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		<title>Bicycle masterplan public hearing</title>
		<link>http://www.votewojcik.org/2012/05/18/bicycle-masterplan-public-hearing/</link>
		<comments>http://www.votewojcik.org/2012/05/18/bicycle-masterplan-public-hearing/#comments</comments>
		<pubDate>Fri, 18 May 2012 15:23:30 +0000</pubDate>
		<dc:creator>mwojcik</dc:creator>
				<category><![CDATA[Events]]></category>
		<category><![CDATA[Local Government]]></category>
		<category><![CDATA[Bike Lanes]]></category>
		<category><![CDATA[Bike Paths]]></category>
		<category><![CDATA[Complete Streets]]></category>
		<category><![CDATA[Pedestrians]]></category>

		<guid isPermaLink="false">http://www.votewojcik.org/?p=1810</guid>
		<description><![CDATA[The Bicycle masterplan will receive a hearing in front of the Rochester Planning &#38; Zoning Board on May 23rd at 7 PM (the meeting is at the government center and is typically in the council chambers).  If you care about these issues, plan on showing up and speaking. Meeting notice. They will be weighing in [...]]]></description>
			<content:encoded><![CDATA[<p>The Bicycle masterplan will receive a hearing in front of the Rochester Planning &amp; Zoning Board on May 23rd at 7 PM (the meeting is at the government center and is typically in the council chambers).  If you care about these issues, plan on showing up and speaking.</p>
<p><a href="http://www.rochestermn.gov/departments/cityclerk/pressreleases/bicycle%20master%20plan%202012.pdf">Meeting notice.</a></p>
<p>They will be weighing in on whether the Bicycle Masterplan should be adopted.</p>
<p><a href="http://www.co.olmsted.mn.us/planning/trnsprtnplng/bpac/bikemasterplan2011/Pages/default.aspx">Bicycle Masterplan.</a></p>
<p>Here are some facts you should know.</p>
<p><a href="http://www.bikeleague.org/conferences/summit12/factsheets/State_MN.pdf">Minnesota bike facts.</a></p>
<ul>
<li>Minnesota has over 1500 jobs in the bike industry, 350 businesses, and 144 million in annual revenue.</li>
<li>Biking / Walking in MN receives biking receives 1.5% of Federal funding, represents 12% of all trips, and 9% of all fatalities.</li>
<li>The percentage of trips traveled by walking / biking is higher in cities and increasing.</li>
<li>The cost of the entire bike masterplan is less that the Elk Run intersection.</li>
<li>The cost of the entire bike masterplan is about 2.5% of total 2040 infrastructure spending. (per Phil Wheeler)</li>
<li>&#8220;Gas Tax&#8221; revenues fund less than 2% of transportation infrastructure in Minnesota.</li>
<li>The other 98+% comes from other sources.</li>
<li>40% of Minnesotans do not drive.</li>
<li>Bike paths and bike lanes serve different users.</li>
</ul>
<p>I want more safe routes for recreational and commuting bikers and fewer memorial bike rides.</p>
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		<title>Our changing housing patterns&#8230;</title>
		<link>http://www.votewojcik.org/2012/05/16/our-changing-housing-patterns/</link>
		<comments>http://www.votewojcik.org/2012/05/16/our-changing-housing-patterns/#comments</comments>
		<pubDate>Wed, 16 May 2012 15:22:22 +0000</pubDate>
		<dc:creator>mwojcik</dc:creator>
				<category><![CDATA[Community]]></category>
		<category><![CDATA[Neighborhoods]]></category>
		<category><![CDATA[Development]]></category>
		<category><![CDATA[Orchard Hills Villas]]></category>
		<category><![CDATA[Planning]]></category>

		<guid isPermaLink="false">http://www.votewojcik.org/?p=1805</guid>
		<description><![CDATA[A little plug for County Planner Phil Wheeler:  He saw this coming years ago. USA today on the changing makeup of communities: USA Today This is part of the reason why many of the downtown or close in developments like Orchard Hills Villas, The Hamilton, Cascade Creek have been successful while places like Pebble Creek [...]]]></description>
			<content:encoded><![CDATA[<p>A little plug for County Planner Phil Wheeler:  He saw this coming years ago.</p>
<p>USA today on the changing makeup of communities:<a title="USA Today" href="http://www.usatoday.com/money/economy/housing/story/2012-05-15/housing-fills-in-urban-areas/54979594/1"> USA Today</a></p>
<p>This is part of the reason why many of the downtown or close in developments like Orchard Hills Villas, The Hamilton, Cascade Creek have been successful while places like Pebble Creek in distant sprawled out areas have been failures.  It is also the reason Mac Hamilton&#8217;s new building and Metropolitan Market Place will be coming online (and there are more coming&#8230;)</p>
<p>From a policy standpoint I think it is crazy that we continue to heavily subsidize sprawl instead of make the users bear the full cost.  I opposed the rate increases to the Sewer fund because that in and of itself was a $60 million development subsidy.</p>
<blockquote><p>Young Millennials and older Baby Boomers are rejecting traditional suburban lifestyles in favor of urban living and shorter commutes. Many want to live near city centers so they can walk to work, shops and restaurants or take public transportation. They also prefer smaller homes because they&#8217;re single or have no kids and don&#8217;t want to spend their free me maintaining their homes.</p>
<p>&#8220;It&#8217;s the kids (ages 18 to 32), the empty nesters (Baby Boomers with no kids at home),&#8221; says Chris Leinberger, president of Smart Growth America&#8217;s LOCUS (Latin for &#8220;place&#8221;), a national coalition of real estate developers and investors who support urban developments that encourage walking over driving. &#8220;These two generations combined are more than half of the American population.&#8221;</p>
<p>The housing bust of the last five years hit hardest in subdivisions in remote suburbs, drying up financing for such development. At the same time, gas prices soared and so did environmental consciousness, giving consumers pause about living in distant suburbs away from services, jobs and entertainment.</p></blockquote>
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		<title>Why UMR can offer partner benefits but Rochester can not</title>
		<link>http://www.votewojcik.org/2012/05/15/why-umr-can-offer-partner-benefits-but-rochester-can-not/</link>
		<comments>http://www.votewojcik.org/2012/05/15/why-umr-can-offer-partner-benefits-but-rochester-can-not/#comments</comments>
		<pubDate>Tue, 15 May 2012 20:45:05 +0000</pubDate>
		<dc:creator>mwojcik</dc:creator>
				<category><![CDATA[City Council]]></category>
		<category><![CDATA[Issues]]></category>
		<category><![CDATA[LGBT]]></category>

		<guid isPermaLink="false">http://www.votewojcik.org/?p=1803</guid>
		<description><![CDATA[I asked our HR director Linda Hillenbrand why we can not offer our employees the same partner benefits that UMR offers theirs.  I thank Linda for getting the answer.  It was not what I wished to hear, but I understand.  I find it unfortunate that there are big state government policies that we can not [...]]]></description>
			<content:encoded><![CDATA[<p>I asked our HR director Linda Hillenbrand why we can not offer our employees the same partner benefits that UMR offers theirs.  I thank Linda for getting the answer.  It was not what I wished to hear, but I understand.  I find it unfortunate that there are big state government policies that we can not change that make us more discriminatory and less desirable for a group of talented people.</p>
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<blockquote><p><em>Michael,</em></p>
<p><em>I apologize for the delayed response to your question as to why City/County organizations are required to follow state statutes relative to medical plan designs (same-sex partner benefits) while the University of Minnesota/Rochester is not required to do such.  </em></p>
<p><em>In speaking with the HR Staff at the University, I learned it was formed in 1851 while Minnesota did not become a state until around 1858.  As a result, the U of M is identified as “constitutionally incorporated” and is not required to follow some of the statutes that we are, medical plan design being one of them.  They can chose to follow some of these statutes but are not necessarily mandated to do so.  And that is how they are able to offer medical plan benefits to same-sex partners.  Please let me know if you have any further questions.</em></p>
<p>Linda Hillenbrand</p>
<p><strong><em>Director HR, SPHR, CCP</em></strong><em> |</em><strong><em> </em></strong><strong><em>City of Rochester</em></strong></p></blockquote>
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		<title>New Rochester policy to better define affordable housing</title>
		<link>http://www.votewojcik.org/2012/05/15/new-rochester-policy-to-better-define-affordable-housing/</link>
		<comments>http://www.votewojcik.org/2012/05/15/new-rochester-policy-to-better-define-affordable-housing/#comments</comments>
		<pubDate>Tue, 15 May 2012 20:07:44 +0000</pubDate>
		<dc:creator>mwojcik</dc:creator>
				<category><![CDATA[City Council]]></category>
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		<guid isPermaLink="false">http://www.votewojcik.org/?p=1801</guid>
		<description><![CDATA[Here is the new language that appears to have unanimous support from the council.  In short, almost every affordable housing project gets some sort of Federal, State, or Local tax subsidy.  As such we have an obligation to make sure that money is well spent.  Our policy now more explicitly states what is affordable housing.  [...]]]></description>
			<content:encoded><![CDATA[<p class="MsoNormal" style="margin-top: 6pt;">Here is the new language that appears to have unanimous support from the council.  In short, almost every affordable housing project gets some sort of Federal, State, or Local tax subsidy.  As such we have an obligation to make sure that money is well spent.  Our policy now more explicitly states what is affordable housing.  Our policy considers Housing costs, Energy costs, Associated costs, and Transportation costs.  As you would expect many properties that are cheap are not actually affordable when all costs are considered.<strong><span style="font-size: 11pt;"><br />
</span></strong></p>
<p>&nbsp;</p>
<blockquote>
<p class="MsoNormal" style="margin-top: 6pt;"><strong><span style="font-size: 11pt;">The Need for Affordable Housing</span></strong></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin-top: 6pt;"><span style="font-size: 11pt;">The City of Rochester is suffering from a critical shortage of affordable housing (housing that, through subsidy or other means, costs no more than 30% of the household income of households earning 80% of the area’s median income). <span> </span>The proportion of households in Rochester paying more than 30% for housing has increased from around 20% of households in 2000 to over 27% in 2010.<a title="" name="_ftnref1" href="#_ftn1"><span class="MsoFootnoteReference"><span><span class="MsoFootnoteReference"><span style="font-size: 11pt; font-family: 'Times New Roman','serif';">[1]</span></span></span></span></a> There were 11,430 households in Rochester paying over 30% of income for housing in 2010. <span id="more-1801"></span></span></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin-top: 6pt;"><span style="font-size: 11pt;">However, this understates the true extent of housing need. The true long term costs of affordable housing to the tenant or owner or the community can be best represented using an index made up of </span></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt;">H &#8211; The initial Housing construction or purchase cost is reflected in the rent or mortgage payment. Housing costs (excluding furnishings, supplies, and utilities) made up 21.9% of consumer expenditures in the U.S. in 2009<a title="" name="_ftnref2" href="#_ftn2"><span class="MsoFootnoteReference"><span><span class="MsoFootnoteReference"><span style="font-size: 11pt; font-family: 'Times New Roman','serif';">[2]</span></span></span></span></a>. (Adding utility costs brings the housing cost share up to 29.3%.) </span></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt;">E – The cost of Energy used to light or heat the apartment or house and the cost of energy used in travel. Utilities (electricity, heat, and so on) comprised 7.4% of total consumer expenditures in the US in 2009. Energy is one of the most volatile components of total housing cost<span>  </span>Energy codes have come a long way in the last 25 years, but there can still be huge difference between the best and the worst of construction. As a general rule, multifamily housing will always be more efficient than single family detached housing.<span>  </span>The location of housing will also determine whether gasoline costs will be significant or non-existent.<span>  </span></span></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt;">A &#8211; <span> </span>The Associated costs, sometimes in the form of an association fee but more commonly showing up as maintenance, averaged 2.3% of consumer expenditures in 2009.<span>  </span>The long term maintenance cost is typically inversely correlated with the upfront housing costs (H).<span>  </span>Cheaper construction carries with it higher long term maintenance costs and higher life-cycle costs.<span>  </span>Using interior and exterior materials that are designed to last no more than 10-15 years will lower the upfront price but actually make the total cost increase. </span></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt;">T &#8211; <span> </span>The final component of examining the true cost of affordable housing is transportation (T).<span>  </span>The energy cost of transportation and the costs of vehicle ownership, insurance, maintenance, and so on add significantly to household budgets, averaging 15.6% of U.S. consumer expenditures in 2009. Over the last decade public agencies have started to reflect the cost of transportation as part of the true cost of affordable housing.<span>  </span>Most medium to large sized cities have the transit capacity to locate affordable housing in places that potentially eliminate all or most of this expense.<span>  </span>By providing affordable housing opportunities in mixed use, mixed income, transit oriented areas we can create an environment where resources and opportunities are present without the need for expensive transportation options.</span></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin-top: 6pt;"><span style="font-size: 11pt;">In addition to associated costs that pertain to the resident, there are associated costs incurred by the city or other taxing authorities contributing to the cost of a project or absorbing costs as a result of a development.<span>  </span>Such costs may include subsidizing new infrastructure such as roadway, water, sewer, or stormwater infrastructure.<span>  </span>By examining the total Housing, Energy, Associated, and Transportation costs, we can make a better determination as to whether or not housing is truly affordable.<span>  </span></span></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin-top: 6pt;"><span style="font-size: 11pt;">Many of the jobs that are created by area employees rely on workers working at moderate wage rates. <span> </span>According to a number of economic forecasters, the major impediment to the continued economic growth of the Rochester-Olmsted community will be difficulty in attracting the labor force needed to replace retiring baby boomers. The ability of employers to attract workers is adversely affected by the shortage of truly affordable housing. </span></p>
<p>&nbsp;</p>
<p class="MsoBodyText" style="margin-top: 6pt;"><strong><span style="font-family: 'Times New Roman','serif';">The Need for Integration</span></strong></p>
<p>&nbsp;</p>
<p class="MsoBodyText" style="margin-top: 6pt;"><span style="font-family: 'Times New Roman','serif';">Some neighborhood groups have opposed affordable housing proposals based in part on concerns about increased traffic, increased crime, and adverse impacts on property values. Opposition to affordable housing in areas adjacent to established neighborhoods<span> </span>threatens to exclude affordable housing from newly developing areas. Such exclusion may result both in a shortage of affordable housing as well as in a community that is segregated by income class. Segregation by income class may lead to de facto segregation by race in our community. Continuing to curtail the supply of sites for affordable housing in fringe locations will jeopardize the supply of affordable housing and will result in concentrating affordable housing in a few heavily impacted neighborhoods.</span></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin-top: 6pt;"><span style="font-size: 11pt;">The 21<sup>st</sup> Century Partnership Diversity Task Force Report discusses the need to increase the supply of affordable housing and the need to provide affordable housing in scattered locations throughout area communities. Evidence from a number of national studies confirms that scattered subsidized and other lower cost housing development does not adversely affect adjacent areas. On the other hand, studies indicate that segregating lower cost housing in a few neighborhoods clearly destabilizes those neighborhoods, leading to declining housing stock quality, declining performance in neighborhood schools, and other social problems. </span></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin-top: 6pt;"><span style="font-size: 11pt;">We are at a crossroads in our community. We can design our future to consist of integrated neighborhoods with an adequate supply of housing in a variety of price ranges. Or we can design our community to consist of concentrated pockets of lower cost housing isolated from the remainder of the community. The experience of other cities in the US clearly indicates that integration is the more desirable future.</span></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin-top: 6pt;"><span style="font-size: 11pt;">Dividing our community either by income or by race fosters inequity, isolation, barriers to communication, and ultimately divisiveness. Income class segregation, even without corresponding race segregation, is inimical to the long term cohesiveness of our community and to our quality of life. <em><span style="font-style: normal;">Community segregation leads to family, neighborhood, and ultimately community instability.</span></em></span></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin-top: 6pt;"><img src="file:///C:%5CUsers%5CMichael%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image002.jpg" alt="inclusive2_6907.jpg" width="187" height="266" align="left" hspace="12" /><em><span style="font-size: 11pt; font-style: normal;">What is true of income class and race is also true of other groups within the community. Separating the elderly and the disabled from neighborhood life inappropriately isolates these residents from community life. Our challenge is to build a community made up of inclusive neighborhoods that provide safe, secure, and neighborly environments in which all of us can<span>  </span>thrive.<span>  </span></span></em></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin-top: 6pt;"><strong><span style="font-size: 11pt;">Rochester’s Diversity Principles </span></strong></p>
<p>&nbsp;</p>
<p class="MsoBodyText" style="margin-top: 6pt;"><span style="font-family: 'Times New Roman','serif';">The City of Rochesteris committed to building an inclusive community. To this end, the City of Rochester is committed to:</span></p>
<p>&nbsp;</p>
<p class="MsoBodyText" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-family: Symbol; text-transform: uppercase;"><span>·<span style="font: 7pt 'Times New Roman';">        </span></span></span><span style="font-family: 'Times New Roman','serif';">Supporting <span> </span>the Olmsted County Human Rights <span> </span>Ordinance and the work of the Olmsted County Human Rights Commission in implementing the Ordinance;</span></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt; font-family: Symbol;"><span>·<span style="font: 7pt 'Times New Roman';">        </span></span></span><span style="font-size: 11pt;">Supporting low income tax credit housing and other subsidized housing of high quality, in locations that are accessible to employment, neighborhood amenities, and commercial services.</span></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt; font-family: Symbol;"><span>·<span style="font: 7pt 'Times New Roman';">        </span></span></span><span style="font-size: 11pt;">Supporting well designed private development proposals that include townhouses, condominiums, apartments, and appropriate commercial uses as part of neighborhood development areas. </span></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt; font-family: Symbol;"><span>·<span style="font: 7pt 'Times New Roman';">        </span></span></span><span style="font-size: 11pt;">Enforcing minimum standards for housing and enforce such ordinances as the Disorderly Use Ordinance in order to address neighborhood concerns about crime and potential impacts on property values. </span></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt; font-family: Symbol;"><span>·<span style="font: 7pt 'Times New Roman';">        </span></span></span><span style="font-size: 11pt;">Increasing the supply of land zoned for lower cost housing, especially providing for mixtures of housing by style and cost.</span></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt; font-family: Symbol;"><span>·<span style="font: 7pt 'Times New Roman';">        </span></span></span><span style="font-size: 11pt;">Providing for neighborhoods that are integrated by income class, race, age, and<span>  </span>ability, and that are accessible to all modes of travel by all age and ability levels.</span></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt; font-family: Symbol;"><span>·<span style="font: 7pt 'Times New Roman';">        </span></span></span><span style="font-size: 11pt;">Providing incentives to developers to accommodate affordable housing up front as part of well-planned communities.</span></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt; font-family: Symbol;"><span>·<span style="font: 7pt 'Times New Roman';">        </span></span></span><span style="font-size: 11pt;">Communicating to neighborhood groups and community members</span></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin: 3pt 0in 0.0001pt 0.75in; text-indent: -0.25in;"><span style="font-size: 11pt; font-family: Wingdings;"><span>Ø</span></span><em><span style="font-size: 11pt; font-style: normal;">that lower income households are <span style="text-decoration: underline;">not</span> equivalent to lower quality families,</span></em><em></em></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin: 3pt 0in 0.0001pt 0.75in; text-indent: -0.25in;"><span style="font-size: 11pt; font-family: Wingdings;"><span>Ø</span></span><em><span style="font-size: 11pt; font-style: normal;">that the &#8220;goodness&#8221; of a neighborhood is <span style="text-decoration: underline;">not</span> measured by the price of its structures but by the character of its residents, and</span></em><em></em></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin: 3pt 0in 0.0001pt 0.75in; text-indent: -0.25in;"><span style="font-size: 11pt; font-family: Wingdings;"><span>Ø</span></span><em><span style="font-size: 11pt; font-style: normal;">that the quality of a community is <span style="text-decoration: underline;">not</span> measured by the degree to which it is exclusive.</span></em><em></em></p>
<p>&nbsp;</p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt; font-family: Symbol;"><span>·<span style="font: 7pt 'Times New Roman';">        </span></span></span><span style="font-size: 11pt;">Encouraging neighborhood organizations to create a welcoming environment in all neighborhoods for persons of diverse age, ability, ethnic, and economic backgrounds.</span></p>
<p>&nbsp;</p>
<div><br clear="all" /></p>
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<p class="MsoFootnoteText"><a title="" name="_ftn1" href="#_ftnref1"><span class="MsoFootnoteReference"><span><span class="MsoFootnoteReference"><span style="font-size: 10pt; font-family: 'Times New Roman','serif';">[1]</span></span></span></span></a> US Census American Community Survey 2010.</p>
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<h1 style="margin: 0in 0in 0.0001pt; text-align: center; text-indent: 0in;" align="center"><span style="font-size: 12pt; font-weight: normal;">COMPREHENSIVE PLAN POLICY ON </span></h1>
<h1 style="margin: 0in 0in 0.0001pt; text-align: center; text-indent: 0in;" align="center"><span style="font-size: 12pt; font-weight: normal;">AFFORDABLE HOUSING AND DIVERSITY</span></h1>
<p class="MsoNormal" style="margin-top: 6pt;"><strong><span style="font-size: 11pt;"> </span></strong></p>
<p class="MsoNormal" style="margin-top: 6pt;"><strong><span style="font-size: 11pt;">The Need for Affordable Housing</span></strong></p>
<p class="MsoNormal" style="margin-top: 6pt;"><span style="font-size: 11pt;">The City of Rochester is suffering from a critical shortage of affordable housing (housing that, through subsidy or other means, costs no more than 30% of the household income of households earning 80% of the area’s median income). <span> </span>The proportion of households in Rochester paying more than 30% for housing has increased from around 20% of households in 2000 to over 27% in 2010.<a title="" name="_ftnref1" href="#_ftn1"><span class="MsoFootnoteReference"><span><span class="MsoFootnoteReference"><span style="font-size: 11pt; font-family: 'Times New Roman','serif';">[1]</span></span></span></span></a> There were 11,430 households in Rochester paying over 30% of income for housing in 2010. </span></p>
<p class="MsoNormal" style="margin-top: 6pt;"><span style="font-size: 11pt;">However, this understates the true extent of housing need. The true long term costs of affordable housing to the tenant or owner or the community can be best represented using an index made up of </span></p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt;">H &#8211; The initial Housing construction or purchase cost is reflected in the rent or mortgage payment. Housing costs (excluding furnishings, supplies, and utilities) made up 21.9% of consumer expenditures in the U.S. in 2009<a title="" name="_ftnref2" href="#_ftn2"><span class="MsoFootnoteReference"><span><span class="MsoFootnoteReference"><span style="font-size: 11pt; font-family: 'Times New Roman','serif';">[2]</span></span></span></span></a>. (Adding utility costs brings the housing cost share up to 29.3%.) </span></p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt;">E – The cost of Energy used to light or heat the apartment or house and the cost of energy used in travel. Utilities (electricity, heat, and so on) comprised 7.4% of total consumer expenditures in the US in 2009. Energy is one of the most volatile components of total housing cost<span>  </span>Energy codes have come a long way in the last 25 years, but there can still be huge difference between the best and the worst of construction. As a general rule, multifamily housing will always be more efficient than single family detached housing.<span>  </span>The location of housing will also determine whether gasoline costs will be significant or non-existent.<span>  </span></span></p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt;">A &#8211; <span> </span>The Associated costs, sometimes in the form of an association fee but more commonly showing up as maintenance, averaged 2.3% of consumer expenditures in 2009.<span>  </span>The long term maintenance cost is typically inversely correlated with the upfront housing costs (H).<span>  </span>Cheaper construction carries with it higher long term maintenance costs and higher life-cycle costs.<span>  </span>Using interior and exterior materials that are designed to last no more than 10-15 years will lower the upfront price but actually make the total cost increase. </span></p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt;">T &#8211; <span> </span>The final component of examining the true cost of affordable housing is transportation (T).<span>  </span>The energy cost of transportation and the costs of vehicle ownership, insurance, maintenance, and so on add significantly to household budgets, averaging 15.6% of U.S. consumer expenditures in 2009. Over the last decade public agencies have started to reflect the cost of transportation as part of the true cost of affordable housing.<span>  </span>Most medium to large sized cities have the transit capacity to locate affordable housing in places that potentially eliminate all or most of this expense.<span>  </span>By providing affordable housing opportunities in mixed use, mixed income, transit oriented areas we can create an environment where resources and opportunities are present without the need for expensive transportation options.</span></p>
<p class="MsoNormal" style="margin-top: 6pt;"><span style="font-size: 11pt;">In addition to associated costs that pertain to the resident, there are associated costs incurred by the city or other taxing authorities contributing to the cost of a project or absorbing costs as a result of a development.<span>  </span>Such costs may include subsidizing new infrastructure such as roadway, water, sewer, or stormwater infrastructure.<span>  </span>By examining the total Housing, Energy, Associated, and Transportation costs, we can make a better determination as to whether or not housing is truly affordable.<span>  </span></span></p>
<p class="MsoNormal" style="margin-top: 6pt;"><span style="font-size: 11pt;">Many of the jobs that are created by area employees rely on workers working at moderate wage rates. <span> </span>According to a number of economic forecasters, the major impediment to the continued economic growth of the Rochester-Olmsted community will be difficulty in attracting the labor force needed to replace retiring baby boomers. The ability of employers to attract workers is adversely affected by the shortage of truly affordable housing. </span></p>
<p class="MsoBodyText" style="margin-top: 6pt;"><strong><span style="font-family: 'Times New Roman','serif';">The Need for Integration</span></strong></p>
<p class="MsoBodyText" style="margin-top: 6pt;"><span style="font-family: 'Times New Roman','serif';">Some neighborhood groups have opposed affordable housing proposals based in part on concerns about increased traffic, increased crime, and adverse impacts on property values. Opposition to affordable housing in areas adjacent to established neighborhoods<span> </span>threatens to exclude affordable housing from newly developing areas. Such exclusion may result both in a shortage of affordable housing as well as in a community that is segregated by income class. Segregation by income class may lead to de facto segregation by race in our community. Continuing to curtail the supply of sites for affordable housing in fringe locations will jeopardize the supply of affordable housing and will result in concentrating affordable housing in a few heavily impacted neighborhoods.</span></p>
<p class="MsoNormal" style="margin-top: 6pt;"><span style="font-size: 11pt;">The 21<sup>st</sup> Century Partnership Diversity Task Force Report discusses the need to increase the supply of affordable housing and the need to provide affordable housing in scattered locations throughout area communities. Evidence from a number of national studies confirms that scattered subsidized and other lower cost housing development does not adversely affect adjacent areas. On the other hand, studies indicate that segregating lower cost housing in a few neighborhoods clearly destabilizes those neighborhoods, leading to declining housing stock quality, declining performance in neighborhood schools, and other social problems. </span></p>
<p class="MsoNormal" style="margin-top: 6pt;"><span style="font-size: 11pt;">We are at a crossroads in our community. We can design our future to consist of integrated neighborhoods with an adequate supply of housing in a variety of price ranges. Or we can design our community to consist of concentrated pockets of lower cost housing isolated from the remainder of the community. The experience of other cities in the US clearly indicates that integration is the more desirable future.</span></p>
<p class="MsoNormal" style="margin-top: 6pt;"><span style="font-size: 11pt;">Dividing our community either by income or by race fosters inequity, isolation, barriers to communication, and ultimately divisiveness. Income class segregation, even without corresponding race segregation, is inimical to the long term cohesiveness of our community and to our quality of life. <em><span style="font-style: normal;">Community segregation leads to family, neighborhood, and ultimately community instability.</span></em></span></p>
<p class="MsoNormal" style="margin-top: 6pt;"><img src="file:///C:%5CUsers%5CMichael%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_image002.jpg" alt="inclusive2_6907.jpg" width="187" height="266" align="left" hspace="12" /><em><span style="font-size: 11pt; font-style: normal;">What is true of income class and race is also true of other groups within the community. Separating the elderly and the disabled from neighborhood life inappropriately isolates these residents from community life. Our challenge is to build a community made up of inclusive neighborhoods that provide safe, secure, and neighborly environments in which all of us can<span>  </span>thrive.<span>  </span></span></em></p>
<p class="MsoNormal" style="margin-top: 6pt;"><strong><span style="font-size: 11pt;">Rochester’s Diversity Principles </span></strong></p>
<p class="MsoBodyText" style="margin-top: 6pt;"><span style="font-family: 'Times New Roman','serif';">The City of Rochesteris committed to building an inclusive community. To this end, the City of Rochester is committed to:</span></p>
<p class="MsoBodyText" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-family: Symbol; text-transform: uppercase;"><span>·<span style="font: 7pt 'Times New Roman';">        </span></span></span><span style="font-family: 'Times New Roman','serif';">Supporting <span> </span>the Olmsted County Human Rights <span> </span>Ordinance and the work of the Olmsted County Human Rights Commission in implementing the Ordinance;</span></p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt; font-family: Symbol;"><span>·<span style="font: 7pt 'Times New Roman';">        </span></span></span><span style="font-size: 11pt;">Supporting low income tax credit housing and other subsidized housing of high quality, in locations that are accessible to employment, neighborhood amenities, and commercial services.</span></p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt; font-family: Symbol;"><span>·<span style="font: 7pt 'Times New Roman';">        </span></span></span><span style="font-size: 11pt;">Supporting well designed private development proposals that include townhouses, condominiums, apartments, and appropriate commercial uses as part of neighborhood development areas. </span></p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt; font-family: Symbol;"><span>·<span style="font: 7pt 'Times New Roman';">        </span></span></span><span style="font-size: 11pt;">Enforcing minimum standards for housing and enforce such ordinances as the Disorderly Use Ordinance in order to address neighborhood concerns about crime and potential impacts on property values. </span></p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt; font-family: Symbol;"><span>·<span style="font: 7pt 'Times New Roman';">        </span></span></span><span style="font-size: 11pt;">Increasing the supply of land zoned for lower cost housing, especially providing for mixtures of housing by style and cost.</span></p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt; font-family: Symbol;"><span>·<span style="font: 7pt 'Times New Roman';">        </span></span></span><span style="font-size: 11pt;">Providing for neighborhoods that are integrated by income class, race, age, and<span>  </span>ability, and that are accessible to all modes of travel by all age and ability levels.</span></p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt; font-family: Symbol;"><span>·<span style="font: 7pt 'Times New Roman';">        </span></span></span><span style="font-size: 11pt;">Providing incentives to developers to accommodate affordable housing up front as part of well-planned communities.</span></p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt; font-family: Symbol;"><span>·<span style="font: 7pt 'Times New Roman';">        </span></span></span><span style="font-size: 11pt;">Communicating to neighborhood groups and community members</span></p>
<p class="MsoNormal" style="margin: 3pt 0in 0.0001pt 0.75in; text-indent: -0.25in;"><span style="font-size: 11pt; font-family: Wingdings;"><span>Ø</span></span><em><span style="font-size: 11pt; font-style: normal;">that lower income households are <span style="text-decoration: underline;">not</span> equivalent to lower quality families,</span></em><em></em></p>
<p class="MsoNormal" style="margin: 3pt 0in 0.0001pt 0.75in; text-indent: -0.25in;"><span style="font-size: 11pt; font-family: Wingdings;"><span>Ø</span></span><em><span style="font-size: 11pt; font-style: normal;">that the &#8220;goodness&#8221; of a neighborhood is <span style="text-decoration: underline;">not</span> measured by the price of its structures but by the character of its residents, and</span></em><em></em></p>
<p class="MsoNormal" style="margin: 3pt 0in 0.0001pt 0.75in; text-indent: -0.25in;"><span style="font-size: 11pt; font-family: Wingdings;"><span>Ø</span></span><em><span style="font-size: 11pt; font-style: normal;">that the quality of a community is <span style="text-decoration: underline;">not</span> measured by the degree to which it is exclusive.</span></em><em></em></p>
<p class="MsoNormal" style="margin: 6pt 0in 0.0001pt 0.5in; text-indent: -0.25in;"><span style="font-size: 11pt; font-family: Symbol;"><span>·<span style="font: 7pt 'Times New Roman';">        </span></span></span><span style="font-size: 11pt;">Encouraging neighborhood organizations to create a welcoming environment in all neighborhoods for persons of diverse age, ability, ethnic, and economic backgrounds.</span></p>
<div><br clear="all" /></p>
<hr align="left" size="1" width="33%" />
<div id="ftn1">
<p class="MsoFootnoteText"><a title="" name="_ftn1" href="#_ftnref1"><span class="MsoFootnoteReference"><span><span class="MsoFootnoteReference"><span style="font-size: 10pt; font-family: 'Times New Roman','serif';">[1]</span></span></span></span></a> US Census American Community Survey 2010.</p>
</div>
<div id="ftn2">
<p class="MsoFootnoteText"><a title="" name="_ftn2" href="#_ftnref2"><span class="MsoFootnoteReference"><span><span class="MsoFootnoteReference"><span style="font-size: 10pt; font-family: 'Times New Roman','serif';">[2]</span></span></span></span></a> Source: U.S. Bureau of Labor Statistics, Consumer Expenditures in 2009, for all cited expenditure data. In effect, these figures represent averages for households. Because the share of basic necessity expenditures is low for very affluent households, the median household shares for these expenditures would be significantly higher.</p>
</div>
</div>
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		<title>Density of Rochester Wards</title>
		<link>http://www.votewojcik.org/2012/05/14/density-of-rochester-wards/</link>
		<comments>http://www.votewojcik.org/2012/05/14/density-of-rochester-wards/#comments</comments>
		<pubDate>Mon, 14 May 2012 20:03:18 +0000</pubDate>
		<dc:creator>mwojcik</dc:creator>
				<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[redistricting]]></category>

		<guid isPermaLink="false">http://www.votewojcik.org/?p=1798</guid>
		<description><![CDATA[I was curious about the density of our city wards.  It was interesting that my Ward 2 is both the most dense. Ward Area sq ft acres sqmi Population Density 1 504,174,201.74 11,574.25 18.08 17,656 976.3 2 166,712,795.66 3,827.20 5.98 17,925 2,997.5 3 236,005,571.02 5,417.94 8.47 17,774 2,099.6 4 212,141,534.60 4,870.10 7.61 17,767 2,334.8 5 [...]]]></description>
			<content:encoded><![CDATA[<p>I was curious about the density of our city wards.  It was interesting that my Ward 2 is both the most dense.</p>
<table width="475" border="0" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="bottom" nowrap="nowrap" width="64">Ward</td>
<td valign="bottom" nowrap="nowrap" width="125">
<p align="right">Area sq ft</p>
</td>
<td valign="bottom" nowrap="nowrap" width="64">
<p align="right">acres</p>
</td>
<td valign="bottom" nowrap="nowrap" width="64">
<p align="right">sqmi</p>
</td>
<td valign="bottom" nowrap="nowrap" width="79">
<p align="right">Population</p>
</td>
<td valign="bottom" nowrap="nowrap" width="79">
<p align="right">Density</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="64">
<p align="center">1</p>
</td>
<td valign="bottom" nowrap="nowrap" width="125">
<p align="right">504,174,201.74</p>
</td>
<td valign="bottom" nowrap="nowrap" width="64">
<p align="right">11,574.25</p>
</td>
<td valign="bottom" nowrap="nowrap" width="64">
<p align="right">18.08</p>
</td>
<td valign="bottom" nowrap="nowrap" width="79">
<p align="right">17,656</p>
</td>
<td valign="bottom" nowrap="nowrap" width="79">
<p align="right">976.3</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="64">
<p align="center">2</p>
</td>
<td valign="bottom" nowrap="nowrap" width="125">
<p align="right">166,712,795.66</p>
</td>
<td valign="bottom" nowrap="nowrap" width="64">
<p align="right">3,827.20</p>
</td>
<td valign="bottom" nowrap="nowrap" width="64">
<p align="right">5.98</p>
</td>
<td valign="bottom" nowrap="nowrap" width="79">
<p align="right">17,925</p>
</td>
<td valign="bottom" nowrap="nowrap" width="79">
<p align="right">2,997.5</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="64">
<p align="center">3</p>
</td>
<td valign="bottom" nowrap="nowrap" width="125">
<p align="right">236,005,571.02</p>
</td>
<td valign="bottom" nowrap="nowrap" width="64">
<p align="right">5,417.94</p>
</td>
<td valign="bottom" nowrap="nowrap" width="64">
<p align="right">8.47</p>
</td>
<td valign="bottom" nowrap="nowrap" width="79">
<p align="right">17,774</p>
</td>
<td valign="bottom" nowrap="nowrap" width="79">
<p align="right">2,099.6</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="64">
<p align="center">4</p>
</td>
<td valign="bottom" nowrap="nowrap" width="125">
<p align="right">212,141,534.60</p>
</td>
<td valign="bottom" nowrap="nowrap" width="64">
<p align="right">4,870.10</p>
</td>
<td valign="bottom" nowrap="nowrap" width="64">
<p align="right">7.61</p>
</td>
<td valign="bottom" nowrap="nowrap" width="79">
<p align="right">17,767</p>
</td>
<td valign="bottom" nowrap="nowrap" width="79">
<p align="right">2,334.8</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="64">
<p align="center">5</p>
</td>
<td valign="bottom" nowrap="nowrap" width="125">
<p align="right">195,485,583.27</p>
</td>
<td valign="bottom" nowrap="nowrap" width="64">
<p align="right">4,487.73</p>
</td>
<td valign="bottom" nowrap="nowrap" width="64">
<p align="right">7.01</p>
</td>
<td valign="bottom" nowrap="nowrap" width="79">
<p align="right">17,738</p>
</td>
<td valign="bottom" nowrap="nowrap" width="79">
<p align="right">2,529.6</p>
</td>
</tr>
<tr>
<td valign="bottom" nowrap="nowrap" width="64">
<p align="center">6</p>
</td>
<td valign="bottom" nowrap="nowrap" width="125">
<p align="right">175,382,903.27</p>
</td>
<td valign="bottom" nowrap="nowrap" width="64">
<p align="right">4,026.24</p>
</td>
<td valign="bottom" nowrap="nowrap" width="64">
<p align="right">6.29</p>
</td>
<td valign="bottom" nowrap="nowrap" width="79">
<p align="right">17,909</p>
</td>
<td valign="bottom" nowrap="nowrap" width="79">
<p align="right">2,846.8</p>
</td>
</tr>
</tbody>
</table>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
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		<item>
		<title>Cleaning up the Zumbro River</title>
		<link>http://www.votewojcik.org/2012/05/14/1792/</link>
		<comments>http://www.votewojcik.org/2012/05/14/1792/#comments</comments>
		<pubDate>Mon, 14 May 2012 18:39:27 +0000</pubDate>
		<dc:creator>mwojcik</dc:creator>
				<category><![CDATA[Community]]></category>
		<category><![CDATA[Issues]]></category>
		<category><![CDATA[Cascade Meadows]]></category>
		<category><![CDATA[Storm Water]]></category>
		<category><![CDATA[water]]></category>

		<guid isPermaLink="false">http://www.votewojcik.org/?p=1792</guid>
		<description><![CDATA[Here is some information on reducing sediment in the Zumbro Watershed.  Not that they are looking for public comment.  If you care about water quality, check it out and make some comments. Dear ZWP Members, Over the last several months ZWP Planning Coordinator Norman Senjem has been working on a sediment reduction plan for the [...]]]></description>
			<content:encoded><![CDATA[<div>Here is some information on reducing sediment in the Zumbro Watershed.  Not that they are looking for public comment.  If you care about water quality, check it out and make some comments.</div>
<div></div>
<blockquote>
<div>Dear ZWP Members,</div>
<div></div>
<div>Over the last several months ZWP Planning Coordinator Norman Senjem has been working on a sediment reduction plan for the Zumbro River Watershed. This is an implementation plan funded by the Minnesota Pollution Control Agency (MPCA) to satisfy the requirements of the Zumbro turbidity Total Maximum Daily Load (TMDL) study completed last year. Norman has held three public stakeholder meetings and also sought the input of ZWP&#8217;s technical partners in reviewing preliminary drafts of the plan. Using feedback from these meetings and partners, he has updated the plan to its most recent version. He would like to let you know that the Draft Plan is now posted on our website (<a href="http://www.zumbrowatershed.org/projects/active" target="_blank">http://www.zumbrowatershed.<wbr>org/projects/active</wbr></a>) for a final public review. Please take a moment to review the plan and provide comments by Tuesday, May 29th. Comments provided will be incorporated into a final draft which will then be routed to MPCA for approval.</div>
<p>After this plan is finalized, Norman will be turning his attention to developing the larger, comprehensive watershed management plan for the Zumbro.</p>
<div>Please let Norman or I know if you have any questions.</div>
<div></div>
<div>Thanks again for your help!</div>
<div>Lisa</div>
</blockquote>
<div></div>
]]></content:encoded>
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		<title>Here is the new Rochester Ward 2</title>
		<link>http://www.votewojcik.org/2012/05/11/here-is-the-new-rochester-ward-2/</link>
		<comments>http://www.votewojcik.org/2012/05/11/here-is-the-new-rochester-ward-2/#comments</comments>
		<pubDate>Fri, 11 May 2012 15:35:25 +0000</pubDate>
		<dc:creator>mwojcik</dc:creator>
				<category><![CDATA[Local Government]]></category>
		<category><![CDATA[Election]]></category>

		<guid isPermaLink="false">http://www.votewojcik.org/?p=1788</guid>
		<description><![CDATA[Here is the new Ward 2.  The city wards are now fairer and comply with state statutes and guidance.  Ward 2 only saw some small changes. A small area North of Highway 14 was added.  No people live there. Bamber Valley Estates and Salem Sound moved to Ward 1. The entire Parkway and Historic Southwest [...]]]></description>
			<content:encoded><![CDATA[<p>Here is the new Ward 2.  The city wards are now fairer and comply with state statutes and guidance.  Ward 2 only saw some small changes.</p>
<ul>
<li>A small area North of Highway 14 was added.  No people live there.</li>
<li>Bamber Valley Estates and Salem Sound moved to Ward 1.</li>
<li>The entire Parkway and Historic Southwest Neighborhoods (outside of downtown) are now in Ward 2.</li>
<li>All of Kutzky Park South of Cascade Creek is now in Ward 2.</li>
<li>Precincts and polling places change significantly in all the neighborhoods west of Highway 52.</li>
<li>Ward 2 appears to be the most dense in the City of Rochester (close with Ward 6).</li>
</ul>
<p><img 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" alt="" /></p>
]]></content:encoded>
			<wfw:commentRss>http://www.votewojcik.org/2012/05/11/here-is-the-new-rochester-ward-2/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Dear Rochester: Thank you for the help with the tree planting.</title>
		<link>http://www.votewojcik.org/2012/05/11/dear-rochester-thank-you-for-the-help-with-the-tree-planting/</link>
		<comments>http://www.votewojcik.org/2012/05/11/dear-rochester-thank-you-for-the-help-with-the-tree-planting/#comments</comments>
		<pubDate>Fri, 11 May 2012 13:49:15 +0000</pubDate>
		<dc:creator>mwojcik</dc:creator>
				<category><![CDATA[Neighborhoods]]></category>
		<category><![CDATA[Complete Streets]]></category>
		<category><![CDATA[RNeighbors]]></category>
		<category><![CDATA[Trees]]></category>

		<guid isPermaLink="false">http://www.votewojcik.org/?p=1784</guid>
		<description><![CDATA[A heart felt thanks to the 500+ volunteers that planted 1400+ trees on 5/5/12.  Your selfless determination has made a change to our built environment that will be apparent for the next 100 years. People have different skill sets, but everybody found a way to help.  Many of you dug and planted trees, but others [...]]]></description>
			<content:encoded><![CDATA[<p>A heart felt thanks to the 500+ volunteers that planted 1400+ trees on 5/5/12.  Your selfless determination has made a change to our built environment that will be apparent for the next 100 years.</p>
<p>People have different skill sets, but everybody found a way to help.  Many of you dug and planted trees, but others that were not able to do that found other ways of participating.  What an amazing event and an amazing group of people.</p>
<p>Great work everybody.  <span id="more-1784"></span></p>
<p>Here is a note from our city forester:</p>
<blockquote><p>Thank  you again to all of you that bravely scooped out the waterlogged clay that some of us call soil to plant over 1,200 trees in one day! As we found out yesterday &#8211; volunteering isn’t easy – but as we’ll all find out over the next decade….those trees will pay us back everything we put into them and more.</p>
<p>RNeighborwoods is a program that our entire community can be proud of. I consider it a privilege to be involved with such a selfless group of community members.</p>
<p>There are too many people to thank individually – on behalf of the City, RNeighbors and the Park and Recreation Department &#8211; please know that we’re very grateful!</p>
<p>Please let me know if you have any questions or comments.</p>
<p>Jacob Ryg</p>
<p>City Forester</p>
<p>403 East Center Street</p>
<p>Rochester, MN 55904</p>
<p><a href="tel:507.328.2515" target="_blank">507.328.2515</a></p></blockquote>
]]></content:encoded>
			<wfw:commentRss>http://www.votewojcik.org/2012/05/11/dear-rochester-thank-you-for-the-help-with-the-tree-planting/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>LEED-ND and affordable housing</title>
		<link>http://www.votewojcik.org/2012/05/03/leed-nd-and-affordable-housing/</link>
		<comments>http://www.votewojcik.org/2012/05/03/leed-nd-and-affordable-housing/#comments</comments>
		<pubDate>Thu, 03 May 2012 15:04:13 +0000</pubDate>
		<dc:creator>mwojcik</dc:creator>
				<category><![CDATA[Neighborhoods]]></category>
		<category><![CDATA[Development]]></category>

		<guid isPermaLink="false">http://www.votewojcik.org/?p=1782</guid>
		<description><![CDATA[Here is a link to an article from sustainable cities network that shows high standards and sustainability are not mutually exclusive with affordable housing.  As I have said many times affordable housing and cheap housing are not the same thing. Sustainable Cities Network While all developments – including luxury – can work towards LEED-ND certification, [...]]]></description>
			<content:encoded><![CDATA[<p>Here is a link to an article from sustainable cities network that shows high standards and sustainability are not mutually exclusive with affordable housing.  As I have said many times affordable housing and cheap housing are not the same thing.</p>
<p><a href="http://www.sustainablecitynetwork.com/topic_channels/building_housing/article_97e1a89a-93ae-11e1-a83f-0019bb30f31a.html?utm_source=SCN+InBox+e-Newsletter&amp;utm_campaign=37f5c30a5a-Newsletter_5-2-2012_Admin&amp;utm_medium=email">Sustainable Cities Network</a></p>
<blockquote><p>While all developments – including luxury – can work towards LEED-ND certification, using it to measure sustainability in affordable housing may raise an eyebrow or two.</p>
<p>“A lot of green building is perceived to benefit the wealthy,” said Walker Wells, editor of <em>Blueprint for Greening Affordable Housing</em> and a program director for nonprofit Global Green USA.</p></blockquote>
]]></content:encoded>
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		</item>
		<item>
		<title>Rochester Bike Trails: Now with QR Codes!</title>
		<link>http://www.votewojcik.org/2012/04/30/rochester-bike-trails-now-with-qr-codes/</link>
		<comments>http://www.votewojcik.org/2012/04/30/rochester-bike-trails-now-with-qr-codes/#comments</comments>
		<pubDate>Mon, 30 Apr 2012 20:51:13 +0000</pubDate>
		<dc:creator>mwojcik</dc:creator>
				<category><![CDATA[Community]]></category>
		<category><![CDATA[Bike Lanes]]></category>
		<category><![CDATA[Bike Paths]]></category>

		<guid isPermaLink="false">http://www.votewojcik.org/?p=1748</guid>
		<description><![CDATA[Wayfinding on our trails can be very difficult for visitors.  This should help. BPAC Members, Please see the web site below to find out about wayfinding signs and QR codes. It has current edition of e-newsletter from Olmsted County to inform Statewide Health Improvement Program (SHIP) activities. Just a reminder May is National Bike Month. [...]]]></description>
			<content:encoded><![CDATA[<p>Wayfinding on our trails can be very difficult for visitors.  This should help.</p>
<blockquote><p>BPAC Members,</p>
<p>Please see the web site below to find out about wayfinding signs and QR codes. It has current edition of e-newsletter from Olmsted County to inform Statewide Health Improvement Program (SHIP) activities. Just a reminder May is National Bike Month. Thanks</p>
<p><a href="http://www.co.olmsted.mn.us/OCPHS/programs/community/ship/Documents/SHIP Log May 2012.pdf">http://www.co.olmsted.mn.us/OCPHS/programs/community/ship/Documents/SHIP Log May 2012.pdf</a></p>
<p>Muhammad Khan</p>
<p>Senior Transportation Planner<br />
Rochester-Olmsted Planning Department<br />
(507) 328 7134<br />
e-mail: khan.muhammad@co.olmsted.mn.us</p>
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