjIiIC1AbHNjY2FjkxIEqPC+EmR0ZGhoWF8f4yGzEjQbTXYe3HHj19jhBP/P7LUxMzq45MZLH8vauXm4yGvrWDn+WoJ46hiIX03Q5LHHuddxjHNfGkyoXwHwq8iCTfeeyOG6Lb7Hfz3Vl1w/JP2j5UPC+4S4cV/a70mw/RWLK9p5oE34C+HvEuzMeQk5uHNhpo3bvVU+tej3j87HlB/U0cjoUL0P2KSPJDLnkTkdMf8+8QpcG1xyVTSncvmmsyGn77oOrNi5nmLz/eOX8W1hn3cy+TsVxEs7ZEkmNWHWevHCLJv/3lQXFai+vZ7kq4h0+fZ9x6RCS52shEvyFSUPm3+RurfjghX0IPvGNkBcWsOhFd4V2T0bBx4hg9oxJ4NcTvv0wkOWR4wuvspNBIMDY2NiI/WI4Lc3ixTkxMDEuN9riQUhoXFxcREREZGaliQJqfBFXtdZ7nvUC6X5URiWDDDye4FWWyb96AZcEeJ4Yeq44TSUbmWos5hyBah2beuKFVwFPNonjMiMBg2FzqoE35ZhLZfAuiUUmKdM3OM7dCRiQQSUaJrjbF2gdY+shZfzHQq4rJA1GW5bqplhXhEC9Cfh5x59HLrWbbL8K+42sZNx+/QTiZVQCtSOpP2PPgtqt3dSN0EDycy7lzMMH6rTuFNwf+fPfwZIDaApHktCv3T2TdZ7+Ib6CsqPKIBLbk4dPnmJW+pjQSQWokvIfea078UDfUZDQsGdBHz6gEXg3x+68QSa5olp/pCIt7Q9GWzcXExCCiV4jgSRBic3wW7vO8F1HLHOzB+HjyvitKzHvn/Fkmo6FnyL8ntvvfskG/MpMQJfQjt7p1NCGYjjS398cmP9QUnyA7DK/94OEJ7NGGWx2qWIj9/8on0ZqlGCBEku88esZUG5Cq/d7opFhNga1fzN3rnoRJ8zennHb1PpHkuhY7ynhnJOvNX4OCAHKG0EuoxZxDVUcmaqd9eMDNxFYo/lXN38G7VHWsd1zJrtp/zZf958Q2CYVm34nE3R73D+XnyQnnmd1NOJ1Uv8CLauXhLOQYedTmUgET8cGcxYEJtGqjEp88cz9+bRceIZL8+fQDlNJ+60593HaAyWiYaWqvc1QCr4B4JZf+XsFbPGc/yUWDtiInQY+lb68DngRR+GnLX871NDfvo4l7K49IRJRt2aErw2zpyRm3s2/e5OPrmUcPL0i5PGZHxvfzDxNJZjWqCFe1X3wUc5rpN9VGFkybb2YfJJIcwpkG6IWGgmIiyX3yp8Jkcok1zluPVihdcdFGstHkfW7F44JI/EMflOiYU0b24hcz9iOzcqRuvrjIdctsMHEvVdSu+vtU4U6/+ZBtBSUuJnwLKN1K8xnaBy7c7VTZiF+nG3nnyhmv7i0u9ZgdGTAJ8Tdht+diTS3wJrDsdEIz9VMdWda4DjVGJ7FAMxR8eQKNWpZGlEYl/f86XafHTJPRMLBh7ScPhLRqUQHuMG+P6wfT+CjdAgpfzT5IJHmXpjjpaW7eedcjlCWgkj94eMLtew+3zpyyceKYgY3qmIyGmMr/qTVwPfN8lxy4gtVQrNpj5fHmcYeIJCdqmhGDR1C6wPtHi/ZfJpJcSSkmicnfXBzpafg29dI9VhKLutpv4g6h+kXlRPsGTpBIcpL3Qv02Cw5/PfvglIRM/N5IKfjVU8M2jwCd1RqbRJReLrXH2bUUrwISkhFXhbVec0xSvnmqTLfuztbZUwc3rvd7WI0xLZtt2JKEieBe1f5veWx/H/tHmuEw21mW/Fgg8xa/lGnFMYQ+vtKRZX0/J1dVkQnbkOfx/Zl34/ZcRJeFgRvPhAz6O6ZOdZPRkH6gYFLnAvrBnCHfqcFpV+8HD09QZdIgiF/qSfCzafuJ98JPdOCsNDyBSHJdLu6TffNG90r/MBkNbT8II5KMZGDbyRu4y9E14tf1p6B5pxXNR14hioV5/2jJqi01ey8ikuwxHxAOKSaCd565NX6XEz8e8hN/WuJYuP8y0aTO+QbrDAmxT4/ABEXvNSeIJP+8+sRfadeJZlrWB2DvwMcPHp5w3vUYTm73/BlzKoDjQv+0E0V1sXZ+pduV8xdH1q4TXfFfvG0e8x4xGQ0dvo30O6p5ey8RSf59w2m08sDffN3hVPTJbDI1BTNL3kqDVICCP2unpZJxUwE/Tb9vvzUZDVtmTNQ5MIGCYkbSBfz6J3yKXSLuQfLXVsGNaBdfykkQnR8S0r3aQSjS0LpjGyaMNhkNHapXrtNjFh6kpHO30SoEvtKQv89iqmSCRulkwMbTRJIHbDzTal5qN6ubC66mn+5G3u1S4Z06PWY2GrL22ybfdFqcL+p/8OI95iGuPpKFNG8iyZ9M2QeSWnUki0hy9HK99EQ5zeeNxzw066CU5ua9AO3CHJNs6fBD9bdmxix2o8n7kCiz47Q7KaddvK/MD7x+UChSeURC8PCE1UdflgM+uO3qXsktgNq1fLnhX3487ruIHpX+gSXthy/2O6qlB91FuywRh0jyskN6Z3tu3H8KSS7EEzy2r9MCHgMLvyIa1cPLywA3zy9ffmEyGoZ8Wl/nwAQKiklKFAvyvd6A115FSebTAJrN2P82kCC8S2/qJs/zXnymzNWqGo+8ePEi7meTyWho2bDZB2MTiSSnZN5FqkrvNSeJJI/ZkYGqht80niOsqtn2fKXB06La4hnuXOk/JmM5k9HQqV0PfgW7O/MmiUjynD0X+6xzJ7jhaRz691no3Onpc5L9JHfVkaxbD54iQ4h4rzhmwsh46U1LyoSj6jH1xyPQherz6fthByEeSvzF0TDtg5gsKJ59dfPC+ZFfNzUZDZ0r/vv7Jl9dOe3+Kiv9dN+PwyJr1+60VC2qpgUm6DsvT2OJOESS13HzY36BaAYajOh88WDylwm+IsIw0Ev4AlM3f/QeYDIaulf6B2r+BAodiKQTf9KNyUrDLF41GVWPkYuOlmISfEEp0o99pP7efPB0Q9p1Ism1NL3DHQcPg7Y+jR5FJPnwpXu4KJ2XpRFJnpKQuen4DaIIJfHAbPJiTpB99YhYk9HQq7oR7SbcCb01gvlbf/dZV/DgLZ91H08kedzOjGilfxAe44nyedTA6VEBQC5Ow0n7Oihyp4u9qMOjwo9IMiSqVqRevXTnMZHk98cmP9dXPsxGBSE/1l+0xqgkH/NxELuFsCjJ3w7Y/OXHJqOhW8V3a/4Sj7xoBgjf60nJxgujrdKIDn+2gsgd4kTaxR8lurOskY7zt3IUaUs6fkqPKyNcO2L1AalZQ5PRcHDTOo+rCbwm8LIh+TWKtGDN1O49fnnTwlNpW6pjgiz9+IrPwk/XQ7fm/vP8ovvnbj7sULWSyWj4JqIdkeTjWfcRKG2z8AiR5Ll7L6EfsdZogmu5VmnUvXfNCoTzp3WOjPhpYIcqFVv3mdApxGgyGhb99jPbamPqhY5VK5qMhk++/7XVvFRYIjAMiSQvTLkMf9m3jXbzwdM/Nrh7v30x4wBLEPHW6I5Va2COYvvpWw9ycuHY3nqoq3wYfdP/Ny8VAhOgXQQZfCQnYs7uu/mplczqus6+tYNNRkO8FEskuZI5gZdygEgBbzZ6w66zLiLJ38x5OTVMJHn32QIomOJYeDfozLKOWXWccDFibbUSD0SWR2w9t2b0MJPRsFhkCxYNhihhJY/tWxkQnyGKKiWAOFibhYdLMQneuO+WtLr72JeEKuNKVXee1Ev3mn0dZTIavvmiNR5pEBMmhZcfupqVnVNRkiuPUAtPwS1C0YVj59au5cuZjIbeNcrn5jxBBnWreanf1/8Y9mC/2sHH5B2UUsuAIVjSqXL5+mYbdOSh30UkeX3aNVTgf/Cnr36h7L1HJLnNgsMsQWSqF5ErBO+JMiGD5mf47bWpPz720HbhEWQjoX8Qhr0+7Zqc7vLYhxNtLRFJ4AVuM1IPdC1f7te6lc+dTsfAeP1E+Nr9dVDSXsVJJ5IM8UciyXsL0tCDpVYQ3cIQEJeerbAe3gfeQjFIIRhmO3sicbfJaBj0cR3X5bezI+ubBbMJfHf9tp10p+Ve4mqrEOH5bn5pJsFM12OYeL41VJ7nvcBz4spv+8jprvpRY01Gww/1QokkZ7oe8yUfeLGA1FTdY/HsJWXcduzc2qu6EY7wgzu3qSL+/v38w5UHbuxYrw74sWuFoFHNP3ULbQb/P5PR0Dnk/5r1nhI8eMt389yizQnpLih0VRuZ6EPnCkraqNb6evbBTxQOVfUOZ1jIPepE6ZkJ/tUpVwPHtsMSBzqNKEqLh4kkt5xziGiyoAGtziOwbfZUk9EwJyaavZl4ikSUTSsyqAWmazCtj6Aq8RcaV8F56xHOhejOsh6zI4O/1HgXevPC+HP57YOqJqNhfp9u+ocnoBN9ldi679wAJnB3jnv31xiVRCS55dzUUkyCUXNuRQAAIABJREFU+mueUEunau6x4dj16r9aO1f6TzT5R41+y67ee9Jz1XHmIiHpBLbhlvyVtlDr2rRxGzhucON62TfdcaJv4g5VlGTwRdOpKecOpvxSk7AoYevQBlGdf2X/bfVRExyRSPLRy9m3HroNWz5soQJspXbxR4gkfzIlhVWnDN/qWVwa2qWYkq46MhHVL3DnfcdQGDAPa1pxjE3CEEkeuPEMkeQmU1KIkhusAizW0dvV8TKoIcjx85h0IK8BjiC3t3PhgVhnvT/tRJLxc5CCqEIA7Iy0CQAeMTP5AlGEs6gSUfJ2UGR9Dth4mlI6sV1Lk9HQP7RagYYnoAcxyhM0PclXlijCzUSST2S5J/cfP3uO9hhfzz5YikkQOumNJvnPRMW0b0Z+4UxkR7cObWAyGj7sOPLWg6eYK0ReG3IP4W+qQvXvj02uOHTnr/VrwgZ8nK02QBxXshk75OXm/vZB1UGN6vzeuk3IoM0xq0+0GRr/Q70wdKpliTKZtx8/eeYWHdCGOBekXG4XfwT1LUSSISz6wZ97aigJQN5SrBH+h9BsqDI/DubVqdQwf98lHPFXJR2n01IHcpWxWybRrD3u5ISX5HL+6OFJ7VuB/Q9v2UQpRWnNpTsvT3b4Vl9TDTwgtYDQJAzzglqCVHmjEE37JG9geTmU0qfP8yqPSNR6CaqdI9qYvGKxyWgY9vlHLwrUClZAB5iCBi8qqsWClEtYLfXSvSOXsw9dvHfe5a7gajbjQCkmQUxcNpvhQe1KBbiN7CUA4F3d8uMIk9HQ8uMvs5/kgpLwaB2+lE2VHkMQvwKePMurPGxH5Pvvm4yGmMr/vu6pxyOie/UnvIzu5eXmgjj6rT/121+n3uu7tGOVCiajYeS0Zbz1B4tVO+GALh+tFxxGeTLmJauNSmSmmUrxmAHGDroks0xJJELOUjqC9lh5/P2xyd5cQpg//daf6rve7XfsPHMLPjLkAzy+hPrknzS4d/NGz5B/m4yGruWDpke3w0JEZPg3EwbGU6c3oBAbgc5v5hxCV0y/EvkqIKPbrxHBsOn4dSLJHZc6KNdiwVuhAkrC+647SSm9ffVy3/crmYyGiycKkAQqoAcdlQQJb617ANzGRJL3nr8DUwMRG7zFSzEJIk9CT94vZjZVlgIU7Vt88rXJaIgm/7j/4PHYHRlEkvGGP3P9IaV0csJ5Isk9Vx13XbnUr07I3F6mlO3bO1f6Dyya1SNiPR4OpWZ18wfL4JkO3HQGkwbNP2tlMhp+b/MD4YSA4Ikf1jT9aTU/lUhy89mH8N6bpfyijAh6rvKcsgt3HqffVMnsQ8+g0UqRMhKDumr0rgEkow7cdCZ6WRqR5NpjkymXdUUk+YM/PYQjulqPfdLm1x7Vy+9fv5pSesqeCG3UtN072DqYnznJJfrDEp+lo18zr22jJ7PSGxAsHucloqqCO898biqlNPXiPYIA7nPPxh3KE3spM93wiPesWv7KQxXwiEglTQqRB29gygByuguPDNwOIskfTthb+kiwv3lc30UJC1Iuo8RCj8gdmsCqqutQ+FGn+/T2NaqYjIa1Y6Rxi/6uZ5pUkZtFsp28WXHozs6Nm/QI/idf4NWlwjv7Nq33djhoJaC9BsOo7efwvtp2+iaR5E9bxoAXqv22ktXeNZuSTDylfSIhrvHkfdB6WO+4xoL68Ii9lcFB6uZ/cw/xfis8XFbaDBKM8rIHvBgkWzqS/r6NO0QpPXvjIeOgKiMTn2jaeLZffLRj5fImo+GPj2pSSqd2bGMyGpYM7MuvA3nXo5dfupO91pwg+nraPcnNq6gMQE9ytTegc4DH1ldaQG0XWeIQpGgx95C3lSE11EO5yGtGDTUZDVZp4CsPVcAjvpvvnlr01hsSYFX2W0/dhCU4WCk5rT0uufSRYC/zRDh3KIPvqiO39oeFR4imwTablGjw49CXGc4V3q04dCeR5JvZjy6eSDuQcSM8vD2++u2Dal0rBJmMhg5VK37UZ66Pw0FIqkr+/LhhtrNEksfuyDh38xGR5JBBf5sqvGMyGqIbfzJo05m717JGft2kS6V/Vxy6c4tG8RQzLbXGJmPmeu/5O3CciRLB9FjE9jzvBWZOF6Vc7rDEwZzTvutOES5EiAB/ey+lY+Yt6USSR2/PyH6Suz/zLry/bEUNG39M1/rR0+fhMw9UH5XY8rcZXSq8aypfrnulf0xo+y3K425k5jO4vpjublfPlqBYm+/R7gNMraeHFytYD9Ku3D99/YHONqdO1yNm+SLQ7qOAetmhq/zNuWthHPKlXnmoAh4BeRTiqXUPpXR/5t1Bm84sPXhlqM1NeasOZ+EDi3FXHZlY+kiwn/lPIslh4/egCyLCLr4BsYPN+ZXrf4w/Cney4tCdvJXXqN3g6v1XDY9oYjIaBjet36lyeZPRMLljG0rpicRd88eMJUqvMm9AAmNFs8wnu8DwnCSff/HCrcPeVlrSjbyDJLKYym4Xu9nXUWuOZt28kPl7/Ros17rjUnd5Cbjv9PUHDZQOcA0mujMTPQzjwVMiyVVGJN7PyTfdvPqIO10Ane2QcPO9l1ZtgzedIZ7mTxEQBBWeU+J6z/NeVB2yNWTQ5sj6DUxGwy/1qrOr+nv991Sa3khNt3NmL+I7a47qajqKaRlSEEWc1wSy7kNGJDx6+hzBDR8T2SsPZ/EWelb6aVyH6xmiCWdhAqEebx4hXqsfT973u5JOCOkNIskxq06wt/hQ84hSRoK/m8fCDURSvp60MswPqJ4uvENqjk4iktxg8OpnOTkTh40yGQ0dq5RH8S/761zp3+lZblc6WYcCHdNV5jtXoFgYE5H45f43L3XxgD7sKL+8V8FkNLStU69v00ZdldZCMVX+M6bFF52/+l/IoM0vLa/7T1lZLoqjv/KkgA2hZo+KocizbzbjwO1HzyCN5VFDm1L62/pTxFP7UJSdoOLlsOLSPsvJ+em9aqwv0vTBg6EMaLcufnBbXc6B7OtdXJkHDHZvYhAqsEagsTpugELBs+cvYH5mZecgfDl3r9f85zVHrxFJ7rjkpasOYfP144YXy2DLCpoqWmoeG67iwQ8bvweCAISTDUV1LP4GmUeVMhIcbB6FocNIGa1DhRSTlUsP5vOzMGWMVDvIK2xITosm7thfj+B/Lh/S39L6a5Ox3BfNo1n1K8rI+PliLR4orSOzuepaiPgjpROBjIhZB25mnh/xVZMJ7VpObNcyK/2MqdJLaale1f6P77L2VbMfmDGYm/eilZJljfqWT6d5yFOBckZzT8XIBy7chW7Y5ITzmBzwmO5HKe21+gSR5Dmap/3UtQfJGbcRc0xIdxPZpXMZeH/8VC2k1UdNj5y/uXvhnEfZnpNIEOjkfX/MxetMYPxMyYwpkAztawJW85kbD1F0vNl7VyxIlvH6NKm2jSajYXh447vXdJm6AnrA3oUe3+IIedW12KHaSSR5uFJzBRlwPAV/mMeUMhIcZh5eebhMlHQ5PXr0cEXn7s0Xca8zLpko3dfg3u513vn601Y/Va/cottIpn3QYZZccehOZp4g9dz3jCTrYsHXqHRensaI2LLT2WjyvhFb1U9v+4hWJqMhumbVDRPGUEovHk+L//0XVm3SvGkLIsmt2v96/mjqT0pmACqdG3gy9yAA0WGJ53mD2mOTiSQvVwSua45JfqZMdD7iMh/hUMQrraxUABezi7ModoDJaGj1UVPiTkz1lbMC53cDV/KJrExGqb7B1Bkm+hT6L1zAhD944S4MkFTNPD4DLj5/nzx98hjh0Q3jRxXLYMsEWL2Ax6L7nqtOEEmuNSaZSY0wvxiOIBya38yWUkaCZrO55iiZKLKmKmrzCCTWTeN8uvs5uZDhwm0NEsH0H8kv5aI4Pu6jIGPWtyhp3gt3d80sTvIbIcjVXjSvgNaz9tTuGddU83N2qlMLPAjFh27kna5hdcOiLUSSIele11PtGspjPcZMU9ZaW03cRiTZ3bu6/5pWHzUZFtGkR6V/dq/4bo/gf9684GYWUJW3zGoUGi49eOW689za0RK8+I96TsVl1M7w8EC6Dy8ChmmfffpKgL9XxCNUmmZFCqQcrU+7hiKcq/e8SrqjJaEq0rrot59NRsPPVf9b9CMtK2AzhHxaLgMswSojE9sscN8taGdGlB5BiG/0MY8vfSQYOtYdBSCSvFyHlCbyPPic8it3nxBJrjkmCS5Yw0l7KZf5wXdBQzsLlksM87PFHD/JidVGJpL8nTDx0PoOeCGFsKMm5+OTSfbmTVvyYUrkNr7XZ0mP3sO+DG9fPb8mFYDwh9beXPx7b5PR0KVmFaLIaH/3URPVzll7IAxbK9W3a0HcrG4de/zQqUH7YcPNE1gQs0v5d+qPk7edupV25b5vtS5cST5GgUptbZqkR/yk9JnzZqUWBdCrb2pipjfrm2H76VtE05/PeeSQyWjoEfyvW5eEmELhAA8azD3tt91WHmNmDT6wLmyYWgSH9jJPLH0k+PGfMpFkCAFs0BFHh4DwCG4uD8WnDSftQzC+4aR9VOkfRiT5J86FjM+veo/kTK2xpgIUj/lyCJjfvgNeaETZQtPZErPJn7fo1inkv79MWXdgw9quIf/hOKtc8JDtOZpkPRRg8DVhuTlPpC8asA0/a9nzjw2nv6vfGP8d1qr531PHb4ub1rPyv01Gg6X111TJpBuen0mvZaRjXpv/61n53+NMXep3Gv35dP99i6gii81nBeJYqsIeb2D1Ut4EZYsCGDPkZDxG4hncYl+a2LH5y0Ymo+F4ws6iHGZZQW7eC5YwGzzcg5BKF0W1k82fIBRIlKJPdA/vaZ5c+kjw84kykeTGk/cRTfafR8zec5FI8mCuwBYlU1/NOgiDAiTIWgN34aSG4dewVzoeA28VGgy4xKwtN6UU87m+A177M+/iHaVajr7pcMF+33CaUjp62W73tEmFd0xGQ4Mfh2plF1B/wtI4Lp5I66OoOYyPbOEmr/dC3GoOHzZhYf6/p47HwuTVVgQNhv8usSDpMXlHTJX/mIyGmMr/6Vb5v13KB6EwNi831y0+qK89MVQYeGcWc806Nb6QWU18zk4UOpA1iYlF31KsHtvpUUrn9+luMhq2zJxclMMsK3ikaBFV9KI8wkKBmNEiktxijjuvEDcb7MFu5qmljwSbT00gysSuHhU5WHP9uIQyeCttFx5BTA2uTU5uHl4sfOOI9Y5rhGutiQY6vqu1qVITdoxrB4zJaN8BL+etRzgWLzCV98ItBYZiW8jtzbZfDIv+s/bPc4f0G2IyGlo2+oKXYwFQBD096UJuzpOZpvbI9O5aIWjjxDGPsu/1qFVZcWCDWrXsRPLLU4/69jOT0dCvSYNq/Vf/+EM31H48zr5351pWN/KuyWjoH1Y95+FDvF169Jbu3bxBlbwQb1MxKqDXKJvXep73Ak3o+RiCD7AIt7bXYNEBRYR4kHynJUDO9gtNYfvW2VNNRsPcXl2KcphlBax6kqUuqVZggWPkgRFlDoCZFE2npRBJjjZPLzQStNvtERERgYGBsbEeimrtdnsgB5vNRil1OBzYJCgoyGq1Yk2XyxUTE4PVtLsym83fz3iZpOZNxoMHMld5823N0SwiyV2txyBzX18pnwDd8C3fkG1HJBkRrl+95M2pAGFBPryFd5HvgNf9J7mIcfAaCo+fPecNeOQGY36GSPK8ncdhi43vGJnzMJ8N9fnUvcGDt4zq1r17xXfBdz9X/a9j51Z8O2PnqfodR3Wp9O+GPw6BlcorFzy47eoR/C9EHlmmTt/3g1E+2DPk3zcuZFJKMbnMWA81PDGrdKnVo3abvU7YW13L5h7BBHgKpKX6mkDFIXpjLUzxFYtkPUVVy48n7DQZDUM/+/B5ri8lYAE9uKG00EEgxXlLLWbBQoGsvohJcKJ4DgkJncwzC40EAwMDQ0JCvJGgxWIJDAy0K3A6nZTSkJCQoKAgm80WFhYWGBjocDgopWDAuLg49oHfj9ls/nF2AlGmt/V4TxuOqftMQlrnt79Ojdp27v2xyWwmBBeLn1F9nvcCHAH9Bcw3+a1vxRuG760BO85vwAs+/h6uzJmlXv+5y9lrzUkYPugVSSR5derlziH/Z1Ialo9p8cWZlD2U0rzc3J8+bAh+RJHyvN4m/kDLDl1h9wQmPYfZ8mmgjv4pkm0e2yT056r/j+3qmqKdg4ZKLFYwLTGT+CtlZ4COA5txYqfpWyecYYxSDXrksv+3YGEB1VcIEfjWIkOzhMZT1NmXd7Kuot3rsd3bi3KkZQII4lcZkYinRvtw4TFklEc49Un8/W9eKpHkn8yzC40EbTabzWbzTYIu18ugGGxDrMx/DgwMDAsLwzr8Z8BsNkfPfVm4etVngxEAsap2XObqZPk88VT2hF4cqg5zmFaHkDqSQnxreVMlAshLIYBez/mjbGhN8w0TIBtVZURiHqdGt+P0LZy+7eSNxgOWtmzUDN6uyWjoVd1IKb2WkQ4L7ufqxsntW2Wlq8sqkMiGkAImGXrlb+4RPvNAcOyWVj/99nv993IePXTs2DLo47qbplguHnvp7Sblr59BmbpOoWYwJmNenCbJX2bjA6zXIvR+igd8ewMfDe8ppUcuZxMl60AFzDstHfxrkQ2zrADho5pjktz5mxpBSRYKZH8Q4mXqG0hcizTPLcyYIM9lKkRGRsILZjwYFxfH/GKq8J3D4eD3AGeZp06z2dxzwUsS9KHDzIAoNV9giwi3NtEaU+aqNhfINRmzPYMqpV1+p6Rhh7PWP8+eu6exLvkLeHWzHif5kx/RRUDVLQ+dMIkkJ6S7kO8dErul+U9/gArXjB4a+8kHJqOhbe06vGqp9pqA9OHjq/I5MCXt26w7eiWbcGpa0FL11vBEBXQ0ZfuH9E7lEQl5+pRHoc9IdMcQCwWnrz+YZb8wYff58bucvmUX0q7eJ16S1+J6djYZDfN6mbRfCRQICFXVtdiR6JZ0Tv1aqjX2ZVtq/GEJ0+LE67+NeX4xkSDoDIiMjKSKbagiQdUePJJgv3g3CVYZmfjMi6Abj/0X3HPBbAksNa0WKUhwQH5tJTTt7LL8GFU6S+w47ScYr6oAe5CTS9xlv34CXph4Gbktg82N4JcOzd83Gc8YkeQDF+6yOuJaY5NXmgfxaSs1+q1wPfTsXcJUgQ4CEsIrK5M/AOh+tZdGQgCEVSqPSID5hhlb38EyBgQQ+607dfRKdvaT3GNX7xNJDhmeoFPTBTmVRJJveur09MahtM3ykMR+ZNvfJqNhSJPQR/cK1g9AQAU00f5wwt52njpGPH2ex2sdwQqBQ/bh4DVt6tWv1WsBWgZ+Z15YTCQIOJ1OFunTkmBERISWBIOCglwu17Zt2+Lj4+Pj4z/99NPmv7trEmqM2BWvA6PnrCCS/MGoHWxJ9eG7iCR/N2GTas33RuwkkvzDxI38wjHK5ovi40NHbSeSPGz2St9H/GTsViLJ/Weuxn9nLliKAc9euMT3hlFT/iKS3GjMViLJlc272eDrjNzBrzZx3nLscOzcFRgSkeSaI3YuWriwa4WgbhXf/bletRaNvwoZvGXeosUeDzRh3nLmF3SY9BeR5GDzbn6FBqO3EUkeOGuVj9Gy85q+YGl8fHyzcTYiyX1nrPF9jkDv6WuJJNceuYNI8kejt/Wdvgbj0bNtfHx816nrceg5/i7pG8Gfc5cTSa4+3MP9OXf6tJ9rVTQZDZNjBxT/wN4mjIizEkmuO3LHlxYbkeRfZ6yZu3Bx58l/RU9ZHx8fP3vhEt4GDDHvxk0eFm2JqmxEgm101QpfRvzUuMPAkyf9i1EVGgny6xQoJsiTYIv+E3FiKmrwBtyR74/cyZZ8OHobkeTe09fq2XzuwsXvj9xJJHn8vOV4aEfOsfre5NOxW4gk91PoYOp8N1l4oySGXtPX4rwYCZrjrESSQ0dt51ebrrDP+LnLMDYiyVWG7567aPHsSRMWLVw4ef4yIslVPT2EwAxlD0SSB81ahcPN54ZXb9QOIsmST7pfsGhxZfNuXJn4+PjGY7f65U2GvjPWMBauO3IHSO3zcTY928YrJFhRkhfp3KB4gXeMt+s/8KumJqNhRMfIYh5VacfoOSvCRm3vMPkv/HfY7JV4NJr/+TeR5F7T146KW4FbOj4+ftr8pYQL/1UbvotIctUBG7pUeAeZYcxh6lLh3bSj/rWZX5EEnU6nxWKBrWexWOx2u2oiGLPJHmeHLRaLt9nhcavcVu6XM/03GKGUXrzzmOTvS4dZ0aO6JxbbLz5KJHnrqZt1NVnQHoG65lWKL4nGQFVGJPqNd2HGA155zTHJVAnefa0Rg8EVuHL3SfVRiUTpCsACZKc0fU5UePo8r7oSGTmR9UDx1l+6logJpvnLQELsGVICqOHRWfzLGoDhd0QcYIa+nkeU0rl7LxJJZqLcJQ0IcVbzVM5IKd0+Z4bJaPizTfNiHlVpRzfrMTxHCBahy1DErIP9/zpNJHn+vku7lCbrV+89QayGJce0aRLe8MehTb/rZTIaupB3a/Rd9nmP8b98/mnr0AY/NWhYhO4wJovj4uKcTidoDpYdc4EdDgeWh4SEMLJzuVyYRQkKCoqNjeUDgpRSs9k8Za2bBD2KiWoBlVN2R+bk5r03JokUJKYOXegZyReQx4cGvj7QZcUxwhXGIq7nsbxRBYg4IG24xugkqkxta4u0cAWuZeccvZI9I+lCk6kphMtDPHTxHpHkpp4kthhAc5VHJNx78gyhYpZv9OIFhXB/hib3SgVEJOV0F1WKf4/rq3uDqmX1UUmVRyRUHZkIQZrt/oKtDOhkFFJSSfDS3Sc+hnfuYApsENcV//IfAltO3lyQctnpeoTmaESSG0zce+fRM5Q8tJhzCI/ntKRMljWRduU+WvLCavm47e+44J0qG01Gw4/dhxFJ/mjiXqQoNJNWFGHFSGxsbFBQEFICCwtms3n2X24S/ElHgxFKafYT97zEk2d5lNKr93JgOj3I8T+zDPyx8TSR5EaT9hF9wfgeK48TbooATThVkxsecUWpX4aZ8+RZ3sZj10n+/B6PgE7G9tPu2HDSudvEi5ggA3gTBjLyp1gvqvvKTI7f1GUk5WO6HAas3zcEcOH241/WnlzruAYarTU2ufKIhPMuva8lzKuoJnNKDpDxU1HJsdcCxddbZkwq5oGVRnw6LYVIsmnFMdYqhEjyitSrqLVvveAwFFIsO50rFfX83WddsAPwzH734SfM+Y18vzbkIBtN3jdn70UiyZ9Kq4qQBMPCwiwWyyts6ANms3nRZrcf101HgxFK6dPnedC2QiLu8az7xJ9EvgqQnILLSST5ob8ZzN5rThBJnqO09XC3SPYiXJpvqLl5qITB362HT9FPyrd4F1WyuJcpmjooeW6zwFeRf/jMg0QpGYQny3SerylZe37PFIW0Sw5ceZDzHBKVtx8VrBai64qXUh/6t8rJzXPeepR2VZfVWfyA80Ek+alG2AKY26uLyWhYaR5UzAMrjUAudDfrMbi9eED2nr8Dcc928UenJGQSSTZvSWc5A6uOZCGJNXzmgU9b9DAZDabyQT/UDTUZy9X/eRaKZT+ZkrL4wGUiyZ9Ia0pf7fCKLW4y8tZvVwsU0l7LzqFKlO2rgjxyUNVHanG1UYk+NaIoVarrZigNbbH5Z/rkVT6csIcoOe4Xbj929y3z3tMHQDHDFCVHD2W8vjuxoQkfFHGQEMMkszKUNFS/o+299gSR5FHbzoE3q43SlbTEY9Q2dwZyH58Nw0oXbj90F8B4y/jZu2aFyWgY911EMQ+sZGJ60oWmU1OG5q9ZYkDcuZv1GFRhoDu56fgNa+pV3OQIEP+x8fRI5V6amXxh26mbtXrN7xLyXxiAnWuEEEmu9tuqehY7olVNp6bAcmwkrSt9JLh+u5sEdVZoUUWmKdP1mCqaCHp6dTKglTACZ/U8KZiqAC3rr2YfDDYntJybuvPMLf20i7pjFHifyHqAH9gvQUDkbsjf7tsIrzjfajfwZNG9HlmjzH9HBpbH/iQqYIqpzYLDuERhOlx+FVDARwoyK1Lyce+xO57At1jgkXXubO8a5Xv8//a+/D+KIn+f/AeT2euzu9/RgomieACaKKuu4oGJNypu4ooaYUASQOO6Kia4PVzCcMrpACII6oB4AGbkks7AcF8ZEOQcwg3CSDgNEKC+PzzTb4qe7p4eSCIh9bx48Zp0d1W96+in63gf7j/v2WTL1PrahrWHOmg4d/xyPTaOEZ1i4vI9GOSdAuvfnbGJKerDI5e/9c3PTFFvfPfb9wdO/Oxb9ZUbGQw9n8+6t+3AUvTIfcOWejQSRBSEu5Xv6h8J/vBjnAQ/KDX+dCQCzPLzwROc8/FLdzNF7T49hcF36MQZWqLeZ2NVi0hGiGb54Ihl9uPEc87vGrSY5vwrdlbaNMj9cvU+ccKIdcHb31nNlP/16Rqm6ZD/97ufmeBDYcmOIxhVSaXtNn0jU9S7Bi8Ob/+VKeqdAxdb+1JNBByusFRORa5+UJyZI+abA/97qJXH5fjig3fqUrCrE7AWNRxvh06caewtY4r6yuQI3AIiYMjgBTsQOq7rVxvem7mZKWqLAYte/Sj4aoZLVH/xNP7TI0VjmKI+M2418nl09Iqpa/bnTVzrmx+dvfEQU9RMZWb9I8EFZSHs8Xl/MI15qMPDI5czzdge7pSVoN20nPMz585jQc0UtY0NvZxeP2zFtIgpausRy7B5kTvRKjIJIbL3+Lglu+HfYsGWGFxb/89kpUDAuRh5goB7AutU+Pxifop1BLXnPCPHyIbYeuhkiwHhpn1CWFDf2CeU6N7VGvSBseCLeoeqs/E4MxZnaIg/1/OBzLoU7OoEXA63SfA8xjkn/a12E9YgME7J95uZor4/a/NoLeguDg8fGbX8he4+na/fbu8PwQFg2/Gr4SPq6bEXPd2qW2NMUVsq39c/EgyFQqhPH3u2+pxzRGWDChuhWZArAAAgAElEQVQmzx/ZM3El3KMdDduhBvg4AW/eNWgxpmmJfvMtANPumesPgp6SBtWDGRwtKMDCA+Zvt0jyzoxNt/dfVDjtJ665MyCXi1gm2NwxeD3wE1PUm/osbOwts+k9QcShE2fu8IVb+sLXEgmePXeBaTpMZs+ok8bDrZYuInMDxCOjlptNL8BTmCfStgm2CIeV7WCK+u6MTdCGaTVkyQuPPO1xOZ546Nk2I5YOV7ff+sakku83Q/3gmXGroTMoRr/Ciud2JVgvSRD6ev3mWr3kIuAtCups2BadfGkEzqQg32RJtVU454N+jNLy2d2rDPpNneydZQOY83+5eh+0iIckhD/XYbcWNQVqQCD6EbaJHtsrHTSX2tin6xxIchoDjF+6CzVN6nC74eDCBQ5j1T2Vpl6OZi3f8nrLWzwux5ZlKW+kXmPAxpHhTJC0Xu7UjiXhGe/5CWuwpOtZugWHcnd1GtaB/fnlpk1uLxzb0hceMG87U9S+c7c9NmYltn3gLkR0+rtm91GmqM2U2fWSBGHt8OE8uyQIN/qIf4bt1dINqbllx9RMZAoL4MyeaecbcFrTLZVdyKJvNjJFHbdkN7wb0EGzGarOxnVrdldWcS2MEcIc2wGcRFB0NP/iXUxz4JoUmDYyRd0RS6JZ3aCAxcqoRTsTXTwB2WNWPPnAUx6XY/aYjy6viGNV1Y+NWfnYmJV0/PLcJ6uzR6+wDnZ6FQIergz3BLFGYYqK9vzH0CWIQtF6xDIsknrP3lp9/kLzAYvymrfwuBxPPNgWfhMwDxiq7gAJPv7xSuixer68OBdBbLVblR/qJQmCXHzz7aph4zzo28gBbs/TfSJg4WCTy7BbgbUwU9Q3pm9kyY4pdMDRylB1B1yzjLdBZ9g2xr4n1PesHX+KgAUSuYOH97CkG5GE4u+3DK3D+L/1AmSwZehLhnP+5NhV97f7j8flGN2p/eUVAXNMJtg+QbOqLuOuXDnOnjuPhd2DRgZOPTUX4vj3hH8l9BBu678IocT6z9vOOc/p/U08fFjXjxBdBzZ2/sUXg9jAsbG4Xjl15tz08gP53lH1kgQ37D+xatdR+7tIoJIvVu87XX0eBmGbf0nNGWfxrM3ohndnJNfLgSY602I8I3pv8fd6z6YWgBJ8nznbPLYX71jyw80XjimsI3yKwJYiKbjAe2jSUCoSFkDEQWauafT02FXNC/0el+PtO5se3n056kEbD8Q9qsGp8snT57AGt474fLWBFMsTHXFzbV+IvijtJ0dimg5m9+kbmaIOUXdwztt37eNxOdrffMOjo1dg5yp34lrdiwMSfCNhEuP1euslCaaaCiogE5bthmU7sx3akYANCKaoio0j6U+X78HD8EoN94KJjqwtQJox7SdHWLKo7UCXaT8xzes1DoLshOID4KT3xj4heAaEnuPoa0hxr+7RQgvuY+bGAr4pOzT5q8flKB0++DKKgGUYU9QVOyu51olMUUMJ7kWvZlC871ZGRlx4d6BogUUV16I5YrmDgD+dn3/J43I8/FTnvInlzbQDSaaoX5dfDJmNHknc5GkoJIhJ9ehFO7HQa+w1Neo0Azwh21yDg8Ju6F0GHWbouFuf1eqAKChdv9oAo2A7czrEHhr0Y5Rr5pb2gxDFTsa/xjjN7PbVBnZp/DmJVIGNfKaozQcYO87Ah6p989s9LkffJx68jCLIaQqm/+RvnFya1wvA5zG71M/TkVNn7xwYvqF3GZqRjoah2YbTZOz/9CzdcuLX2OvNm3pcjjs6Dev61YYOWrhhpqjBjRd3BgxdJvOGQ4J9527DXOzpcauZ7TgYImDDy2yEmuOcfzhvO1PUZv0WIhQRInCK4dySAodi+VMimC+QZwQLQPkZ7sVQYrmNUHxA9bkL4i4BvrFkRSdxGaAAFxm9yo4buep47OOVTFHb/Ostj8vhe/6xyygC+qe0UKATqmC9Wg7DTxJT1Jsv9TyGi429ahNvGaYCTAuJgd0e2Kp3mfbT3LEjERmRaRvZ0J5hivrFqovb4u/M2JQ3cW3ihmlDIcEhC3YwRX3Cv5Ip6vOfrLEZ11HE3E3xrrJz5IoNxKxBi9UtMbwGTFFLUtkTBHu2m7AGWk52Fjg4R84cuJhzfksqgcwBBKJuO251zpgViMKl81cukRLEKD+GnnUwnbm1aErXm/5fF/efd29MQYMKoF0XnJvRYuXbdfXp6xVYs4/4jvxNnKk+j6h+TFFbDVkCt0xMUSev2Ms5hwcEpqgvTlq7/fDJd7KaIaIOEwIHYU92go1gDw2FBHFci0/HoMva76dJe9JQc8C58xeOVVWTvjtT1DdScRBADiNxli1G7zQDjPOe+2TNqTNxhy57zZXUEgEbFaaZBrJLI39KpIq7Bi+h759hXND7h8fV7/s+/4TH5Vj4xaRUiyBNrMELolwIhhdYY1croM6wvKKyy7SfDPUNPg7vooFHuj4UgpUp6pP+VfBlx7SDb4SXu6F32Z7KqrLJEzwux3/uzWzZeTgTnHieOnPOple3hkKC2GJjiuq2HcpHh83a9u2MdXaPXDnnx6qqn/SvbDNqxQsT1qSkuLByZyVT1H8OWxpf2Npwgo1YRfcOW3p5hmg4TcM/qJXaCWwvYYbMQYuZZjX0o9EJFU0Vh7zu8bgc3kfvS7WIXrO3Igc4zoByKFPUScttxbqqS/Sdu52Z+CWCIgS71Mpwj+BY89nxq/vNjfM7Psz5n0caK+prn687dewY4jiP79c/vhWQov4vbzgkOEBr6JnrL1OF6qAW7n5WnShhIVxZS18Yb9HPB5Krv0LCG3qXrdt7HHSfkhkvon3iHzQttiVzKy1hAZxg4lhzmtHhPgWEHNW7n8fl6Mz+kGoR8NjGNG8gtHE2VlCOq3Ecq6r+cfNh+4oHQEnpFnbp0QcBWs3QcKQIsZsPnmRanPvHP145XFOZphcBJ3jju3s8LsfrTf607UB8oZaqYLzhkCD2FO4cePn2Sae1TQr7yndXgp1aHF50reFUIhGYNn5dHj/DSYkE35kRX3G0HrGMJbN7lUgKnEU+NGI5U9SPw3pWOnPuvFsLCPl56eLO1zu7uP+cqrf9jpo/WpiCYeeEpWIueRkgY96UUr317UamqM2NSBBazfBTt03bxYZBG6IvFEz7iawPdGNy2MvtPC7HJ0Wvc+0gZZWJfY4FGgoJnjpz7rt1B6/QnAijdnadHBccPnnReZfbW2Zzdw+62XDAe2Pv1Fqpr7bi6Pn9lssY5RI64K2Gq55E/xfkcBCrV++j93pcjg0LF6RURDtt6vf02FVHf6uGGRWz1HIv+ubn1sOXievlc+cvfLFqn9/25BFnfY29pv5iDQH/4YbLYRz94ZtBAWrifohHxA3psG/YxHvJ4mZNcKbH5ehxb/P927acO3/hhQlrnhq76jLccDQUEqwRgAQNlzY1jt/OnqOZwpiwXaVluN59eXKEpWJYDcASM6NX2ZIdv2KUWxj/SyTFDxsPDVV3QC0h0WIyHoTEqzJFHVZWMbbwNY/LseDTsSkVAfpgivrA8GVQOYaek4V3JbiqF+1nd2rmAzYLXaApJ+5OZXhgqX5j71B1gn4uxjkiIq3WIoXB099TmtsrxLeg4ILrF8wruf/OzuyPNRK0T5JgCjhw7PTOX39LVcv6sgFTofuGLbW/N/f+rM1MUf/50bLLWLbjbLFZ34Wc8/X7ju+yd7ImYY1v1x1kRiFiEMAATgGUH7bOHNrf43J8UfLflDLH7gdT1OYDFmHqhCPpnubOhpGk+/SLigrbD8dP/HbbC76I8EYsxXMz0nZGnB8RmMDqFBK+Lj+AeTT+nLvpcNM+obs12xvoxGAj9YfRw+yLYQhJglcvYFVe+FUKvmegM3Fj71DTPqFUjzW8P2xtrKj3f2QVpVMiVSDs39PjVumuI9oXTuHf/HrjylnfeFyOIS8+Yz/nqurztP5lijp5xV6mqI+MXM4U9R0T8/bzFy7A1dB/v7v4wLZDJ1PaTZuyMh4Owb5dym9nz9+unQLh6ONYVfWY8M7vf/rlWFU1tIigOk55wrdbRyOPTV/16elxObo2/du88aNrxBWjJMGrFDQ4ghtS2IKE91ZmFKfYJlL1Cy1hDZBdYkgGBCCETdgrUyJ7ft7gcTn+0/KG06fsfrp+OX4a2xc4yocSyXOfrGHmGqm7j8RXvj1mXdTbRzwZZlu5hIL/2rFnB7DibqyoTFE3HjjBNSuRxl4Vt5oPWIT9TbJ1QXyIxIoc2rmj8/VOj8sx4a0Cm6UnhSTBqxd7K6vsG/8CtF9jP/qKRK1i39EqbNXB2S0BIQ+xcQGH752uS0/pbAQepe4cuBi7aThjxaawmTdcMi4WQ9YsrYgrl3xqw7iCa3vHTFE/tn2WAqVXqDos31nJNa+9TbxluNV6+DJsZH+rWWrCLfH7sy4xsjpfXd3jnuYel6NLkz+f+LXGnETUJAmGw+GcnJy0tLSSkpLEu5FIBHedTmcgELC4GIvFCgsL09LSDLNqOCR4GcC8g12VNgMNE1XV8eg0e49ecoyAwNDZY1YwbQvizdsae1yO0uGDbOYMFzIPj1wO9xzNByxiigqjWrNQq9M13SlxhkVeGGw6+IBDJmYj5AMB24hYiUPZa+TCuN4f7J2fHb8aLuPIAyb8EOts/Ed3esnjcnS6Ln3biprctKlJEkxLS8vIyDAjwYyMDKfTGQwGs7Ky0tLSIpGI2UUwoN/vpx86iSUJmoGMjaLSyfNVAxzIrr80Tjw2/hH19Lb+i86dvzCtV7HH5fimv9dmtj9uOYz1Lwy9sXnyxtcbxfMEHcitQCfhdHiWdtDxlj1H4h5NOdGm43Gu2WtBb/y7dQc550owroY1JryLKWqHL9bB4+dETXcHWquiz5Ej+/d1v9nlcTkmvt3VZrk2UZMkGAwGg8GgIQmGw2G6Tr8NL3LO09LSsrKykFD8TRJLEjTDnsqqpn1CTfuELIKcSdQx4BFP5wIDxwvkCKBpn9AzXfp6XI7BL//LZrZw3Js3cS0ygVrip8v2YGJlmAQKpExR2wshtCiIh824WqScaDbfTAScKmHGCi+npOaNGd/b3/0M2UhdsXDaT0xRxy25uOLu+8SDHpdjTOeXfztew9acNbwnKHKZCL/fn5aWFgwG8SeozfBiJBIRc8BiORa7eA4lSVCifgF+yb691C8ZPL68+c1GOuG9vet4j8vRNfNWmyee8KF7z9Alb369kWluL+B34/GPVxomeVEzD39eODcDbzJFfWRU8jDTnPNHNOXEJ/36I28zQIcfWjLw1EsajpgA9p2zDR4/yQfMq1MiTHCENWtYPJbm9jXJA96mijoiQZ/Pl8h3hhd1OUgSlKjv6D59A1PUUZe66R5WVoHzK3Kj0LLvjy81a+pxOXautzXDwvbfS5+V/y+4leZ38HX0kFHEIs55hqZ+/5jAknTae3v/RfArbg1y8nzPUOOwAYloMWARU1S4KfLNj/5y/PRNfULQkUb8stGLdvads40JHosx34SzktMnTxY1d3tcjg+fecRmiSnhdyPBnJwcw4uJJOh0OmOx2Jw5cyZNmjRp0qQHH3ywe/fukyQk6gn++eFspqgP9P9BvPjvoTOYor40dMadfecxRW3iVR8bWNr2noc9LsfAom52sr2//2ymqO+M/urVYd+BlV4YMqvf2C+ZorboMy/xed+4L5imVHhn34sPtB82g2n6K0PHf25d6NhPJ7u9C5BJhnfB2E8n2xG1RZ95TFFzBgYhZG9/gCnqTb1+ZIraqt8cpqjdR379yrAZTFHzhsxEkrv7zWGK+v6YaRPGje3e8kaPy1HQ9O+f+D+2U1yqaNu27caNttzcXREJXvmeYHl5eSgUCoVC7dq169+/f0hCop7gsY9Upqj3D1LFix3GlTFFfWtS2d0Dypii3jtQfWdyWZvH8z0ux7CCjqFQyD8j1GdqaOY84zxnzQvd0ldlivpFMFQ8JT6/e39K2ZTSEFPU2/upiUk+mRliitq0t8oUteWHFx/wjC9jitqsj8oUdeyMJHX5Zk4IlI3nv5qdvPo//BjCw29OLGOK+uKYsn5Ty5iiZvZXmaJm9VeZog6eXvb2Z2VMUfPHliFV1gDVXfyDb8BHBTf+FQvhga/9O3lhl4X8/PzNm205PL4cEoxGoz6fD3M9HBwnng4nXsShsM/nk6fDEtcAPlm6myVYccAL1vilu+Fx69UpkZnrD/7j3x94XI4R+blcs2/rFDB2N72sopJp0crJyf78zYejsVNMUW/70CCqSVwzcdgyrHzpOs5hobad6O1Ghw37jzNFvcMXxilHcMMvO2KnrA1J4RQuc9Dir9buZ4ra8Yt1OKR+euwqppkML6+oHL90NxNOnFt5Z7W/+QbQXxf3n1fO+tZasCtB7S6HcVgMFotEImC6jIwM4jXDi7FYLC8vD8qDJSUl4oYglyQoUd8AxeDul0Z6LJj2Ezb+Ry7cmTNmRXDDoVW7jt7edZzH5eja9O+nT52E5bhZaEMcLsOkcrYWo2PboVN7j1YxRb2xd+j8BT0xQSMP1HND77Kz5+IPwBUrlBm7TDPWsiYsjh7BOS/27LDJONHSh+u8TYeZorYdv3r+5sNMUf/16dq3vtnIFBV+ZXCoveWXk1NW7r2t24SuU1Zxzs+dv9D6xR5gwLda3hBdY3zOU1OoXYuRkpISp9MZjdZk+FpJghL1C1AJFB23cO308zvBS/neo1XN3voSb/4799/V+IP5zNwpFphr8IIdXNO7buxVOeeHNafiiUccOAV+dUpcKYcc2ePwGv4L/pvg7UaH4IZfwGivT73ogtc6KiHK7TZ9w/KKSqaoj41ZCef4/wtuYZofnUMnzkyZX97h+j963H/dvnrFirlz29+U4XE5xv6nu7U8NYLaJUEcAV9GQgtIEpSoX0Dsl/aXauHhbHfupou+ci9w/o8hS3La5HquS/e4HLktWjLz+K5wPwN1kyXRI7d8uLDlgDDn/HhV3E1horMWOPX673c/Zyg/MkWlWGOQpOOX65ii9p6dxAjki1X7sHhHKDH8m7DMyhcszOwGzN+OdfG9Q+ORVUYviocWua3/oui6SOGtTfAB8FyXjhbIu/32oyfrwpmbtB2WkKhd/Lj5MLtUNY9rqnPhS0NZwf1B71deBh20y7qn5yzjqRlIMNGV/NLvvs7JzmNGXsFLvt/CFLXHO306Xv/HOzoNr9BcpUES7FGauZ8hKD9sZYra4Yt1gxfsIBK09lyJOePnq/buOvIbrbsbKyqt4u//aFmv7H8iZmb+/a2JClu3/yBxUV8bkCQoIVG7wD7aE/5LNrYeGrmcKeqa3ZcYP0Bz2Dc/mtO2M7jg9Uezcevs6dPHDv0y4rW8Ac/lnL9w4RYhSDRh39ZN8LDyaHZ7BFo7e/r0+er4srdw2oZnWz2AbF9u2piCdUCSXj9sZYr6+tQke4LYUmwzasVELdonU9Q3v7HSL0Gc29C2X2HTCZ83bUatiGjea54Zt3rQv57wuBwPP9nxqbGrvu7v/WrCZze++23mFQTDSAmSBCUkaherdx9lCQrMN/YJsYTIzh/O3c40z3rt7s/2uByejL+NyM/t0vhPXZr8CW5mPC5HZEl8RbnvUqcMY7t2iE+jXI6Rb3ZdOeub7s2u87a5B3df6d4Xtzo2/rPH5Rj2RjdcbzVkCVPUEaEKpqj/npTEcg4k+PLkCBazYLQXTUyVOefHT1fDs8O2w6eqz1/AMQhyqNA8Wr/2UfDN2xp3bvyn27p9gvPuJTuOMEV9YHgdubaUJCghUbtA7Ol7hl7iUhDvvy4e8aTle5jmbvrRkUthQCL+e/P2Jh6Xo+cj97pLfmCKevx09emTJ0+fPMk5n9qr2ONydGZ/fKXZjbpUn733ZuXBA+0feMTjchQ/mf3SQ495XI5O1/8BcZ3g7vTzVfuYuSXcpOV7Jizbs7eyCg67JizbPWB+lGnesSgSSCI2HTzBFDVz4GJ4EiNrk3dmbCJnH13eG+JxOf731KNMc6iDA+XHTIz/ahySBCUkahfwpH+H72KgNeyO3dw39OulUYHmbjrMFNXdq6xpn9CQBTvuerWfx+UouOH/Pnvvza/69Cz77JNDO3d0ut7pcTmeaP30bf0XnT558vXGf+za9G//e7gV+G7Ii8/cP3DBM/c9+sYdN3lcjvfvbYHrb9xyvcfleOWG65f+vPvZEaEO7E8el2Oq9/3T1ecpfJjF5Avz1gnL9uAU5evIgb2VVSMX7oTXv1v6LTx52tjeDmoxz4yLO3RA7D2mqEPVHecvxB3rFzzyiMflGPv+e0xR7x68hGvaPO0mXKZj4FQhSVBConYB3b2b+14MtLZyl8ECmQvuIDsH1q/dc4wp6lOdeuueGfFansfl6Hid88lX3n/37lvEGV+/px6uPl0FPwUL1u1cHZx59vTp0Z6X6IHWz3WPxk7lTlx79yt9Xr/hr4U3/m3G6BFMUd3eMqzZW/oMQmJyzm/uG2KKOia8K3v0CqaoP2pO8H89dRaqglGTWA50kII/4VCHKeqXq/dxzm/9cGGzt77EWfCED4qZojYfsIhrmpX2vdRcISQJSkjULmInz+I8tEoLXQClmRcTNuBOV59nmpNnOI6+I4GVzldX98l/lXjtdfaH0uGDerbOGu15CQ88/vFKkac45/PGjRpe0PGlZjc19qqVv52F662if97tcTkKm/69Sc85t324CDt0Gb3KDANpYiY4atFOuHugmHCc83uGLmWKutTEBXqbUcuZoj73yZpDO3d0bfr31/7dBRUs2xrjnLfoV5bbvCXiCqzZcZhpQe/gJSyl6DpXAkmCEhK1i1NnzrFLdffgZLQo4VB1T2VVE6/KFHXlzqP7j57G/mBi1Jfv1u7Lb/JXj8vRxf2Xr/p+oLv77PjVTFGDGy8JGFK+9xhT1DsHhrlmrDLmu8Wd2R88LkdOm7x/PZDz4fOPM6Po5pzzM9Xn3d4ypqhDFuzAAlaM4YXiRK1vEXCZ1eOzsrfvvAmKL7d1+4Qp6uKla4a/+q/8jL97XI7OTV1HD/2yt7IqftpTWTVU3WFHX6emIElQQqJ2cf7CBZx17Nf4BU5GDdXr9lZWIZTlMU3tOXZS7x93ysq9txeO7TBgKqm/iEC4d537QnVrjGkeA6ESOCa8U/1svLiablU4kinq1kMnVwdnijkfPhm3QoEDVKaohwWXvV2m/sQUdaxJvJEn/KsafzC/e8umHpcD6jv/bnbTy02b0Em3x+UYVNiFc1597gLFIYB+dS8Tk8EahyRBCYlaB05gd2gxD4q+2ciSGVqcv3ABkdSh8ffpsj3fRg7AVYFZJDYABnkUrAOAk4UXPl3LOS/+fjOmdZzz191/6Xj9Hzrc3MTjcnRo/JfMDgNHF7/vcTk+eOju89XVJ36NnT51Ek4ZmKLC5veWfgurz13gnO/ZtJFzrgS3MhNTkwucZw1afEenj0B24amfe25ixH3dm7lGvpY7c0h/ev4fQ5cwRd108ESPWZuZog5eUJPmthaQJCghUeu4a9BipqgjF+68oXdZ5sDFL04qZ4pamizEJRzJ/LT/OAzOmKZX6JsfZYpa/L2x9ydosUy61KkBPNlAFxrzrD5ztnHOv567rEnPubn+JQU3/J9OsebtrJsKb/xbt5tdKzbH9aJBr/cOXco537Jscafrnd42946Yt4kpalej/buPPC8/d9f97TJbeVyOz4v/wzl/vXhkB/anl7LuDgcmJz4Pm+KVu47CDW1SlzY1BUmCEhK1jvs/WsYUtf+87dCAwQHuymTBzqFQsqyicvPBOAk27RMauXAnPNH3NzFWA4P4L12fDvwxyhS1x8zNnHNYvIFDZ64/yBQ1//N1a+eUvnZn847XOT0ux9D2zxa4/3Lx7MX9l7tf6cMUte241UxRn/h45Xp1Xrdmrrifq6auZkVTnuz/vee++5ZvrOCcnzp2dFFgcskDmRcnfbdcB2XGjl+sa/zBfCgDJuL5CWuYoi7YEuvwxTqmqJMt/TLUICQJSkjUOjDH+aA07jcFm1+7jvxmnQrmGfM3H4YrQISsbKyoiPem89dPQEjM4aEKeJfJ6FXGOX9/1mamuWMYvWgnU9Ru0zcMK6vA7mThtA2c81enRG56e9orL77OFPWxLv3fannDlz3/25n90eNydLwu/eWmTdr45jBFbd8vAF3F/9xxI7b2Xs1w4aCmg/uvg3Ofov2+TuyP+e6/eVyOr/r0hGyfLtvz2Mcrzegbx9Yz1h/850dLmeYjpw4gSVBCotYBOsOJBP41H7Ao8dhXB6yav1134MvV+5iiIjy5u1cZlqVmDqyw5TfwxyhUjpt4y7h2fDF+yW6u+bYC0eDEBh60MIWEqS/Z7e7buvmtB/4BUnv2iX8zRe2c+xocnVbu3/fz4lD3291xazzhrMNzXfo7Wc1Gjv+KKapn8Nc2Q0d1n76RKeqUlXtxBm3mQafGIUlQQqLWAUOL17QAm0xRHx2dPGpap8B6rAoHLYhiIomjEqgc685/Cb1mb8WWHyzhmnjVE6fPxS09yg9wzkGpmFciw/8Ft3KNPR8ZtZyUaYCxS3bltMnzuBzP/zO7ZecRnZu6PC7H/PFjcHfTrkMvN3XnN/lrs6LPX7v/wU7XpQeUHtWnq7gW5rjEZO8yERBgTHgnvG2bqd3UOCQJSkjUOl6ZEmGK+uz4NUSCL09Obg7x1jc/M0UdvWgnfoxbshuaya1HLGNGfrQAqAH+e1I5OXrZdeQ3eLGftnY/14zSEFkJxr8D5m/nnA+Yv50p6r3DljJFveXDi/YtgxZEb+0+sf1NGR2vc3Zgf/a4HG/e1lgs8ZlRi1r3n8sU9b6BocpfLjIX1uAjQhU2Wwl7pr750cyBi5miQlWoDiBJUEKi1oETW5yH4F9SH86cc+wh+uZHMY8LbvgF1iDgiOUVlYapXp5czhT1n8OWYiLGFLV8T9xp1fc//cI5n6M58pvEhSQAACAASURBVIMHf6aoIxdWcG2vEMFGmKIe1vQT4QI67/bbaKfvh1FDdYXGTp5tlrDR2fGLdcS8dgABir/fjOVwNGZsilfjkCQoIVHreOPrjUxRKcQwM/ebLwKqMB+UbsHsrHzPMUTpBXlt1BwC6oCIxm1GrQCHMkUt3fALfF5t2H+ccx7cECdBBAJmmsYi4pbc8mGcGTcdjOcPrcZ7XyzxuBz/apn5+aIthuXi8Gex4Cb2sTFxT4I2W2nyir1MUTGTZYp66IReS7yWIElQQqLW8e7MTRePd72qzUXiqEU7maK+PnV9Y696Q+/QoRNnCr/aQDnsNjlcXrfvOFPUfwxZQmziXxz3/Xe0qppzjj9v7huiB6BZPWP9QabFTmKKumh7nLwwobul38Kb3p7GEnwgEvDY1DUX533wT2P2fCKwTn9x0lqIAe9bdQBJghIStY7/BbcyzQUpWGbcEitzEQDuBRHX7b5hS7l2dIB/RxKiiABHTp2FCk7b8XGXLTB3u1Nw1Hy6+vyhE2f6ztmGB2auP8g10zr6RwcvL0xYwxSVXAGaLcPhMGaQZuaBoKBMUQ09MhgCcQie+HglM/dnUxuQJCghUeuAOh4OIu7whd29yiavTK4JDG99IE3orEDnGSviavNov9ljVjAtgBxTVMwfYTgsAroydMayatdR/An/z2QODPdZOI0Rl8k6wCjlTc2Yr9/c7UxRC6am4Almxc5KpqhQLDdTqK4NSBKUkKh1DFPjZxStBi+xn0oMZvSPIUs45+OW7Mafdw22ir8Bbepbtd293E/XMkV9IcFH6dxN8c1BOMLa8stJ/Imzkb5z4+bA9wxdwhT1cX98AzHRzQyA8xbEk6r87Sz0DYPJTANF/HzgBJX+eF25leaSBCUk6gAfh+PhJVN6t6OxU92mbxiq7jhWVY0wwV+t3Y98Hk5wyCoC619sHTJFxZFFp8B63WPkw7V8zzHO+f5jp/HngyOWM83T1/kLF0Cmz38Sj7aeGNEY2HDgBFPUuwcvPnPuPBwmPv7xysTInxbYUxn3PssUNdc8bkmNo9ZJ0OfzpQmIxWKc80gkkpOTk5aW5nQ6A4EAnozFYoWFhXispKTEQmJJghL1C6SyZ0c90ALzNsc9j7Ydv9riMfgrZIoKZ6gIpfRugns+8uG6Yf8JzvnJM+fgzRDK2C99Vs45r/ztLPi0/eQIZpdmhR6risdUih4+hdih3hR9YR39rZppCoy6WPW1ilonwZycnKysrLAGkGBGRobT6QwGg1lZWWlpaZFIhHMOBvT7/fTDTGJJghL1C4HV+0A3iY5UU8JKbdvOmkwRq4ROM277cBEzcbiA2WJYOwiGgh5Uu7NHr+Cc7z7yG1PU5v0XdfxyPTPydC3ivmHLmKLCRI8p6oiFxtbNZqBQokxR3/omuR5lTaGOSFC8Eg6Haa4n/k5LS6Mnxd+JEksSlKhfgPIH0xxYXTbgc58papdpVgGCf9Zcbz06agUdrfiN/J7qNviwFO3+9UamqHcODJ+/cGHD/uM4Y4ENX9Ygq71ImLvh33OfWM1VzYBJK1PUD4LG2oi1gVonQafTmZGREQ5f/ID4/f60tLRgMIg/wXeRSERcBWOxjGljosSSBCXqF2ZrRhqjTVy/2MShE3Enz2YeVYHjp6ub9V3IFPXZT1aTWYiowWcGzAS9P2yFY4WDx08vrajE7h7cW91lSYLvz9r84IhlTbxWQTitAXf8zJ4yeU2h1klQ3BDEChe7hDoSFKeEXJKgxLWFMk0Fzw4TWeDsuQuw9n372ySrRVin5E1ce6+mKDN3k7GtsYgn/avuHrxkevkBGClPXLZnxMKdyGeouiNr0GI7EeD2VFbZ1w3U4blP4rqNdeZRldfZ6XAkEqHtv0QSzMnJSSRBp9MpkuCkSZO8Xq/X623RokW7du28EhL1B128H+Hd7ugdeYVZZSjzmaI+4v3S+rHblSBT1FbKt5nKTBRd4B1mvxRKhWOK+5XpVya1XdyrfI1yX/SOrZsSvV5v69at161bV+skyIUJ4OXtCZaXl4dCoVAo1K5du/79+4ckJOoPPp0Vwrs9YdaVZtWsj8oU9WV/mfVj9/hUpqhthqpPj4ibwX0ZTKGUZ0eW0e4eU9T2HycprqaQOzpe7oBpdVRiKBTKz8/fvNmWv6/LIcFoNOr3+8PhcCAQwOYgnQ6DEBNPh30+nzwdlrjGAFsIZsObdFIgZtN7M5O8tHM3HfbNj67S4nUwo6h1FvAE1oskWGeB3+B9iynqgi0GW2G1BG+tLoeDwSD4Li0tLS8vD2THhdVxRkYGkV0sFsvLy4PyYElJieGGIJckKFEPQRZpV57VUHVHpy/X/2jiTDAR787YxBS1aZ/QOXMzu0TAZxed9g5V68jTPdkXrtxpbKFcG6hdEqwNSBKUqHfYdeS3NqOWt0mw3q0DfBDcwhT11g8XpZTqm8iBe4YuGfTjDhwu955dRzPBkQt3ggR/NrFQrg1IEpSQuJbRe/Y2pqjNB1ymUxY4cLXWyKlBTFwRN63ZU1lVNyVySYISEtc2sMC8pZ+puZs1hqo7Xp5crm6tox26L1bFTWuO/lZdNyVySYISEtc2Dhw7PXnl3jpjsSvE1LX7maK6e5Wdu5DCDuYVQpKghITE1YLp5QeYomb0LqvLQiUJSkhIXC2Ai393r7K6LFSSoISExNWCwyfOTFi25wqNC1OFJEEJCYkGDUmCEhISDRqSBCUkJBo0JAlKSEg0aEgSlJCQaNCQJCghIdGgIUlQQkKiQUOSoISERIOGJEEJCYkGDUmCEhISDRqSBCUkJBo0JAlKSEg0aEgSlJCQaNCQJCghIdGgIUlQQkKiQUOSoISERIOGJEEJCYkGjd+fBCORSDgcNgu1nghJghISEjWI35MEY7FYTk5OWlpaWlqa0+kMh22FRpUkKCEhUYP4PUnQ5/OlpaX5/f5IJOJ0OnNycuzMByUJSkhI1CB+TxLENBC/8/Ly0tLSotFo0lSSBCUkJGoQvycJpqWlZWVl4TdmhcFgMGkqSYISEhI1CEmCEhISDRq/Jwk6nc6srCzsA5aUlKSlpUUiEbOHJ02a5PV6vV5vy5Yt27Zt261bt549exYVFXXr1s3r9Xbr1q2oqKhnz57dunXr0aNHUVFRly5dunTpkpeX5/V68/Ly8vLy6GJRUVHbtm179OiB63gA1/Pz8/F/27ZtvV5v27ZtddeRiZhtjx492rZtm3idsu3SpQsS4uH8/Hy6S9eRuXgd4ulkNrxO2ZrJbFactcyG1ymhKLNhE5EwZjLrmk5Xl5SaKD8/31rmpN1NMqfU3WJdbHa3KHPS7iaZU+pukjml7qaHk3a32C/2u5tkTqm7xbrURndD5hYtWsyePdsOZdU8CeYJ+4BZWVm0P2iIAwcOVFRUVFRUdO7c+dNPP23Xrl04HC4qKmrXrl1FRUW7du2KiorC4XC7du2mTp1aVFQ0ePDgwYMH011cx8WpU6e2atUKD9MDuF5UVDR9+vSioqJWrVpVVFS0atVKdx2ZiNmGw+FWrVolXqdsBw8ejISGMk+fPp1kNqyLKLPhdcrWTGYxWzxvVhdRZsPrlK0os2ETkTBmMuuaTlcXM5ntd7coc9LuJplT6m6xLja7W5Q5aXeTzCl1N8mcUnfTw0m7Wxy69rubZE6pu8W61EZ3Q+aCgoKNGzfaoayaJ8FwOIwVMdiwpKTETiosh/Pz8ysqKrxeb35+Puc8Pz8fc9r8/PxQKOT1eidNmjRp0iS6i+u4GAqFWrdujYfpAVz3er3hcNjr9bZu3Zpz3rp1a911ZCJmW1FR0bp168TrlC3msGYyh8NhktmwLqLMhtcpWzOZxWzxvFldRJkNr1O2osyGTUTCmMmsazpdXcxktt/dosxJu5tkTqm7xbrY7G5R5qTdTTKn1N0kc0rdTQ8n7W5x6NrvbpI5pe4W61Ib3S3KbId8akVZOhgM5uXl5eTk+P1+m0kqKyurqqoOHz5cXV1dWVl5+PBhzvnhw4crKyurq6sPHz5cVVVVWVm5bdu2bdu2QfcwHA6Hw+EDBw7g4oEDB+bMmXPixAlcxwO4Xl5efvDgwfLy8jlz5nDO58yZo7uOTMRsT5w4MWfOnMTrlO22bduQEA+Xl5fTXWQL2XTXIZ5OZsPrlK2ZzGK2eN6sLqLMhtcpW1FmwyYiYcxk1jWdri5mMhs2UXl5ubXMSbubZE6pu8W62OxuUeak3U0yp9TdJHNK3U0PJ+1uceja726SOaXuFutSG90tymyHfK4WszkJCQmJ3wWSBCUkJBo0JAlKSEg0aEgSlEgO2oghRKPRxIsSEvURVwUJRiIRKNM4nc5AIEDXo9FoYWFhRkaGhcZ1SUmJ0+lMS0sjI2Vy30CwnzYWi/l8PpSYk5NjpuFoKLBZLXTw+Xy6Qs0u2kkYCASs2weVKiwsRFPQYT1VMy0tzefzmaWNRCL0WFZWlqj5BOTl5RkKHIlE0BGJrQG1AdKot59W7FMzrQPDVkK3QmzDhIZNlJYAw5oapsXQhSSFhYUp9WnisDQslNKKz9gZSOFwGM0rNoXhRR1QKbHvUHeU6HQ6LQZh4kD1+/00kPLy8uwXSkg6kGzi9yfBWCwG/epwOIzaopmi0ajT6XQ6nT6fLxwOGxogk7OGYDCITLjmxQtADvbT4mIgEKDSbQpsVgsdAoEA3gq/3099b3jRTsJwOJyWlpaUBCGP3++nH5zznJwcNCwGollyvBiRSAQC4A1B+8RiMYxCw/lgRkYG3grkT58TyGw9dg3TIqHf70fPGn6fzFoS+RQWFpolNGwiGkXI1oxWzJrX6XRGIpFgMJhSnxoOy0SA7HQkaGcgcc5pzIh8Z3hRh5ycHDwjkmBGRkYgEIC0Zt8Jw4EaCAQwAjGKzDRJEgsV87xGSBAdhg9+NBpFL3JtbFkvuETrFDwv8h3Gn1mnGqbFO0/zHafTmdiphgKb1UIH5C/OWMnzmO6inYSxWCwYDCa1TRQHitlgMmslvPyJLQbAIiixj8Q8dflnZWVBfrOxa5YWv61NMA1bCdRgMdvlyZoI1TQr2jAt3nnOeSwWE9swqbTWQ5oQiURovkw9Ymcgcc6DwWDiq2F4UQfMRcz6zmIcWg9U6xFoVmjSgWQfvz8J0uQLf4rDyOl00kfAsDtpqHGjPqBZjGG5hmkxDjIyMjDuDb9OhgKb1UIH8dtOhRpetJPQOgkQiUTEEZb4boAjDGuqG51iWp/Ph1fUcLqBTwKJRK1B1y3GrnVan89n4ZTIsJXoVcGIShwP1k0EYsrIyDBb9RumxfjJycnJy8sz86ppKK31kNZBJ6qdgQQY8o41GRHM+g7jwcJGNlEkzJQx27BImFionYFkH78/CWIYZWRk0EISi8o0bUsIFTb8lmIi7fP5aDZOTYwcLPYaDNNiep+mwXBrz1Bgw4uJacXr4rhPOnYtnklpuCe+4Vh7GjKLRdqcnBz8mZOTk5hWJxJ9xpxOJ3rEYuwapqXrgBklmTWvrqNTaiJanxpKa5YW4wEwe8MNpbUY0onQiWpnIBmKbXHRWmwC6mvtPNRsmmIxyzEs1OZAso/fnwQ554FAgHZz07S9m7RL11BpRnN7WktmZGSAvOiFxHWL1bRhWmzlYAau28yyFtjsog6JwzSsWRnqLtpJKP5pnwTFNb64jZUIjGyqCL7YiQ8kfmkSiSwnJ4cm17RDZNi2hmnpbiwWs9jwStq8hgtbiybC+2a4K2KRduvWrZiU4QzdbHPZUFqLIZ2IpCRoNv5rlgRjsRjGhvXmlcVy2GL3M7FQmwPJPq4KEiTQGMVOirixbTEQuXaKQh8ibCLYdGotprX/LdUJnPQiULN7gjblFCsl/gYDWpxdcmEf0HBvS9diBMN9vcRTe8Nxb7GfaFijpK0kcrfZJqZZE4nHQWZITGs9tbSWlu7qhrQhLm9PkNcoCaKFLT6lBIuBai2trlCbA8k+rgoSxNYAFgKkcoGq+nw+fPkNJ1axWCwcDvv9fkzBaHDj9bbQUzFLS4UGg0GsE812ghIFNryoA16qvLy8xNNh3UU7CYGkJIjWoF08DFZasweDQbMzU8o8Ly9PPETOyckpLCwkpRPDdqajQMMJtfXANUyLI0jrw0TDVqIq0PZrYtcYNhFJYu0aPTEt5o+oAp0s25TWbEgbQscddgYSUFMkSAyYl5eHk3SLttINVOx0obJJpyxmA+bKGZBfJSRIW9cYQLhIGhhgQItNK6fTiRU0LmIaaLZtZJ1WLDQnJ8dsCBoKbHgxEaQFlpeXR5UyvGgnIbdBglQpp9NZUlKC18z+t9Tv92ODX9TwgoMM8aIOpDWZkZGRSFjWJRqmpX7BRbMWtm5esz5NbCIucIqZnBZpqQoWo9dQWsNhaYbECZSdgcRrjgTFjVrAInniXjbtv1tLyxsCCUpISEj8XpAkKCEh0aAhSVBCQqJBQ5KghIREg4YkQQkJiQYNSYISEhINGpIEJSQkGjQkCUpISDRoSBKUkJBo0JAkKCEh0aAhSVBCQqJBQ5KghIREg4YkQQkJiQYNSYISEhINGpIEJSQkGjQkCUpISDRoSBKUkJBo0JAkKCEh0aBxzZJgJBIpLi4uKChI6qPcPgKBQI3nKSIajRYXF8OhfDAYLCgo8Pl81pF2LwO5ubl24k8lIhKJ5Obm4rfNpvD5fJfXVtFotKCgoKCgoLi4+DKSGyI3N9cwlIpYr+LiYl3AAEiSUkGp1rq4uNjn86FTsrOz0d2BQMAiYLxZXQh+v58qZQiqF5XYYHHNkqDb7a5xqsrOzka4n8zMzJrNGcjNzaWQGj6fL9V3zyYue8SL75XNprjssgKBQHZ2Nufc7XZbB/yzj/T0dEN5xKZu1KhR4jOp1gLPJ/KpIcRWDYfDbrcbv9HCZlRoVheC2+2mrCzkFEvEvCE3NxcvDk0jotFoLBYTW6mWPs+/F65ZEkxPTxdDL4nTFnz68P2PRCLZ2dnFxcWRSMTn8xUXFwcCgVgshtGg+9imp6cjpFxmZiaNTox1PI8AQJQWQXJRtK7cRMHC4XB6ejoNLLwDVDTJllgXn89HogYCAZo9BQKB3Nxc3MX/iCqH0iEzzbMSRRWzxcNut5ueF5uC8kSb0MtDVU7MDSJxjYDC4TBmvonfALRDJBLBxJDeRlQf2YJrUHp2djZ1gd/vJ2FKS0vT09PBOLpXF680uiM9PX3hwoXUYrFYDNn6fD50R0FBAdgfz9D4WbhwIQqNxWLZ2dnTpk1LT08vLi4eNWoUGo1yELspGo1mZmZSdYj6Oedut3vatGmZmZmoYDQaRcURoc2sLpR/bm4uCB0SojrRaBS3iouLx48fj1CO4mhE77jd7lgs5na70XrFxcXhcDg7Oxs9glZK9v7VJ1yzJBgIBNLT0xHCGLNCGuLoQnQ/HsPSgD652dnZ9PJgxHDOY7FYo0aN/H5/dnY23gG8saADIggxLZ4kphDLRYaiYGvWrElPT6eFKjJENG6STZcEL3YwGMTrgYHOhQ81pmmNGjXCm1xQUACuEV82qjKJineMsqXpHvGyrimoRmiT7OxstAxJq8sNXNaoUSMwBQRo1KiR+MnBe4tGW7NmDQTIzMz0er2UBF8FvLT4SMRiMfQmWg8/8G77/X781n1dxHphWuTz+cQnUQqER7NPnTqVqjB8+HCUSI2PWkMSBPZDbtS5um4SlyyJc1J0B/LE9w8bJqKEfr9fNx/H9Bk50AhH2oKCAjyMeokfQlEGcKUoEg34QCDgdruTRhmuR7hmSZBrPDh+/Hj61uHFo0GAvRgMaBqjNNHDSMJagHNOLzNGHt5/eusw4MS0o0aNQkE0cxHL5drnWhRMXL+AucLh8NatW0k2XZIJEyZQnnidwCMoEWREVcMzIAu8WlRWJBIRRSXWQxJ6mHhK1xTIk3OemZkJJsUriion5gbSBAtnZmbShFrkZbfbXVBQkJ6eTpuPxE1IAg5C5nSLFnfoDpSIDKnZdXXnwtIS1dc9iY5Gy0MMsQrEESBcREZGQurNRo0aiZ9YXTeJC3B8lbmwLsZdTNK5xtc6CWOxmDgfDIfDjRo1osYnCdFNxPiol+6TgM855t24TiKJ7RaLxWgufw3gWiZBznmjRo3ee+89DAJ6YfAn2Ap9LA5ZLKkS9xMxx+HaYCLWw6BBcjEtFYTPpq5c8QGdYFxjGfotymaYBEOZXieMfghGyfEM6qvb+TITVcwWIoGLdU2Bx8BKtB2GCQtefl1uWNSjaPqKkNjUcbTwp/0KMQlmkaAAqiNm7tQd4htOvxN3/egKPhu6JyEeqo8WEKtAHEGdglrjfyoac0NdcZmZmQMHDhS/fFQ07R6IFcG3Fstbs7rgYfroUo9zbZecWhs/sI5BQhSHLqA+pam0rizxA1PfcW2SIKY82EXCJxpLBnzSMzMzwWKYAdGSGanwRmGCI66nQHBILq6bsGWDyY6YFjSUm5uL6YyuXK7NHUgwcbKAOSw2CkXZdElofGMoY08KRMC1UU5rVXAiJcTqRtwGIlF12eKlwptMzSs2Bdo5OzubShQnLIa54cODpRxeTkyfxZkm17YOqDgASahZ/H5/KBSimaM4k0VD0SYaNsiQM32KOOcQknYPxCdFjm7UqBE6SKwCETe+BzSRRNEgPt2kSewm3b4E0Sj2TyADejY7Ozs7O1vkZaqLuHktrrshCVoGo4uqgx+hUIgeRm4Y/9h4RTUhOX1mIpGI3++H2NfGqQi/VkmQc45zCfpTt/qjK+J1dD/nHJML8WH8wGYc/sQaRARdFw9kMFhpnOlKFP8UBcbUA9DJZphEVyLEIKrFFV19I5GIOIhFUROzRelmTUGS4AHK2Sw3ekBsK7GClJVYC7pi1mXIVtcdlBCp6DHdyanYGuKTYq11Q0hsVbEgsb44bko8QCcJRVF1+egKQrZiJ0I2LGkTc6bf4rxV17CJfSoOOdoIEhPyhJFzDeCaJUEJCTOIr3etAptrtVoE1jFmd8W9FAkzSBKUkLhmIc7gJMwgSVBCQqJB41ogQdHQIiVg+xk/PB6P2WmXxUGYzTOyglqztAPEMz4LiAfQIqB3ciUrRGpJa+D8sW6Woomw3wuGdhrQgvZp9m1XAsP8rZHSwjZRDegKoRvn4jn+NYBrgQR1XW6tQEDAeSv9gNqU4ZOXd6s2YMhioh6DNRL1hOn6lbwz1JJJy9Lt4l8JrDtXJ16NbMyROuSV5HDZkhimNcswqVGdGcyoVjfO7Td+vcC1QIJQRoXSAzRFfT5fUVERVCgURYEBE53xc85jsVhmZiY2yPGjUaNGubm5ohIflBKQP91C/gUFBchHd4u0BUnnHmMUZg8kJylVoAhMMTBPIXsvVE1Ushs+fDjUHaCQDLUJWJWgyqRiggqiLMxcoCQBHVrdRwJXdHXhGrVBcYxyANtiv59uoQHFbKdNmwaRYIxI+fh8Puhh6N60cDiMtiLjRfByMBikvotqJl+kOO3z+UpLS9GqRUVFojYiZVhaWkqNRqYdZvmTPHjnyVIQFUQ+paWlpL0IVRLk8NBDD8EADv+LGtGQdsKECSQJ2edAUQY67brhQYCmC9qNlN4bNWq0Zs0ai/EA4XEETElEg0JxhIgVh7IkWT2R0ZHhOE8cwDX0Ttcp6j0Jokvw8pBWIEw+yZZLfD3IhAtEgx+kNUo2WGSTAF0quiXqfyWmEgsiLoNIOjnFImD9huroFrY6wkIOtHqlfGggirrBeMndbrdOmZm4D0OZbIpRNKk6kvo08SZygBEbaTJTS4rZir2gyweTKXEqARol22fUhbTBxaqJllvoXOoOsaEgITUjNRrqZZE/NTsZpYnSon0KNNNs0oIkHXgoJIoGbbrqEzO63W7oNoKkMAbE4UGS6HTs8XEl9VXD8QD9TfAdPl1iEhpg4gih4go08200IOkDiuMcF80GcH1EvSdBUjct0GzLyQKMLI3waaVVMw0a+kHLNPzABxY9rbslrol0t2jfBCNepBWytCM5xSK4ZurANTVpqh1kFkdwVLAGoxeDyiWtOswFsrOzMQEhswpaO0Meekup3VAXssfCZ0DMAVrNELi0tBQNqMuWchPzoY8BfpSWluJFEu0aSbMaJKWrGjUp9YJPsNijnIcPHy56kSKTj+zsbIv8SR5sXOqkhfEidQHXSJBGFxnq6lTTxepTWrfb3bdvX7Q89JaHDx8uDg9IQmY/XCN3CEbMZTge6M/i4mJFUXRJApopMY0QzAloqGNeCWFAo4mvAKa6hgO4PqLek6BIdgHN0J0nzKHwWoL4CjS7SPrhM7E/S7xF2UY1rx66W5FIhJLTpA//i3JaG2+RdiuZjtJUggsrPtzVvYfRS/0j6UzKxAkgFjuiHatOPJ9m3k85ZAvWsmID6rKlZ8R8uMBH4uzDpzkU4MIZFxmKiFUjOakXdL2MhhIz1O1RJM1fTCJKK17E9A0XyVOLWAplaNiM+EGWPDCw0Q0P3ajAhwezRS4YxpmNh4Bm8TZx4kQxCfLMzs72er1uo70/ErhAM6hPfKeSDuB6h3pPgrrXgLZ+sJUDSoKVGKb3LVq08GkeWWg3BN9Jmhf4fD6slWi9IE4ZwuEwVhy6WxjNubm5+PbiXQ2Hw3hAJ6dYBN4HDGukwho8Go0SVRVoLkxg+ed2u8lXkm4dSgnxauGtwOQOIxv7XG63e8CAAfS+wWaO6oIHsjVTOcqhWPD+pCgKNaCYbSAQEHuB8tHxEfUgJMQcDXZ18NxDEyiqGjUpOpcLXiN1DUUZUqOhahb5kzw0mRWlJc7CXTI6pHkW5kr0IURasfpi92ENjmGJnVDd8CBhfJppJibj6AXr8YAkmMHpktAA040QKg5dDPkhdkDz00NjgybjiQO4xt7qukW9J0FrBGvNAeo1BjtKD+6a828qIXH14BonwcWLF5eWlv7eUtQDKIpy5MgRw1u7du2aMmXK9OnTS0tLT506VceCSUjU+PftzgAAACxJREFUNq5xEpSQkJCwhiRBCQmJBg1JghISEg0akgQlJCQaNCQJSkhINGj8f7Bz4CWkdp5KAAAAAElFTkSuQmCC" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" height="264" src="data:image/png;base64,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" width="320" /></a></div>
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">By Mark Knold, Supervising Economist </span></span><br />
<br />
<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 />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><br /></span></span>
<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 />
<br />
--------------------------------------------<br />
<br />
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-1113333704066819433.post-14126867132211639872015-08-03T07:18:00.000-06:002015-08-03T08:44:23.288-06:00Updated Economic SnapshotsEconomic snapshots give you a three-page look at quick facts, labor force, sales, building and unemployment insurance, for each county in Utah, and are updated by each month by DWS Regional Economists. <br />
<br />
For the latest economic snapshot for the state, check out the updated file for the <a href="http://jobs.utah.gov/wi/regions/current/snapshotstatewide.pdf">state of Utah</a> on our website.<br />
<br />
<i>Note: refreshing browser may be necessary for current information. </i>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1113333704066819433.post-24993060023084139342015-03-23T09:21:00.000-06:002015-03-23T09:21:41.942-06:00Who had health insurance coverage pre-2014?by Lecia Parks Langston, Senior Economist<br />
<br />
Recent tax filers undoubtedly noticed something new on their 2014 federal tax form. For the first time, the “shared responsibility” provision of the Affordable Care Act required individuals to have qualifying health coverage, qualify for a coverage exemption, or make a shared responsibility payment when filing tax returns. The U.S. Census Bureau’s recently released <i><a href="http://www.census.gov/did/www/sahie/?eml=gd&utm_medium=email&utm_source=govdelivery">health insurance (2008-2013)</a></i> estimates
provide a baseline of health insurance coverage before the Affordable Care Act individual shared responsibility requirements. In future years, the effects of the Affordable Care Act will be apparent in this data series.<br />
<br />
This data is based on modeled American Community Survey estimates and administrative data. It allows analysis of differences in coverage by demographics at the county level. In addition to statewide data, the following visualization provides an interactive method to view coverage at the county level.<br />
<br />
<script src="https://public.tableau.com/javascripts/api/viz_v1.js" type="text/javascript"></script><br />
<div class="tableauPlaceholder" style="height: 1169px; width: 804px;">
<noscript><a href='#'><img alt='Dashboard 1 ' src='https://public.tableau.com/static/images/He/HealthInsuranceEstimates/Dashboard1/1_rss.png' style='border: none' /></a></noscript><object class="tableauViz" height="1169" style="display: none;" width="804"><param name='host_url' value='https%3A%2F%2Fpublic.tableau.com%2F' /> <param name='site_root' value='' /><param name='name' value='HealthInsuranceEstimates/Dashboard1' /><param name='tabs' value='no' /><param name='toolbar' value='yes' /><param name='static_image' value='https://public.tableau.com/static/images/He/HealthInsuranceEstimates/Dashboard1/1.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' /></object></div>
Keep in mind that government-provided healthcare coverage (such as Medicaid) is included. What do these figures tell us about health insurance coverage for Utahns under the age of 65 prior to 2014?<br />
<br />
• Roughly 15 percent of Utah’s population under age 65 did not have health insurance between 2008 and 2013.<br />
<br />
• Utah women were slightly less likely (84 percent) than Utah men (86 percent) to maintain healthcare coverage.<br />
<br />
• Young people under the age of 19 were most likely to be covered by health insurance. More than 90 percent had coverage.<br />
<br />
• Of the reported racial/ethnic groups, Hispanics showed the highest rates of healthcare coverage.<br />
<br />
• In Utah, the lower incomes translated into lower shares of insured individuals.<br />
<br />
• In general, Utah counties in the southern half of the state showed the highest shares of uninsured.<br />
<br />
• Piute County’s estimate indicates that one-fourth of its population did not maintain healthcare coverage, the highest uninsured rate in Utah.<br />
<br />
• Morgan County showed the highest percentage of insured individuals (90 percent).
Lecia Parks Langstonhttp://www.blogger.com/profile/15831752815015492190noreply@blogger.comtag:blogger.com,1999:blog-1113333704066819433.post-30213961009705335322015-03-09T06:30:00.000-06:002015-03-12T08:07:08.409-06:00Monthly 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-1113333704066819433.post-3941101363634330042014-10-27T06:58:00.001-06:002014-10-27T06:58:32.934-06:002011-2013 American Community Survey StatisticsThe U.S. Census Bureau released the second of its annual series of data sets from the American Community Survey, this one combining the three years of data collected between 2011 and 2013. <br /><br />The statistics paint a detailed portrait of the nation, all states, and the District of Columbia, all congressional districts and all other geographic areas with populations of 20,000 or more. For each covered area, the American Community Survey includes statistics on more than 40 economic, housing and social topics.<br /><br />By pooling three years of survey responses, the Census Bureau is able to produce more reliable statistics for more areas of the country than is possible with data compiled from one year of data collection.<br />
<br />
The American Community Survey provides a wide range of important statistics about all communities in the country. The American Community Survey gives communities the current information they need to plan investments and services. Retailers, homebuilders, police departments, and town and city planners are among the many private- and public-sector decision makers who count on these annual results.<br />
<br />
These statistics would not be possible without the participation of the randomly selected households in the survey. For more, see the <a href="http://www.census.gov/newsroom/press-releases/2014/cb14-tps80.html#">American Community Survey: 2011-2013.</a>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1113333704066819433.post-86682262259740964342014-10-23T12:39:00.000-06:002014-10-23T12:39:53.351-06:00Employment 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 <a _blank="" href="http://jobs.utah.gov/wi/regions/current/statewideei.pdf%20target=">Statewide</a> as well as county data on their own <a href="http://jobs.utah.gov/wi/regions/county/index.html">county page</a>.Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1113333704066819433.post-8475783651684655612014-10-21T07:44:00.000-06:002014-10-21T07:44:33.409-06:00BEBR Research Study Shows Slowest Recovery of Any Post-World War II Housing Cycle<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcDyL558zbfCfdw95v8gUqM6rfa68fTXuoXT__LnKVQtHtlXfC8z1UG9g0cX_1G_p5qg9nVQGjTmh99OWEDQ4T5wVNCgpZ6yitJUZc4m5bxlweMlhED5Y19Fw5DQZjeQ-ZHkjADH9nIp_f/s1600/salt-lake-city-springville-ut.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcDyL558zbfCfdw95v8gUqM6rfa68fTXuoXT__LnKVQtHtlXfC8z1UG9g0cX_1G_p5qg9nVQGjTmh99OWEDQ4T5wVNCgpZ6yitJUZc4m5bxlweMlhED5Y19Fw5DQZjeQ-ZHkjADH9nIp_f/s1600/salt-lake-city-springville-ut.jpg" height="95" width="400" /></a>A new study out of the Bureau of Economic and Business Research at the University of Utah’s David Eccles School of Business recently found that this most recent housing cycle has shown the slowest recovery of any post-World War II housing cycle.<br />
<br />
Published in BEBR’s latest issue of “Utah Economic and Business Review,” the study analyzed the current housing cycle. The study specifically explored the impact of the Great Recession on Utah’s housing industry, comparing Utah with the rest of the nation. The current cycle has had a number of unique characteristics: falling housing prices record levels of foreclosures and underwater mortgages, a shrinking job market and the lowest mortgage rates since the 1950s.<br />
<br />
Although Utah’s housing market has struggled, its real estate industry has fared better. Existing home sales in some Utah counties have recovered 80 percent from the pre-recession peak and the median sales price of a home has fully recovered.<br />
<br />
For the entire article, including notable findings: <a href="http://bebr.business.utah.edu/article/bebr-research-study-shows-slowest-recovery-any-post-world-war-ii-housing-cycle">BEBR</a>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1113333704066819433.post-42595610130082601852014-10-15T07:36:00.000-06:002014-10-15T07:36:01.295-06:00Hospitality industry helps generate $1 billion in taxesUtah’s hospitality industry and the state’s reputation as a mecca for outdoor recreation have helped to deliver more than $1 billion in tourist-generated tax revenue last year, according to the state tourism director.<br /><br />“It’s booming,” Vicki Varela, the managing director of the Utah Office of Tourism, told The Associated Press. “It’s like Utah is being discovered.”<br /><br />Utah’s natural treasures mix the Rocky Mountains and deserts of the Southwest, making it an attractive place for visitors and outdoor enthusiasts, Vicki Varela, the managing director of the Utah Office of Tourism said.<br /><br />At the Utah Tourism Conference in Ogden, Varela told representatives of the tourism and hospitality industry that the recovering economy has boosted the number of visitors to the state.<br /><br />The biggest attractions remain Utah’s ski resorts, five national parks and 43 state parks, Varela said. About 4.2 million visitors came to ski in Utah last year, according to the state tourism office.<br /><br />Utah’s five national parks attracted 6.3 million visitors, while national monuments, recreation areas and historical sites attracted 5.2 million visitors. State parks saw about 4.1 million visitors. <a href="http://slenterprise.com/bookmark/25949815">The Enterprise</a>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1113333704066819433.post-22086232061421462152014-10-03T15:05:00.000-06:002014-11-24T15:07:38.230-07:00Unemployment Insurance Weekly Claims Report for 2 October 2014<span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;">The latest Unemployment Insurance (UI) </span><a href="http://www.dol.gov/opa/media/press/eta/ui/current.htm" style="background-color: white; color: #005cb1; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px; text-decoration: none;"><u><i>Weekly Claims Report</i></u></a><span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;"> is now available from the US Department of Labor. The four-week moving average of nationwide initial claims was</span><span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;"><span style="line-height: 20.7900009155273px;"> </span></span><span style="background-color: white;"><span style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: 15px; line-height: 20.7900009155273px;">298,500, a decrease of 1,250 from the previous week's revised average.</span></span></span><br />
<br style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;" />
<span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;">The report reflects unemployment numbers for week-ending 26 September 2014. During this week, 1,137 initial claims were filed in Utah compared to 1,250 the prior week. The numbers listed below are based on the four-week moving average.</span><br />
<ul style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px; list-style-image: initial; list-style-position: initial; margin: 0.5em 0px; padding: 0px 2.5em;">
<li style="border: none; margin: 0px 0px 0.25em; padding: 0px;">1,184 initial UI claims filed (decrease of 8 from the prior week and decrease of 343 from same week in 2013).</li>
<li style="border: none; margin: 0px 0px 0.25em; padding: 0px;">10,056 continued UI weeks claimed (decrease of 229 from the prior week and decrease of 2,792 from same week in 2013).</li>
<li style="border: none; margin: 0px 0px 0.25em; padding: 0px;">0 continued Extended Unemployment Compensation (EUC08) weeks claimed (no change from the prior week and decrease of 2,650 from the same week in 2013).</li>
</ul>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1113333704066819433.post-67581300394110243212014-09-26T14:53:00.000-06:002014-11-24T15:09:38.996-07:00Unemployment Insurance Weekly Claims Report for 25 September 2014<span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;">The latest Unemployment Insurance (UI) </span><a href="http://www.dol.gov/opa/media/press/eta/ui/current.htm" style="background-color: white; color: #005cb1; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px; text-decoration: none;"><u><i>Weekly Claims Report</i></u></a><span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;"> is now available from the US Department of Labor. The four-week moving average of nationwide initial claims was</span><span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;"><span style="line-height: 20.7900009155273px;"> </span></span><span style="background-color: white;"><span style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: 15px; line-height: 20.7900009155273px;">299,500, a decrease of 4,750 from the previous week's revised average.</span></span></span><br />
<br style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;" />
<span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;">The report reflects unemployment numbers for week-ending 20 September 2014. During this week, 1,250 initial claims were filed in Utah compared to 1,141 the prior week. The numbers listed below are based on the four-week moving average.</span><br />
<ul style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px; list-style-image: initial; list-style-position: initial; margin: 0.5em 0px; padding: 0px 2.5em;">
<li style="border: none; margin: 0px 0px 0.25em; padding: 0px;">1,192 initial UI claims filed (decrease of 35 from the prior week and decrease of 364 from same week in 2013).</li>
<li style="border: none; margin: 0px 0px 0.25em; padding: 0px;">10,305 continued UI weeks claimed (decrease of 249 from the prior week and decrease of 2,695 from same week in 2013).</li>
<li style="border: none; margin: 0px 0px 0.25em; padding: 0px;">0 continued Extended Unemployment Compensation (EUC08) weeks claimed (no change from the prior week and decrease of 2,643 from the same week in 2013).</li>
</ul>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1113333704066819433.post-31567202486201530832014-09-19T15:19:00.000-06:002014-09-29T15:19:40.548-06:00Unemployment Insurance Weekly Claims Report for 18 September 2014<span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;">The latest Unemployment Insurance (UI) </span><a href="http://www.dol.gov/opa/media/press/eta/ui/current.htm" style="background-color: white; color: #005cb1; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px; text-decoration: none;"><u><i>Weekly Claims Report</i></u></a><span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;"> is now available from the US Department of Labor. The four-week moving average of nationwide initial claims was</span><span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;"><span style="line-height: 20.7900009155273px;"> </span></span><span style="background-color: white;"><span style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: 15px; line-height: 20.7900009155273px;">304,000, an increase of 750 from the previous week's revised average.</span></span></span><br style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;" /><br style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;" /><span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;">The report reflects unemployment numbers for week-ending 13 September 2014. During this week, 1,250 initial claims were filed in Utah compared to 1,141 the prior week. The numbers listed below are based on the four-week moving average.</span><br />
<ul style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px; list-style-image: initial; list-style-position: initial; margin: 0.5em 0px; padding: 0px 2.5em;">
<li style="border: none; margin: 0px 0px 0.25em; padding: 0px;">1,227 initial UI claims filed (decrease of 5 from the prior week and decrease of 274 from same week in 2013).</li>
<li style="border: none; margin: 0px 0px 0.25em; padding: 0px;">10,607 continued UI weeks claimed (decrease of 303 from the prior week and decrease of 2,620 from same week in 2013).</li>
<li style="border: none; margin: 0px 0px 0.25em; padding: 0px;">0 continued Extended Unemployment Compensation (EUC08) weeks claimed (no change from the prior week and decrease of 2,666 from the same week in 2013).</li>
</ul>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1113333704066819433.post-69040010559939428782014-09-17T12:29:00.000-06:002014-09-17T14:40:20.430-06:00Cost of Living Index for urban areasAssume that you received a job offer in a different city and weren’t sure about how the cost of living compared to each other. Will you receive more (or less) after-taxes income and will it maintain (or sustain) your present lifestyle in your new location? The Council for Community and Economic Research supplies comparative data for urban areas on a quarterly basis, and areas surveyed include those where organizations have volunteered to participate.<br />
<br />
See Utah’s current identified cities below:<br />
<script src="https://public.tableausoftware.com/javascripts/api/viz_v1.js" type="text/javascript"></script><br />
<div class="tableauPlaceholder" style="height: 394px; width: 479px;">
<noscript><a href='#'><img alt='Comparison ' src='https://public.tableausoftware.com/static/images/co/costofliving_comparisonblog/Comparison/1_rss.png' style='border: none' /></a></noscript><object class="tableauViz" height="394" style="display: none;" width="479"><param name='host_url' value='https%3A%2F%2Fpublic.tableausoftware.com%2F' /> <param name='site_root' value='' /><param name='name' value='costofliving_comparisonblog/Comparison' /><param name='tabs' value='no' /><param name='toolbar' value='yes' /><param name='static_image' value='https://public.tableausoftware.com/static/images/co/costofliving_comparisonblog/Comparison/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>
<div style="color: black; font: normal 8pt verdana,helvetica,arial,sans-serif; height: 22px; padding: 0px 10px 0px 0px; width: 479px;">
<div style="float: right; padding-right: 8px;">
<a href="http://www.tableausoftware.com/public/about-tableau-products?ref=https://public.tableausoftware.com/views/costofliving_comparisonblog/Comparison" target="_blank">Learn About Tableau</a></div>
</div>
<br />
For more about the cost of living index, visit <a href="http://jobs.utah.gov/wi/pubs/costofliving/cost.html">our site</a> and <a href="http://www.coli.org/">C2ER</a>.<br />
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1113333704066819433.post-34539044325167361882014-09-12T14:48:00.000-06:002014-09-29T14:51:04.181-06:00Unemployment Insurance Weekly Claims Report for 11 September 2014<span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;">The latest Unemployment Insurance (UI) </span><a href="http://www.dol.gov/opa/media/press/eta/ui/current.htm" style="background-color: white; color: #005cb1; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px; text-decoration: none;"><u><i>Weekly Claims Report</i></u></a><span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;"> is now available from the US Department of Labor. The four-week moving average of nationwide initial claims was</span><span style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: 15px; line-height: 20.7900009155273px;"> 302,750, an increase of </span></span><span style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: 15px; line-height: 20.7900009155273px;">3,000</span></span><span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;"><span style="line-height: 20.7900009155273px;"></span><span style="line-height: 20.7900009155273px;"> from the previous week's revised average.</span></span><br />
<br style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;" /><span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;">The report reflects unemployment numbers for week-ending 6 September 2014. During this week, 1,141 initial claims were filed in Utah compared to 1,239 the prior week. The numbers listed below are based on the four-week moving average.</span><br />
<ul style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px; list-style-image: initial; list-style-position: initial; margin: 0.5em 0px; padding: 0px 2.5em;">
<li style="border: none; margin: 0px 0px 0.25em; padding: 0px;">1,232 initial UI claims filed (decrease of 63 from the prior week and decrease of 305 from same week in 2013).</li>
<li style="border: none; margin: 0px 0px 0.25em; padding: 0px;">10,870 continued UI weeks claimed (decrease of 263 from the prior week and decrease of 2,517 from same week in 2013).</li>
<li style="border: none; margin: 0px 0px 0.25em; padding: 0px;">0 continued Extended Unemployment Compensation (EUC08) weeks claimed (no change from the prior week and decrease of 2,675 from the same week in 2013).</li>
</ul>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1113333704066819433.post-91049208496292326012014-09-05T14:46:00.000-06:002014-09-29T14:46:57.436-06:00Unemployment Insurance Weekly Claims Report for 4 September 2014<span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;">The latest Unemployment Insurance (UI) </span><a href="http://www.dol.gov/opa/media/press/eta/ui/current.htm" style="background-color: white; color: #005cb1; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px; text-decoration: none;"><u><i>Weekly Claims Report</i></u></a><span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;"> is now available from the US Department of Labor. The four-week moving average of nationwide initial claims was</span><span style="background-color: white;"><span style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: 15px; line-height: 20.7900009155273px;"> 299,750, a decrease of 1,250 from the previous week's revised average.</span></span></span><br style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;" /><br style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;" /><span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px;">The report reflects unemployment numbers for week-ending 30 August 2014. During this week, 1,239 initial claims were filed in Utah compared to 1,276 the prior week. The numbers listed below are based on the four-week moving average.</span><br />
<ul style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.7900009155273px; list-style-image: initial; list-style-position: initial; margin: 0.5em 0px; padding: 0px 2.5em;">
<li style="border: none; margin: 0px 0px 0.25em; padding: 0px;">1,295 initial UI claims filed (decrease of 27 from the prior week and decrease of 223 from same week in 2013).</li>
<li style="border: none; margin: 0px 0px 0.25em; padding: 0px;">10,870 continued UI weeks claimed (decrease of 212 from the prior week and decrease of 2,454 from same week in 2013).</li>
<li style="border: none; margin: 0px 0px 0.25em; padding: 0px;">0 continued Extended Unemployment Compensation (EUC08) weeks claimed (no change from the prior week and decrease of 2,731 from the same week in 2013).</li>
</ul>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1113333704066819433.post-12295879506009390402014-09-04T07:45:00.000-06:002014-09-04T10:19:58.205-06:00Long-Term Employment Projections<div class="separator" style="clear: both; text-align: center;">
</div>
The long-term employment projections have been updated for the time period of 2012 to 2022. Projections are produced for the state of Utah as well as for eight sub-state areas. The areas are determined by population and job density and are not created equal. But rather, types of jobs are determined by the nature of the local area’s economy. Short-term projections for 2012 to 2014 are also provided for statewide.<br />
<br />
The value in providing these projections is to help identify which types of jobs are most likely to be in high demand in the future. Ultimately, the long-term employment projections act as a forecasting measure by which individuals as well as organizations and agencies can plan ahead.<br />
<br />
See the latest long-term projections produced by DWS for the <a href="http://jobs.utah.gov/wi/pubs/outlooks/state/index.html">State of Utah</a>. Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1113333704066819433.post-78102467162291589742014-08-29T13:17:00.000-06:002014-09-04T13:18:52.975-06:00Unemployment Insurance Weekly Claims Report for 28 August 2014<span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.790000915527344px;">The latest Unemployment Insurance (UI) </span><a href="http://www.dol.gov/opa/media/press/eta/ui/current.htm" style="background-color: white; color: #005cb1; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.790000915527344px; text-decoration: none;"><u><i>Weekly Claims Report</i></u></a><span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.790000915527344px;"> is now available from the US Department of Labor. The four-week moving average of nationwide initial claims was</span><span style="background-color: white;"><span style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: 15px; line-height: 20.790000915527344px;"> 300,750, an increase of 4,750 from the previous week's revised average.</span></span></span><br style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.790000915527344px;" /><br style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.790000915527344px;" /><span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.790000915527344px;">The report reflects unemployment numbers for week-ending 23 August 2014. During this week, 1,276 initial claims were filed in Utah compared to 1,270 the prior week. The numbers listed below are based on the four-week moving average.</span><br />
<ul style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.790000915527344px; list-style-image: initial; list-style-position: initial; margin: 0.5em 0px; padding: 0px 2.5em;">
<li style="border: none; margin: 0px 0px 0.25em; padding: 0px;">1,321 initial UI claims filed (increase of 46 from the prior week and decrease of 139 from same week in 2013).</li>
<li style="border: none; margin: 0px 0px 0.25em; padding: 0px;">11,082 continued UI weeks claimed (decrease of 209 from the prior week and decrease of 2,465 from same week in 2013).</li>
<li style="border: none; margin: 0px 0px 0.25em; padding: 0px;">0 continued Extended Unemployment Compensation (EUC08) weeks claimed (no change from the prior week and decrease of 2,788 from the same week in 2013).</li>
</ul>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1113333704066819433.post-28802387026572906502014-08-29T07:23:00.003-06:002014-08-29T07:23:36.233-06:00A Story of Wage Data<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheYMrsO43v_RV5uRVSfx6OFhrdbtaFZTSgx3SY0sFtFqaHwtIY9iCtyZXDSn-ULSXvz-5BRxmhe5Sw3LffVPLaqkpjj0S_McZm0AV9Wgg5Qm82h-m2MUEN-hMgjlS70BtWd9gIFufEE-tL/s1600/story+points.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheYMrsO43v_RV5uRVSfx6OFhrdbtaFZTSgx3SY0sFtFqaHwtIY9iCtyZXDSn-ULSXvz-5BRxmhe5Sw3LffVPLaqkpjj0S_McZm0AV9Wgg5Qm82h-m2MUEN-hMgjlS70BtWd9gIFufEE-tL/s1600/story+points.png" height="318" width="400" /></a>The <a href="http://jobs.utah.gov/wi/pubs/wni/index.html">Wages and Income</a> page has a new look to the wage data that is gathered by the Workforce Research and Analysis division. Along with visualization of the data, you can now read story points at the top of each graph, to help understand what the data is showing you along with highlighting its insights. Just click along the story points at the top of the visualization to follow the story of wages.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<br />
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1113333704066819433.post-1290150188875718372014-08-28T07:30:00.000-06:002014-08-28T08:02:06.391-06:00Annual ProfilesThe Workforce Research and Analysis division has updated information in the county <a href="http://jobs.utah.gov/wi/pubs/eprofile/">Annual Profiles</a>.<br />
<br />
The information available in these Annual Profiles are separated by county and state and include:<br />
<ul>
<li style="margin-left: 15px;">quick facts</li>
<li style="margin-left: 15px;">nonfarm employment</li>
<li style="margin-left: 15px;">unemployment</li>
<li style="margin-left: 15px;">major employers</li>
<li style="margin-left: 15px;">population</li>
<li style="margin-left: 15px;">demographics<span id="goog_691676469"></span><a href="https://www.blogger.com/"></a><span id="goog_691676470"></span></li>
<li style="margin-left: 15px;">income and wages</li>
<li style="margin-left: 15px;">construction</li>
<li style="margin-left: 15px;">gross taxable sales</li>
<li style="margin-left: 15px;">county rankings</li>
</ul>
This data is updated on an annual basis, and dates can be found at the
bottom of each tab. To print any of the visualizations, see the
instructions <a href="http://jobs.utah.gov/wi/pubs/exporttableaudata.pdf">here</a>. For more information about this data, contact your <a href="http://jobs.utah.gov/wi/wiexperts/experts.html">regional economist</a>. Unknownnoreply@blogger.com