<?xml version='1.0' encoding='UTF-8'?><rss xmlns:atom='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0' version='2.0'><channel><atom:id>tag:blogger.com,1999:blog-1730480226670083967</atom:id><lastBuildDate>Wed, 16 May 2012 12:38:34 +0000</lastBuildDate><category>kaiser</category><category>proposals</category><category>POW</category><category>bloghercon</category><category>waterboarding</category><category>John Kerry</category><category>victim's rights</category><category>Repug</category><category>No place for hate</category><category>Proposition 8</category><category>SVGOP</category><category>elections</category><category>funding</category><category>FAUX news</category><category>Community Organizers</category><category>Afghanistan</category><category>VAC</category><category>Democrats</category><category>Dr. Tiller</category><category>war</category><category>San Jose District 2</category><category>McBush</category><category>NY</category><category>Governor Siegelman</category><category>Rose Herrera</category><category>Environment</category><category>Mullen</category><category>George W. 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Boxer</category><category>Obama</category><category>Lies</category><category>Money</category><category>Fox News</category><category>Digg</category><category>Bill Clinton</category><category>deficit</category><category>women</category><category>Pat Waite</category><category>Losers</category><category>Bill Richardson</category><category>http://www.blogger.com/img/blank.gif</category><category>super tuesday</category><category>Wheatland High School</category><category>negative campaigning</category><category>equal rights</category><category>law</category><category>Michelle Obama</category><category>Boehner</category><category>Primary</category><category>Phil Gramm</category><category>Corrupt GOP</category><category>Cheaters</category><category>surge</category><category>Attack ads</category><category>Google</category><category>District 10</category><category>Economy</category><category>grassroots</category><category>caged animals</category><category>proposition 9</category><category>Call to Action</category><category>pathetic</category><category>Hillary Clinton</category><category>vote</category><category>failure</category><category>drill</category><category>CA GOP</category><category>Sarah Palin</category><category>Ram Singh</category><category>Josh</category><title>Santa Clara County Democratic Party</title><description></description><link>http://sccdpblog.sccdp.org/</link><managingEditor>noreply@blogger.com (David)</managingEditor><generator>Blogger</generator><openSearch:totalResults>357</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><item><guid isPermaLink='false'>tag:blogger.com,1999:blog-1730480226670083967.post-5571795728332808094</guid><pubDate>Mon, 14 May 2012 15:43:00 +0000</pubDate><atom:updated>2012-05-14T08:43:58.438-07:00</atom:updated><title>A Romney economy</title><description>What did Romney do when he was involved with Bain Capital? &amp;nbsp;He destroyed good paying American jobs so that his company could make profits for a few individuals. &amp;nbsp;No one is against profit, but when it comes at the expense of American workers we all are harmed.&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/sWiSFwZJXwE" width="560"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1730480226670083967-5571795728332808094?l=sccdpblog.sccdp.org' alt='' /&gt;&lt;/div&gt;</description><link>http://sccdpblog.sccdp.org/2012/05/romney-economy.html</link><author>noreply@blogger.com (Jacquie)</author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/sWiSFwZJXwE/default.jpg' height='72' width='72'/><thr:total>0</thr:total></item><item><guid isPermaLink='false'>tag:blogger.com,1999:blog-1730480226670083967.post-6604794179970077460</guid><pubDate>Thu, 26 Apr 2012 15:34:00 +0000</pubDate><atom:updated>2012-04-26T08:34:03.761-07:00</atom:updated><title>To be fair one needs to be truthful</title><description>Willard "Mitt" Romney is on the campaign trail, however he seems to think that campaigning gives one the right to lie at will. &amp;nbsp;Watch for yourself, and feel free to share this video with your friends and family members. &amp;nbsp;We can't let Willard get away with lying at will.&lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/VrfxymxuyxA" width="560"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1730480226670083967-6604794179970077460?l=sccdpblog.sccdp.org' alt='' /&gt;&lt;/div&gt;</description><link>http://sccdpblog.sccdp.org/2012/04/to-be-fair-one-needs-to-be-truthful.html</link><author>noreply@blogger.com (Jacquie)</author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/VrfxymxuyxA/default.jpg' height='72' width='72'/><thr:total>0</thr:total></item><item><guid isPermaLink='false'>tag:blogger.com,1999:blog-1730480226670083967.post-8633086768733075897</guid><pubDate>Thu, 12 Apr 2012 23:12:00 +0000</pubDate><atom:updated>2012-04-12T16:12:25.035-07:00</atom:updated><title>Measure B will cost taxpayers millions</title><description>&lt;span style="font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt;"&gt;&lt;span style="color: #222222; font-family: Georgia, 'Times New Roman', serif;"&gt;In June the residents of San Jose will be asked to weigh in on Measure B.&amp;nbsp; The Santa Clara County Democratic Central Committee is recommending a “NO” vote on Measure B, and we would like you to know why.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt;"&gt;&lt;span style="font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt;"&gt;&lt;span style="font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;span style="color: #222222;"&gt;First, &lt;/span&gt;no one is arguing that pension changes are not necessary; rather it is the way these changes are being proposed that is the problem.&amp;nbsp; In 2010 voters passed Measures V and W, had the city in good faith negotiated with labor over pensions San Jose would have seen almost two years of savings to date.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt;"&gt;&lt;span style="font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt;"&gt;&lt;span style="font-family: Georgia, 'Times New Roman', serif;"&gt;The city claimed that labor was not giving up enough to fix the pension problem, however we now know that Mayor Reed was citing a $650 million dollar shortfall, a number which has been discredited. &amp;nbsp;Labor had offered up hundreds of millions of dollars in concessions, which, had they been accepted, would have put us on the road to fixing the pension system in San Jose.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt;"&gt;&lt;span style="font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt;"&gt;&lt;span style="font-family: Georgia, 'Times New Roman', serif;"&gt;Additionally there are changes to disability, health insurance and more.&amp;nbsp; These changes include the possibility that a public safety person who is hurt on the job could be denied disability payments by the city, even if the person is determined to be disabled enough that they could not perform their job.&amp;nbsp; For instance, a public safety employee is hurt on the job and can no longer do their job.&amp;nbsp; The city than determines that the person can do another city job and move them to that job.&amp;nbsp; The problem is the next part:&amp;nbsp; if there are no job openings the person will not receive disability and will be without employment.&amp;nbsp; Imagine that a public safety employee, risking their life, is hurt and there is no open position for them to move into, they will be without a job and any disability payments.&amp;nbsp; Is this really how we want to treat those who protect us? &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt;"&gt;&lt;span style="font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt;"&gt;&lt;span style="font-family: Georgia, 'Times New Roman', serif;"&gt;Had the city and labor come to an agreement shortly after V and W were passed the pension system in San Jose would have seen an infusion of needed funds. &amp;nbsp;What we have now though is Measure B, which if passed, will be brought to court immediately. &amp;nbsp;Not only will it be brought to court, but the measure itself could be put on hold until the court decides if it is illegal or not. &amp;nbsp;All told we are looking at a year, or longer, without any additional funding to our problematic pension system. &amp;nbsp;In addition the city will need to pay legal fees to defend their position in court, on top of the two court cases they have already lost (one of which also involved the city paying for the petitioner's legal fees).&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt;"&gt;&lt;span style="font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt;"&gt;&lt;span style="font-family: Georgia, 'Times New Roman', serif;"&gt;If Measure B is ruled illegal, after the court battle, San Jose will have wasted millions of dollars without any fixes to the problem.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt;"&gt;&lt;span style="font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt;"&gt;&lt;span style="font-family: Georgia, 'Times New Roman', serif;"&gt;Voting NO on Measure B will force the city council and labor to sit down and come to an agreement on fixing the pension problem. &amp;nbsp;Voting NO will save our city from a costly legal battle we could well lose. &amp;nbsp;Voting NO on Measure B can actually start to fix the pension system sooner than if Measure B passes.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt;"&gt;&lt;span style="font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt;"&gt;&lt;span style="color: #222222; font-family: Georgia, 'Times New Roman', serif;"&gt;Secondly, our informed opinion is that Measure B goes about fixing our pension issue the wrong way.&amp;nbsp; Measure B scapegoats city employees too heavily for the economic crisis cities and counties all over the country are facing, Measure B permanently codifies many changes that go beyond simple reform of pensions.&amp;nbsp; We also believe that the better approach is to work with the city's labor unions to collaboratively find solutions to the problem.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt;"&gt;&lt;span style="color: #222222; font-family: Georgia, 'Times New Roman', serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: 0.0001pt;"&gt;&lt;span style="color: #222222;"&gt;&lt;span style="font-family: Georgia, 'Times New Roman', serif;"&gt;We are all in this boat together; residents, employees, business, and we need to make sure the way forward will create solid economic footing for the foreseeable future.&amp;nbsp; Measure B does not achieve that goal, if passed Measure B will cost the residents of San Jose millions of dollars and if the courts throw out Measure B (as many legal scholars think will happen), we are that much further behind.&amp;nbsp; Vote NO on Measure B and demand that Labor and the City of San Jose do their jobs and reach an agreement that is viable for everyone.&lt;/span&gt;&lt;span style="font-family: Arial, sans-serif; font-size: 10pt;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1730480226670083967-8633086768733075897?l=sccdpblog.sccdp.org' alt='' /&gt;&lt;/div&gt;</description><link>http://sccdpblog.sccdp.org/2012/04/measure-b-will-cost-taxpayers-millions.html</link><author>noreply@blogger.com (Jacquie)</author><thr:total>0</thr:total></item><item><guid isPermaLink='false'>tag:blogger.com,1999:blog-1730480226670083967.post-5224212602769042217</guid><pubDate>Thu, 16 Feb 2012 23:10:00 +0000</pubDate><atom:updated>2012-02-16T15:16:58.224-08:00</atom:updated><title>What's Wrong With This Picture?</title><description>&lt;img 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" 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&lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif][if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Table Normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0in 5.4pt 0in 5.4pt;  mso-para-margin-top:0in;  mso-para-margin-right:0in;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0in;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;Here's a shot of today's hearing on birth control and "religious freedom." Notice anything strange? How odd that a panel on birth control would feature only men.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;The absurdity didn't go unnoticed by House Democrats, who &lt;a href="http://www.huffingtonpost.com/2012/02/16/contraception-hearing-house-democrats-walk-out_n_1281730.html"&gt;walked out&lt;/a&gt; of the hearing in protest.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;At a later news conference, House Minority Leader Nancy Pelosi &lt;a href="http://news.yahoo.com/democrats-protest-religious-freedom-hearing-155531756.html"&gt;asked&lt;/a&gt;, "Where are the women?" Questioning why Republicans would purposely exclude women from a panel on women's health, she added, "I may at some point be moved to explain biology to my colleagues." &lt;/p&gt;  &lt;p class="MsoNormal"&gt;President Obama's &lt;a href="http://articles.latimes.com/2012/feb/10/nation/la-na-contraceptives-fight-20120211"&gt;insistence&lt;/a&gt; that insurance companies offer birth control free of charge as preventative medicine has really sent Republicans off the deep end.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Frankly, many in the GOP are making fools of themselves on the subject -- how else to explain the recent statement by &lt;a href="http://2012.talkingpointsmemo.com/2012/02/santorum-backer-friess-gals-used-to-put-aspirin-between-their-knees-for-contraception.php"&gt;Foster Friess&lt;/a&gt;, billionaire backer of Rick Santorum, that in his day, "gals" put aspirin between their knees "and it wasn't that costly." &lt;/p&gt;  &lt;p class="MsoNormal"&gt;Given that &lt;a href="http://www.dailykos.com/story/2012/02/07/1062505/-Sorry-GOP-Poll-of-Catholics-finds-majority-supports-birth-control-coverage-"&gt;large majorities&lt;/a&gt; -- including large majorities of Catholics -- support the president's plan, it's hard to see how Republicans think that this is a winning issue, especially in this day and age. Thank goodness at least one party has its feet planted firmly in the 21&lt;sup&gt;st&lt;/sup&gt; century.&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1730480226670083967-5224212602769042217?l=sccdpblog.sccdp.org' alt='' /&gt;&lt;/div&gt;</description><link>http://sccdpblog.sccdp.org/2012/02/whats-wrong-with-this-picture.html</link><author>noreply@blogger.com (Rachel)</author><thr:total>0</thr:total></item><item><guid isPermaLink='false'>tag:blogger.com,1999:blog-1730480226670083967.post-4628349139049526746</guid><pubDate>Mon, 13 Feb 2012 18:21:00 +0000</pubDate><atom:updated>2012-02-13T10:32:07.087-08:00</atom:updated><category domain='http://www.blogger.com/atom/ns#'>http://www.blogger.com/img/blank.gif</category><title>Change we can believe in? It's working</title><description>As we look forward to more ways President Obama can work independently to move the country forward, let's not forget important progress that has already been made.  &lt;ul&gt;&lt;li&gt;The American Recovery and Reinvestment Act stopped an economic free-fall. Republicans claim that there has been a net job loss under Obama's administration, but those claims fail to acknowledge the massive jobs hemorrhage that he inherited, and they don't account for the slow but steady turn-around in employment that occurred after the Democratic stimulus plan took effect.  January was the 23rd consecutive month of job growth under President Obama's leadership.&lt;span style="mso-spacerun:yes"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;img style="width: 473px; height: 345px;" 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;(Perhaps unemployment would be even lower without &lt;a href="http://www.slate.com/blogs/moneybox/2012/01/16/the_rebound.html"&gt;massive government layoffs&lt;/a&gt; around the country, but these are the natural result of an austerity regime embraced by conservatives whose aversion to deficit spending does not include tax breaks for the wealthy or unlimited war.&lt;br /&gt;&lt;br /&gt;&lt;/li&gt;&lt;li&gt;The Affordable Care Act is quietly making a difference. Tax credits are &lt;a href="http://www.heritage.com/articles/2011/12/16/opinion/doc4eeb9eaa64a5f481469341.txt?viewmode=fullstory"&gt;helping small businesses&lt;/a&gt;; those with &lt;a href="http://www.latimes.com/news/opinion/commentary/la-oe-ward-in-praise-of-obamacare-20111206,0,6794828.story"&gt;pre-existing conditions&lt;/a&gt; can now access affordable health insurance; seniors are &lt;a href="http://www.tnr.com/blog/jonathan-cohn/98216/obamacare-seniors-medicare-drug-donut-hole-discount"&gt;saving money&lt;/a&gt; on their drug prescriptions, and a whopping &lt;a href="http://www.politico.com/news/stories/1211/70412.html"&gt;2.5 million&lt;/a&gt; young people are now insured, thanks to being able to piggy-back on their parents' insurance plans.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;And the law won't even be fully implemented for two more years!&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Now that's change we can believe in.&lt;br /&gt;&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Bailing out the auto industry saved the backbone of American manufacturing.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Republicans called the move "dangerous" and "a war on capitalism." Mitt Romney even issued a flat call to let &lt;a href="http://www.nytimes.com/2008/11/19/opinion/19iht-edromney.1.17959143.html"&gt;Detroit go bankrupt&lt;/a&gt;. Today, however, American car companies are &lt;a href="http://www.nytimes.com/2011/05/06/business/06motors.html?_r=1"&gt;climbing back&lt;/a&gt;, having gained market share for the first time in two decades; analysts also expect a third consecutive year of gains. While Republicans were willing to sacrifice American auto companies as well as the millions of livelihood dependent on the industry, Democrats were not. We were right.&lt;strong  style=" font-weight: normal;font-family:arial;"&gt;&lt;span style="Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;mso-ascii-theme-font:minor-latin; mso-hansi-theme-font:minor-latin;mso-bidi-Times New Roman&amp;quot;; mso-bidi-theme-font:minor-bidifont-family:&amp;quot;;" &gt;&lt;/span&gt;&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1730480226670083967-4628349139049526746?l=sccdpblog.sccdp.org' alt='' /&gt;&lt;/div&gt;</description><link>http://sccdpblog.sccdp.org/2012/02/change-we-can-believe-in-its-working.html</link><author>noreply@blogger.com (David)</author><thr:total>0</thr:total></item><item><guid isPermaLink='false'>tag:blogger.com,1999:blog-1730480226670083967.post-8743640619899620195</guid><pubDate>Wed, 01 Feb 2012 18:54:00 +0000</pubDate><atom:updated>2012-02-01T10:57:52.328-08:00</atom:updated><title>We can't wait: President Obama takes matters into his own hands</title><description>For those of us frustrated by a year of brinksmanship and inaction in Congress, President Obama is finally providing some welcome relief. Bypassing a legislative branch held hostage by those determined to thwart his agenda at any cost, the president has taken a number of steps recently to take matters into his own hands:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;In December, the White House &lt;a href="http://www.whitehouse.gov/the-press-office/2011/12/02/we-cant-wait-president-obama-announces-nearly-4-billion-investment-energ"&gt;announced&lt;/a&gt; a $4 billion energy investment program leveraging public and private funds to upgrade government buildings – at no cost to taxpayers. The program, part of a coordinated effort to help the economy with action that the Executive Branch can take without waiting for Congress to act, also includes a housing initiative designed to help people refinance their homes and a program to help repay student loans.&lt;br /&gt;&lt;br /&gt;&lt;/li&gt;&lt;li&gt;In early January, President Obama took advantage of the congressional recess to appoint Richard Cordray as head of the Consumer Financial Protection Bureau. The bureau was a key part of financial reform legislation passed in 2010, but fell victim to the Tea Party sweep in Congress later that year. While Cordray, a former Ohio attorney general, was well-qualified to lead the new agency, Republicans had refused to let his nomination even come up for a vote, insisting that the bureau itself would be too powerful in its oversight of consumer financial products. &lt;a href="http://www.washingtonpost.com/business/economy/cordray-moves-forward-despite-appointment-challenges/2012/01/05/gIQAsBEgdP_story.html"&gt;According to Cordray&lt;/a&gt;, the bureau has already begun overseeing payday lenders, mortgage servicers, private lenders and other nonbank financial firms that were unregulated before Obama’s financial reform legislation was passed.&lt;br /&gt;&lt;br /&gt;&lt;/li&gt;&lt;li&gt;A few weeks later, the White House announced a &lt;a href="http://www.nytimes.com/2012/01/07/us/path-to-green-card-for-illegal-immigrant-family-members-of-americans.html?_r=1"&gt;small but important&lt;/a&gt; change to immigration rules that will make it easier for citizens to get waivers for family members who may be in the country illegally. Previous rules had resulted in years of separation for family members and provided an incentive to stay in the legal shadows. Immigration specialists hailed the change as a "welcome rational solution to a simple problem" that will mean "thousands upon thousands of families will remain together."&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;While all these initiatives are a welcome sign of progress, they are just the beginning. With a Republican Party likely to double down on its intransigence in the coming election year, look for the president to make more of these moves in the months ahead.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1730480226670083967-8743640619899620195?l=sccdpblog.sccdp.org' alt='' /&gt;&lt;/div&gt;</description><link>http://sccdpblog.sccdp.org/2012/02/we-cant-wait-president-obama-takes.html</link><author>noreply@blogger.com (David)</author><thr:total>0</thr:total></item><item><guid isPermaLink='false'>tag:blogger.com,1999:blog-1730480226670083967.post-6441312960066654386</guid><pubDate>Sat, 19 Nov 2011 20:21:00 +0000</pubDate><atom:updated>2011-11-19T12:30:57.806-08:00</atom:updated><title>Republicans are driving working-class voters into the arms of the Democratic Party.  Are we ready?</title><description>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:dontvertaligncellwithsp/&gt;    &lt;w:dontbreakconstrainedforcedtables/&gt; 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 mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;The assault on unions finally brought the Republican Party the backlash it deserved: earlier this month, voters in Ohio &lt;a href="http://www2.nbc4i.com/news/2011/nov/09/ohio-year-election-turnout-highest-20-yrs-ar-821808/"&gt;resoundingly&lt;/a&gt; rejected the GOP's efforts to roll back collective bargaining for public employees.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;The reaction was so intense it took even party leaders by surprise and exposed the growing gap between working-class voters and the right-wing Republican base.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Coupled with the frustration and anger expressed in the nation-wide Occupy Wall Street protests, conservatives are getting nervous.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;As a writer for the neoconservative &lt;a href="http://www.weeklystandard.com/articles/losing-working-class_608007.html"&gt;&lt;i style="mso-bidi-font-style:normal"&gt;The Weekly Standard&lt;/i&gt;&lt;/a&gt; put it:&lt;/p&gt;  &lt;p class="MsoNormal"&gt;"The GOP base voter believes the deficit is as large a problem as the economy; the white working-class independent does not. The GOP base voter believes cutting entitlements is necessary to cut the deficit and that taxes on the rich should not be raised; the white working-class independent disagrees. The GOP base voter wants to stay in Iraq and Afghanistan; the white working-class independent wants to come home. The GOP base voter scorns Occupy Wall Street; the white working=class independent thinks the Occupiers have something of a point."&lt;/p&gt;  &lt;p class="MsoNormal"&gt;While the Republican Party struggles to appeal to these voters, Democrats should be jumping for joy. We don't have to bend over backwards to find common ground with this voting bloc: &lt;span style="font-style: italic;"&gt;We already support what they want! &lt;/span&gt;It is &lt;span style="font-weight: bold;"&gt;Democrats&lt;/span&gt;&lt;b style="mso-bidi-font-weight: normal"&gt; &lt;/b&gt;who defend Social Security and Medicare. It is&lt;b style="mso-bidi-font-weight:normal"&gt; Democrats&lt;/b&gt; who believe millionaires and corporations should pay their fair share.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;It is &lt;b style="mso-bidi-font-weight:normal"&gt;Democrats&lt;/b&gt; who want out of Iraq and Afghanistan.&lt;/p&gt;  &lt;p class="MsoNormal"&gt;Democrats are the party of the 99%.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;We can claim victory in 2012 by fighting hard for what voters &lt;i style="mso-bidi-font-style:normal"&gt;already expect us to defend&lt;/i&gt;.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Social Security and Medicare must not take a back seat to millionaire tax cuts. Wall Street must be held accountable. Jobs must come before deficits -- indeed, the current climate of austerity robs us of our ability to invest in our infrastructure and our people and guarantees economic hardship for years to come. &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;&lt;a href="http://www.politicaldog101.com/?p=38030"&gt;Poll&lt;/a&gt; after &lt;a href="http://www.dailykos.com/story/2011/11/18/1037820/-Republicans-and-independents-rank-job-creation-ahead-of-deficitreduction?detail=hide&amp;amp;via=blog_1"&gt;poll&lt;/a&gt; shows that Americans back Democratic priorities -- let's be loud and clear in defending those priorities. We must not be afraid to fight for the values -- justice, accountability, protecting the middle class -- that 99% of us hold dear.&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1730480226670083967-6441312960066654386?l=sccdpblog.sccdp.org' alt='' /&gt;&lt;/div&gt;</description><link>http://sccdpblog.sccdp.org/2011/11/republicans-are-driving-working-class.html</link><author>noreply@blogger.com (Rachel)</author><thr:total>1</thr:total></item><item><guid isPermaLink='false'>tag:blogger.com,1999:blog-1730480226670083967.post-3885927743859971830</guid><pubDate>Fri, 19 Aug 2011 17:00:00 +0000</pubDate><atom:updated>2011-08-19T10:09:50.221-07:00</atom:updated><title>Class Warfare?</title><description>Last Sunday, Warren Buffett, one of the richest men in the world, wrote a &lt;a href="http://www.nytimes.com/2011/08/15/opinion/stop-coddling-the-super-rich.html?_r=1"&gt;powerful op-ed&lt;/a&gt; in the New York Times asking that Congress "stop coddling the super-rich."  He pointed out that he pays a lower effective tax rat than any of his employees.  Returning the capital gains tax rates to historical levels and closing tax loopholes would help provide revenue to the federal government, and would ask the richest Americans to pay their fair share.&lt;br /&gt;&lt;br /&gt;Of course, Buffett has been attacked all week on Fox News and in other right-wing forums.  He has even been called a "socialist."  While Republicans in Congress go after spending for programs that benefit lower and middle class Americans, they turn their back on the $700 billion that would result from returning the top two tax brackets to where they were under President Clinton.&lt;br /&gt;&lt;br /&gt;While Republicans decry what they call "class warfare," they are making the case that the poor need to pay more taxes.  Keep in mind that while those with the lowest incomes often don't pay federal income tax, they do pay sales tax, vehicle license fees, gasoline tax, and plenty of other taxes.  Last night, Jon Stewart showed clips of these attacks on working Americans.  The worst was from Fox News, who questioned whether they really are "poor," since they have refrigerators and microwave ovens.  Watch the segment from the Daily Show shown below, but be warned - some of the clips made my stomach turn at the sheer callousness of the arguments.&lt;br /&gt;&lt;br /&gt;&lt;div style="background-color:#000000;width:520px;"&gt;&lt;div style="padding:4px;"&gt;&lt;embed src="http://media.mtvnservices.com/mgid:cms:video:thedailyshow.com:394983" type="application/x-shockwave-flash" allowfullscreen="true" allowscriptaccess="always" base="." flashvars="" height="288" width="512"&gt;&lt;/embed&gt;&lt;p style="text-align:left;background-color:#FFFFFF;padding:4px;margin-top:4px;margin-bottom:0px;font-family:Arial, Helvetica, sans-serif;font-size:12px;"&gt;&lt;b&gt;&lt;a href="http://www.thedailyshow.com/watch/thu-august-18-2011/world-of-class-warfare---the-poor-s-free-ride-is-over"&gt;The Daily Show - World of Class Warfare - The Poor's Free Ride Is Over&lt;/a&gt;&lt;/b&gt;&lt;br /&gt;Get More: &lt;a href="http://www.thedailyshow.com/full-episodes/"&gt;Daily Show Full Episodes&lt;/a&gt;,&lt;a href="http://www.indecisionforever.com/"&gt;Political Humor &amp;amp; Satire Blog&lt;/a&gt;,&lt;a href="http://www.facebook.com/thedailyshow"&gt;The Daily Show on Facebook&lt;/a&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1730480226670083967-3885927743859971830?l=sccdpblog.sccdp.org' alt='' /&gt;&lt;/div&gt;</description><link>http://sccdpblog.sccdp.org/2011/08/last-sunday-warren-buffett-one-of.html</link><author>noreply@blogger.com (David)</author><thr:total>0</thr:total></item><item><guid isPermaLink='false'>tag:blogger.com,1999:blog-1730480226670083967.post-675943562689950950</guid><pubDate>Fri, 03 Jun 2011 22:41:00 +0000</pubDate><atom:updated>2011-06-03T16:36:18.522-07:00</atom:updated><title>Nancy Pelosi Makes the Case for 2012</title><description>In an&lt;a href="http://abcnews.go.com/Politics/exclusive-pelosi-democrats-good-chance-win-back-house/story?id=13737681"&gt; interview with ABC&lt;/a&gt; this week, Nancy Pelosi said that Democrats  have "a very good chance" of taking back the House in 2012, laying out the party's election-year strategy in the clearest possible terms:  "What we want is to change the view that the Republicans have that it is  OK to abolish Medicare [and] to make seniors pay more for less while we  give tax breaks to big oil. &lt;span style="font-weight: bold;"&gt;That's not a formula that I think works for  the middle class.&lt;/span&gt;"&lt;br /&gt;&lt;br /&gt;Pelosi was unbending in her successful fight against Republican attempts to privatize Social Security in 2005, and she has been just as ardent in defending Medicare, insisting that cuts to benefits for seniors are "absolutely" off the table. &lt;br /&gt;&lt;br /&gt;Prioritizing Grandma's health care over tax cuts for millionaires?  That's not just a winning message; it's how civilized societies operate.  Let those who think otherwise defend their position. In fact, looking ahead to 2012, Democrats should give them every opportunity to do so.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1730480226670083967-675943562689950950?l=sccdpblog.sccdp.org' alt='' /&gt;&lt;/div&gt;</description><link>http://sccdpblog.sccdp.org/2011/06/nancy-pelosi-makes-case-for-2012.html</link><author>noreply@blogger.com (Rachel)</author><thr:total>0</thr:total></item><item><guid isPermaLink='false'>tag:blogger.com,1999:blog-1730480226670083967.post-711449617736297928</guid><pubDate>Thu, 02 Jun 2011 00:13:00 +0000</pubDate><atom:updated>2011-06-02T15:01:13.752-07:00</atom:updated><title>The Price We Pay for Millionaire Tax Cuts</title><description>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt; 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 &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Table Normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0in 5.4pt 0in 5.4pt;  mso-para-margin-top:0in;  mso-para-margin-right:0in;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0in;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;Even though their latest &lt;a href="http://www.nytimes.com/2011/06/01/us/politics/01fiscal.html?_r=1&amp;amp;hp#"&gt;show-vote &lt;/a&gt;on the deficit is now behind them, don't expect Republicans to let up on their austerity plans any time soon.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;After all, &lt;a href="http://www.washingtonmonthly.com/political-animal/2011_06/there_they_go_again029941.php"&gt;"We're broke,&lt;/a&gt;" says House Speaker John Boehner, a sentiment echoed ad nauseum by conservative politicians, pundits and teabaggers everywhere.&lt;/p&gt;  &lt;p class="MsoNormal"&gt;What &lt;i style="mso-bidi-font-style:normal"&gt;can&lt;/i&gt; we afford, according to this group?&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Well, tax cuts for millionaires, actually.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Every time you hear a prominent conservative wring his or her hands over the country's huge deficit remember this:&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;those deficits are caused almost entirely by the Bush tax cuts for the wealthy.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Even the wars in Iraq and Afghanistan (put entirely on the nation's credit card without a peep from the GOP, by the way) don't contribute as much to the deficit problem as those tax breaks given to our richest citizens.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Late last year, in the middle of an unemployment crisis not seen in decades, Republicans even &lt;a href="http://www.nytimes.com/2010/12/06/us/politics/06talkshows.html"&gt;threatened&lt;/a&gt; to cut jobless benefits unless tax breaks for the wealthy were protected.&lt;/p&gt;  &lt;p class="MsoNormal"&gt;We know then, according to the GOP, that tax cuts for millionaires are more important than unemployment benefits or continuing &lt;a href="http://www.washingtonmonthly.com/political-animal/2011_06/there_they_go_again029941.php"&gt;Medicare&lt;/a&gt;.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;What else must be cut so we can continue to line the pockets of the rich? Here's a small sample:&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;a href="http://articles.latimes.com/2011/apr/15/nation/la-na-gop-budget-20110416"&gt;Medicaid&lt;/a&gt;&lt;/p&gt;   &lt;p class="MsoNormal"&gt;&lt;a href="http://www.washingtonpost.com/politics/food-safety-advocates-decry-fda-cuts/2011/05/27/AGzY7yEH_story.html"&gt;Food safety&lt;/a&gt;&lt;/p&gt;&lt;a href="http://www.dailymail.co.uk/news/article-1358583/GOP-defy-threats-Presidential-Veto-Congress-vote-cut-61billion-federal-budget.html"&gt;Schools, environmental protection, healthcare&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.sodahead.com/united-states/gop-wants-to-cut-epa-budget-by-a-third-is-this-a-smart-idea/question-1557677/"&gt;Clean air and drinking water&lt;/a&gt;&lt;br /&gt;&lt;p class="MsoNormal"&gt;&lt;a href="http://climateprogress.org/2011/05/01/tornado-forecasting-saved-countless-lives-this-week-too-bad-congress-including-alabamas-entire-delegation-voted-against-maintaining-forecast-quality/"&gt;Weather forecasting satellites&lt;/a&gt; and &lt;a href="http://schuylerthorpe.wordpress.com/2011/03/18/republicans-vote-to-cut-budget-to-pacific-tsunami-warning-center/"&gt;tsunami warning centers&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;a href="http://thinkprogress.org/2011/05/24/cantor-disaster-relief/"&gt;Disaster relief for tornado victims&lt;/a&gt;&lt;/p&gt;  &lt;a href="http://www.dailymail.co.uk/news/article-1358583/GOP-defy-threats-Presidential-Veto-Congress-vote-cut-61billion-federal-budget.html"&gt;Public broadcasting&lt;/a&gt;      &lt;p class="MsoNormal"&gt;&lt;a href="http://blogs.delawareonline.com/allgreentome/2011/02/18/house-gop-votes-to-bar-epa-action-strip-money-from-planned-parenthood/"&gt;Financial regulation&lt;/a&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;a href="http://www.americanprogress.org/issues/2011/04/disinvesting_america.html"&gt;Infrastructure investment and research&lt;/a&gt;&lt;/p&gt;    &lt;p class="MsoNormal"&gt; &lt;/p&gt;  &lt;p class="MsoNormal"&gt;The chart below, from the Center on Budget and Policy Priorities, illustrates the source of our current fiscal deficit. The list above actually illustrates something else:&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;the GOP's moral deficit.&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;img 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alt="" /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;UPDATE:  Add &lt;a href="http://www.washingtonpost.com/politics/house-gop-pushes-back-against-health-measures-affecting-school-lunches-tobacco/2011/06/01/AG0jUjGH_story.html"&gt;nutritious school lunches&lt;/a&gt; to the list of things we "can't afford" because millionaires need their tax cuts.&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1730480226670083967-711449617736297928?l=sccdpblog.sccdp.org' alt='' /&gt;&lt;/div&gt;</description><link>http://sccdpblog.sccdp.org/2011/06/price-we-pay-for-millionaire-tax-cuts.html</link><author>noreply@blogger.com (Rachel)</author><thr:total>0</thr:total></item><item><guid isPermaLink='false'>tag:blogger.com,1999:blog-1730480226670083967.post-7653671714656842658</guid><pubDate>Thu, 26 May 2011 16:32:00 +0000</pubDate><atom:updated>2011-05-26T09:47:12.081-07:00</atom:updated><title>End of the Line for the 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&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Table Normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0in 5.4pt 0in 5.4pt;  mso-para-margin-top:0in;  mso-para-margin-right:0in;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0in;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;Has the Tea Party Express finally come to the end of the line?&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;This week's surprise &lt;a href="http://www.npr.org/blogs/itsallpolitics/2011/05/25/136629935/democrat-kathy-hochul-wins-ny-special-election-for-house-seat"&gt;special-election victory &lt;/a&gt;of Democrat Kathy Hochul over her Republican opponents in a bright red congressional district is just the latest indication that -- perhaps -- the public might not care for the radical conservative agenda being pushed by today's GOP.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;While action on the usual divisive issues like &lt;a href="http://thehill.com/blogs/healthwatch/health-reform-implementation/139081-gop-healthcare-agenda-to-limit-abortions-probe-dem-reforms"&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;abortion&lt;/span&gt;&lt;/a&gt; may have been expected, voters apparently were not prepared for a wholesale attack on &lt;a href="http://www.cbsnews.com/stories/2011/02/16/national/main20032540.shtml"&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;unions&lt;/span&gt;&lt;/a&gt;, drastic cuts to &lt;a href="http://www.reuters.com/article/2011/05/11/us-usa-budget-funding-idUSTRE74A6GC20110511"&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;education&lt;/span&gt;&lt;/a&gt; and &lt;a href="http://www.washingtonmonthly.com/archives/individual/2011_02/028040.php"&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;infrastructure&lt;/span&gt;&lt;/a&gt;, and, of course, the straw that broke the camel's back: the &lt;span style="color: rgb(0, 0, 0);"&gt;elimination&lt;/span&gt; of &lt;a href="http://content.usatoday.com/communities/onpolitics/post/2011/04/medicare-town-hall-meetings-paul-ryan-/1"&gt;Medicare&lt;/a&gt;.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Though conservatives were riding high after sweeping victories last November, voter remorse has quickly set in.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Recalls are in motion in Wisconsin, where Governor Scott Walker would &lt;a href="http://tpmdc.talkingpointsmemo.com/2011/05/ppp-poll-wisconsin-wants-to-recall-walker----and-put-dems-in-the-state-senate.php"&gt;lose&lt;/a&gt; today against his Democratic opponent. Michigan's radical Republican Governor Rick Snyder's approval is a &lt;a href="http://www.dailykos.com/story/2011/05/20/977807/-Petition-drive-to-recall-Michigan-Governor-Rick-Snyder-starts-tomorrow"&gt;dismal 33 percent&lt;/a&gt;.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Rick Scott, the Florida Republican whose "jobs budget" lays off 4,500 workers, is now one of the most &lt;a href="http://www.miamiherald.com/2011/05/24/2235317/poll-rick-scott-among-the-least.html"&gt;unpopular&lt;/a&gt; governors in the nation, according to the latest Quinnipiac poll.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Ohio's anti-union John Kasich would lose a do-over election by &lt;a href="http://tpmdc.talkingpointsmemo.com/2011/05/poll-gov-kasich-would-lose-do-over-election-by-25-points.php?ref=fpb"&gt;25 points&lt;/a&gt;. Even the vaunted Rick Perry of Texas is &lt;a href="http://www.texastribune.org/texas-politics/2012-presidential-election/perrys-not-the-texas-frontrunner-uttt-poll-finds/"&gt;teetering&lt;/a&gt;:&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;his ratings are split 41-42 percent approval/disapproval, with 28 percent "strongly" disapproving; only seven percent of Texas voters think he should run for President.&lt;/p&gt;  &lt;p class="MsoNormal"&gt;With voters once again waking up to the mess made when conservatives are in charge, it's up to Democrats to remind the electorate that "every man for himself" is not exactly the moral vision our Founders had in mind for their City on a Hill.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Our party believes in a government that serves more than just the top one percent of the country.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;It's a contrast that grows brighter against the backdrop of an increasingly radical Republican agenda, and one that Democrats must highlight every chance we get.&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1730480226670083967-7653671714656842658?l=sccdpblog.sccdp.org' alt='' /&gt;&lt;/div&gt;</description><link>http://sccdpblog.sccdp.org/2011/05/end-of-line-for-tea-party.html</link><author>noreply@blogger.com (Rachel)</author><thr:total>0</thr:total></item><item><guid isPermaLink='false'>tag:blogger.com,1999:blog-1730480226670083967.post-1066753046498938214</guid><pubDate>Thu, 19 May 2011 22:04:00 +0000</pubDate><atom:updated>2011-05-19T15:04:56.114-07:00</atom:updated><title>Redistricting in California: Notes from a Panel at the Cal Dem Convention</title><description>&lt;i&gt;Reposted from my site: &lt;/i&gt;&lt;br /&gt;&lt;br /&gt;As a representative to the California Democratic Convention, I thought it only appropriate to bring back some notes. The most interesting panel was on redistricting. Here are my rough notes on the content of the panel.&lt;br /&gt;&lt;h2&gt;Citizens Redistricting Commission&lt;/h2&gt;As you know, because of 2 ballot measures last year, the districts will be drawn by a &lt;a title="The Citizens Redistricting Commission" href="http://wedrawthelines.ca.gov" target="_blank"&gt;The Citizens' Redistricting Commission&lt;/a&gt; comprised of Republicans, Democrats and Decline-to-State voters. The commission is set up so that any map proposed by the commission needs to get a super-majority of votes from the commission, so it will not be possible to have an all-Democrat map, or an All Republican-map.&lt;br /&gt;&lt;br /&gt;Information on the &lt;span style="text-decoration: underline;"&gt;make up of the commission&lt;/span&gt; can be &lt;a title="makeup of the commission" href="http://wedrawthelines.ca.gov/commission.html" target="_blank"&gt;found here&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;Read the &lt;a href="http://www.electbillroth.com"&gt;full post here.&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1730480226670083967-1066753046498938214?l=sccdpblog.sccdp.org' alt='' /&gt;&lt;/div&gt;</description><link>http://sccdpblog.sccdp.org/2011/05/redistricting-in-california-notes-from.html</link><author>noreply@blogger.com (Bill Roth)</author><thr:total>0</thr:total></item><item><guid isPermaLink='false'>tag:blogger.com,1999:blog-1730480226670083967.post-8586639309028838883</guid><pubDate>Mon, 16 May 2011 23:15:00 +0000</pubDate><atom:updated>2011-05-24T13:15:05.653-07:00</atom:updated><title>The Auto Industry Bail-Out:  The Hidden Success Story</title><description>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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 mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;"Just giving them $25 billion doesn't change anything."&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;It's a "road to nowhere."&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;Do it, and "you can kiss the American automotive industry goodbye."&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;What do all these statements have in common?&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;They're straight from the mouths of prominent Republicans, heaping scorn on the auto industry bailout. Coming at the depths of the financial crisis late in 2008, lending limited government support to an American auto industry teetering on the brink of collapse wasn't the most popular move, but it was championed by President Obama and Congressional Democrats as a way of saving one of the cornerstones of U.S. manufacturing, as well as the vast network of businesses and the thousands of jobs that went with it.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;The list of those who opposed the plan could be a line-up for a Fox News presidential debate:&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Mitch Daniels, Mitt Romney, Mike Huckabee, Tim Pawlenty, Newt Gingrich, Ron Paul, and Michele Bachmann all assailed the idea as doomed to failure.&lt;/p&gt;  &lt;p class="MsoNormal"&gt;In fact, the bailout was a risky move that paid off, saving thousands of jobs at a critical time.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Today, GM has reported its &lt;a href="http://www.latimes.com/business/la-fi-gm-earns-20110506,0,5125381.story"&gt;fifth consecutive profitable quarter&lt;/a&gt;, and all three Detroit carmakers are posting &lt;a href="http://www.ft.com/intl/cms/s/0/33a54486-7195-11e0-9b7a-00144feabdc0.html#axzz1MYd07TPq"&gt;their first operating profits&lt;/a&gt; since 2004.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Moreover, taxpayers are on track to recoup the lion's share of bailout costs.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;As the Washington Post's E.J. Dionne &lt;a href="http://www.washingtonpost.com/opinions/rescuing-detroit-no-news-about-governments-good-news/2011/05/06/AFccPPTG_story.html"&gt;summarizes&lt;/a&gt;, "Allowing the market to operate without any intervention by the government would have wiped out a large part of the business that is based in Midwestern states.  This &lt;span style="font-style: italic;"&gt;irreversible&lt;/span&gt; decision would have damaged the economy, many communities and tens of thousands of families."&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;The rescue of the auto industry is indeed one of the &lt;a href="http://www.washingtonmonthly.com/political-animal/2011_05/turning_the_auto_bailout_into029591.php"&gt;biggest, but under-reported, success stories&lt;/a&gt;.&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;It's time to get the word out.   &lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="mso-bidi-mso-bidi-theme-font:minor-latin;font-family:Calibri;" &gt;UPDATE:  Chrysler is on the upswing, too, announcing that it has &lt;a href="http://www.nytimes.com/2011/05/25/business/25chrysler.html?_r=1"&gt;repaid its bail-out loans&lt;/a&gt; to the U.S. government -- six years early.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p&gt;&lt;span style="Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;mso-ascii-theme-font: minor-latin;mso-hansi-theme-font:minor-latin;mso-bidi-theme-font:minor-latinfont-family:&amp;quot;;font-size:11.0pt;"  &gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1730480226670083967-8586639309028838883?l=sccdpblog.sccdp.org' alt='' /&gt;&lt;/div&gt;</description><link>http://sccdpblog.sccdp.org/2011/05/auto-industry-bail-out-hidden-success.html</link><author>noreply@blogger.com (Rachel)</author><thr:total>0</thr:total></item><item><guid isPermaLink='false'>tag:blogger.com,1999:blog-1730480226670083967.post-5914315002523944409</guid><pubDate>Tue, 10 May 2011 01:07:00 +0000</pubDate><atom:updated>2011-05-10T16:41:44.132-07:00</atom:updated><title>Republicans take another stand for the wealthy and privileged</title><description>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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 mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;&lt;span style=" line-height: 115%; Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;font-family:&amp;quot;;font-size:11pt;"  &gt;There they go again.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Last week, determined once more to stand up for their wealthy benefactors, Senate Republicans moved to &lt;a href="http://tpmdc.talkingpointsmemo.com/2011/05/republicans-make-power-play-to-gut-consumer-financial-protection-bureau.php"&gt;block&lt;/a&gt; implementation of the Consumer Financial Protection Bureau, unless it was considerably weakened. &lt;/span&gt;&lt;span style=" line-height: 115%; Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;font-family:&amp;quot;;font-size:11pt;"  &gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;Created as part of financial reform legislation to protect consumers against predatory lending practices, the agency has been strongly opposed by the financial services industry, who are particularly opposed to Elizabeth Warren, the Harvard professor and consumer advocate whom President Obama tasked with getting the new agency on its feet and who has been an ardent proponent of Wall Street reform.&lt;span style=""&gt; &lt;/span&gt;&lt;/span&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-US&lt;/w:LidThemeOther&gt; 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&lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Table Normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0in 5.4pt 0in 5.4pt;  mso-para-margin-top:0in;  mso-para-margin-right:0in;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0in;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;&lt;span style=" line-height: 115%; Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;font-family:&amp;quot;;font-size:11pt;"  &gt;&lt;br /&gt;&lt;br /&gt;While GOP senators were busy defending bankers, their colleagues in the House were doing the same for the oil industry. Even though oil company profits are surging -- Exxon-Mobil reported profits up 69% this year alone -- House Republicans &lt;a href="http://thehill.com/blogs/e2-wire/677-e2-wire/159441-house-gop-rejects-effort-by-democrats-to-vote-on-repealing-oil-inudstry-tax-subsidy"&gt;rebuffed&lt;/a&gt; a Democratic attempt to repeal billions of dollars in oil industry subsidies.&lt;/span&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:dontvertaligncellwithsp/&gt;    &lt;w:dontbreakconstrainedforcedtables/&gt;    &lt;w:dontvertalignintxbx/&gt;    &lt;w:word11kerningpairs/&gt;    &lt;w:cachedcolbalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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 mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0in 5.4pt 0in 5.4pt;  mso-para-margin-top:0in;  mso-para-margin-right:0in;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0in;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;    &lt;p class="MsoNormal"&gt;Coming on the heels of Republican calls to turn Medicare into a voucher system, these latest moves only underscore the GOP's true priorities:&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Protect the wealthy and powerful at all costs.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;/p&gt;  &lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:dontvertaligncellwithsp/&gt;    &lt;w:dontbreakconstrainedforcedtables/&gt;    &lt;w:dontvertalignintxbx/&gt;    &lt;w:word11kerningpairs/&gt;    &lt;w:cachedcolbalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt;   &lt;w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Normal"&gt;   &lt;w:lsdexception locked="false" priority="9" semihidden="false" unhidewhenused="false" qformat="true" name="heading 1"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 2"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 3"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 4"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 5"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 6"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 7"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 8"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 9"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 1"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 2"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 3"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 4"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 5"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 6"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 7"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 8"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 9"&gt;   &lt;w:lsdexception locked="false" priority="35" qformat="true" name="caption"&gt;   &lt;w:lsdexception locked="false" priority="10" semihidden="false" unhidewhenused="false" qformat="true" name="Title"&gt;   &lt;w:lsdexception locked="false" priority="1" name="Default Paragraph Font"&gt;   &lt;w:lsdexception locked="false" priority="11" semihidden="false" unhidewhenused="false" qformat="true" name="Subtitle"&gt;   &lt;w:lsdexception locked="false" priority="22" semihidden="false" unhidewhenused="false" qformat="true" name="Strong"&gt;   &lt;w:lsdexception locked="false" priority="20" semihidden="false" unhidewhenused="false" qformat="true" name="Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="59" semihidden="false" unhidewhenused="false" name="Table Grid"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Placeholder Text"&gt;   &lt;w:lsdexception locked="false" priority="1" semihidden="false" unhidewhenused="false" qformat="true" name="No Spacing"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Revision"&gt;   &lt;w:lsdexception locked="false" priority="34" semihidden="false" unhidewhenused="false" qformat="true" name="List Paragraph"&gt;   &lt;w:lsdexception locked="false" priority="29" semihidden="false" unhidewhenused="false" qformat="true" name="Quote"&gt;   &lt;w:lsdexception locked="false" priority="30" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Quote"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 3"&gt; 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  &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="19" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="21" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"&gt;   &lt;w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"&gt;   &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Table Normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0in 5.4pt 0in 5.4pt;  mso-para-margin-top:0in;  mso-para-margin-right:0in;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0in;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:dontvertaligncellwithsp/&gt;    &lt;w:dontbreakconstrainedforcedtables/&gt;    &lt;w:dontvertalignintxbx/&gt;    &lt;w:word11kerningpairs/&gt;    &lt;w:cachedcolbalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt;   &lt;w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Normal"&gt;   &lt;w:lsdexception locked="false" priority="9" semihidden="false" unhidewhenused="false" qformat="true" name="heading 1"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 2"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 3"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 4"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 5"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 6"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 7"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 8"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 9"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 1"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 2"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 3"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 4"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 5"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 6"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 7"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 8"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 9"&gt;   &lt;w:lsdexception locked="false" priority="35" qformat="true" name="caption"&gt;   &lt;w:lsdexception locked="false" priority="10" semihidden="false" unhidewhenused="false" qformat="true" name="Title"&gt;   &lt;w:lsdexception locked="false" priority="1" name="Default Paragraph Font"&gt;   &lt;w:lsdexception locked="false" priority="11" semihidden="false" unhidewhenused="false" qformat="true" name="Subtitle"&gt;   &lt;w:lsdexception locked="false" priority="22" semihidden="false" unhidewhenused="false" qformat="true" name="Strong"&gt;   &lt;w:lsdexception locked="false" priority="20" semihidden="false" unhidewhenused="false" qformat="true" name="Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="59" semihidden="false" unhidewhenused="false" name="Table Grid"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Placeholder Text"&gt;   &lt;w:lsdexception locked="false" priority="1" semihidden="false" unhidewhenused="false" qformat="true" name="No Spacing"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Revision"&gt;   &lt;w:lsdexception locked="false" priority="34" semihidden="false" unhidewhenused="false" qformat="true" name="List Paragraph"&gt;   &lt;w:lsdexception locked="false" priority="29" semihidden="false" unhidewhenused="false" qformat="true" name="Quote"&gt;   &lt;w:lsdexception locked="false" priority="30" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Quote"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="19" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="21" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"&gt;   &lt;w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"&gt;   &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Table Normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0in 5.4pt 0in 5.4pt;  mso-para-margin-top:0in;  mso-para-margin-right:0in;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0in;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:dontvertaligncellwithsp/&gt;    &lt;w:dontbreakconstrainedforcedtables/&gt;    &lt;w:dontvertalignintxbx/&gt;    &lt;w:word11kerningpairs/&gt;    &lt;w:cachedcolbalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt;   &lt;w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Normal"&gt;   &lt;w:lsdexception locked="false" priority="9" semihidden="false" unhidewhenused="false" qformat="true" name="heading 1"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 2"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 3"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 4"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 5"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 6"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 7"&gt; 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&lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Table Normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0in 5.4pt 0in 5.4pt;  mso-para-margin-top:0in;  mso-para-margin-right:0in;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0in;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;UPDATE: &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;&lt;a href="http://tpmdc.talkingpointsmemo.com/2011/05/harry-reid-to-gop-end-oil-subsidies-if-you-want-to-cut-deficit.php?ref=fpa"&gt;Senate Democrats are taking up where their House colleagues left off:&lt;/a&gt;&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Senate Majority Leader Harry Reid announced Tuesday that the Senate would target $4 billion in oil company subsidies.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;"It's a no-brainer" he said.  &lt;span style="mso-spacerun:yes"&gt;&lt;/span&gt;"Let's use the savings from these taxpayer giveaways to drive down the deficit, not drive up oil company profits."  &lt;span style="mso-spacerun:yes"&gt;&lt;/span&gt;Added Missouri Democrat Claire McCaskill, "If we cannot end subsidies to the five biggest most profitable corporations in the history of the planet that come from the federal taxpayer, than I don't think anyone should be talking about deficit reduction."&lt;/p&gt;  &lt;span style=" line-height: 115%; Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;font-family:&amp;quot;;font-size:11pt;"  &gt;&lt;span style=""&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt; 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  &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt;   &lt;w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Normal"&gt;   &lt;w:lsdexception locked="false" priority="9" semihidden="false" unhidewhenused="false" qformat="true" name="heading 1"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 2"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 3"&gt; 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  &lt;w:lsdexception locked="false" priority="39" name="toc 9"&gt;   &lt;w:lsdexception locked="false" priority="35" qformat="true" name="caption"&gt;   &lt;w:lsdexception locked="false" priority="10" semihidden="false" unhidewhenused="false" qformat="true" name="Title"&gt;   &lt;w:lsdexception locked="false" priority="1" name="Default Paragraph Font"&gt;   &lt;w:lsdexception locked="false" priority="11" semihidden="false" unhidewhenused="false" qformat="true" name="Subtitle"&gt;   &lt;w:lsdexception locked="false" priority="22" semihidden="false" unhidewhenused="false" qformat="true" name="Strong"&gt;   &lt;w:lsdexception locked="false" priority="20" semihidden="false" unhidewhenused="false" qformat="true" name="Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="59" semihidden="false" unhidewhenused="false" name="Table Grid"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Placeholder Text"&gt;   &lt;w:lsdexception locked="false" priority="1" semihidden="false" unhidewhenused="false" qformat="true" name="No Spacing"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Revision"&gt;   &lt;w:lsdexception locked="false" priority="34" semihidden="false" unhidewhenused="false" qformat="true" name="List Paragraph"&gt;   &lt;w:lsdexception locked="false" priority="29" semihidden="false" unhidewhenused="false" qformat="true" name="Quote"&gt;   &lt;w:lsdexception locked="false" priority="30" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Quote"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 1"&gt; 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  &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 2"&gt; 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  &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 3"&gt; 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  &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 5"&gt; 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  &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="19" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="21" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"&gt;   &lt;w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"&gt;   &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Table Normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0in 5.4pt 0in 5.4pt;  mso-para-margin-top:0in;  mso-para-margin-right:0in;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0in;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;&lt;br /&gt;&lt;span style="mso-spacerun:yes"&gt;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;span style="line-height:115%; font-family:&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;mso-ascii-theme-font:minor-latin;mso-fareast-font-family: Calibri;mso-fareast-theme-font:minor-latin;mso-hansi-theme-font:minor-latin; mso-bidi-Times New Roman&amp;quot;;mso-bidi-theme-font:minor-bidi; mso-ansi-language:EN-US;mso-fareast-language:EN-US;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:11.0pt;"  &gt;&lt;span style="mso-spacerun:yes"&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:dontvertaligncellwithsp/&gt;    &lt;w:dontbreakconstrainedforcedtables/&gt;    &lt;w:dontvertalignintxbx/&gt;    &lt;w:word11kerningpairs/&gt;    &lt;w:cachedcolbalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt;   &lt;w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Normal"&gt;   &lt;w:lsdexception locked="false" priority="9" semihidden="false" unhidewhenused="false" qformat="true" name="heading 1"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 2"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 3"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 4"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 5"&gt; 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&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt;   &lt;w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Normal"&gt;   &lt;w:lsdexception locked="false" priority="9" semihidden="false" unhidewhenused="false" qformat="true" name="heading 1"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 2"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 3"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 4"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 5"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 6"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 7"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 8"&gt; 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 &lt;/span&gt;The benefits of these "savings" go directly to the top in the form of huge tax breaks for wealthy Americans, corporations, and large estates.&lt;span style=""&gt;  &lt;/span&gt;While college opportunities dry up for low and middle-income students, the elderly are left to fend for themselves in finding health care on the expensive open market, and the poor are left without food or health care entirely, people with incomes over $1 million will enjoy &lt;a href="http://www.cbpp.org/cms/index.cfm?fa=view&amp;amp;id=3452"&gt;average tax cuts of $125,000&lt;/a&gt; a year. &lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;Ryan claims that his plan will lower the deficit and generate millions of new jobs.&lt;span style=""&gt;  &lt;/span&gt;Unfortunately, those claims rest in part on an analysis by the Heritage Foundation, which also predicted that a jobs boom would result from the Bush tax cuts.&lt;span style=""&gt;  &lt;/span&gt;In reality, not only would the Ryan plan &lt;i style=""&gt;cost&lt;/i&gt; roughly&lt;a href="http://www.blogger.com/3.%09http://www.epi.org/analysis_and_opinion/entry/ryan_plan_to_slash_medicaid_will_cost_the_economy_nearly_two_million_privat/"&gt; two million private sector jobs&lt;/a&gt;&lt;a href="http://www.epi.org/analysis_and_opinion/entry/ryan_plan_to_slash_medicaid_will_cost_the_economy_nearly_two_million_privat/"&gt;,&lt;/a&gt; it would, according to the Congressional Budget Office, actually &lt;a href="http://www.cbo.gov/ftpdocs/121xx/doc12128/04-05-Ryan_Letter.pdf"&gt;&lt;i style=""&gt;increase&lt;/i&gt; the deficit&lt;/a&gt; by the end of the decade.&lt;br /&gt;&lt;/p&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt; 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&lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Table Normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0in 5.4pt 0in 5.4pt;  mso-para-margin-top:0in;  mso-para-margin-right:0in;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0in;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;Make no mistake: despite its ostensible concern over the deficit, the Ryan budget plan is effectively a values document, one that couldn't demonstrate the Republican perspective on the role of government more clearly. &lt;span style=""&gt; &lt;/span&gt;In this view, government essentially has no role in "promoting the general welfare" other than to ensure that its benefits accrue to the wealthy and privileged.&lt;span style=""&gt;  &lt;/span&gt;While such an idea might seem shocking, it is one now openly embraced by the GOP.&lt;span style=""&gt;  &lt;/span&gt;Republican&lt;a href="http://thehill.com/blogs/ballot-box/house-races/154161-gop-vulnerable-members-cautiously-embrace-ryan-budget"&gt; legislators&lt;/a&gt; and presidential &lt;a href="http://www.blogger.com/5.%09http://www.huffingtonpost.com/2011/04/05/2012-gop-ryan-budget_n_845213.html"&gt;candidates&lt;/a&gt; are praising Ryan's plan as "courageous" and "serious."&lt;span style=""&gt;  &lt;/span&gt;Ryan himself is a rising star in the party and was given unprecedented &lt;a href="http://thinkprogress.org/2010/12/30/ryan-rules/"&gt;power&lt;/a&gt; at the beginning of the legislative session to craft his budget blueprint.&lt;br /&gt;&lt;/p&gt;  &lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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   &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:dontvertaligncellwithsp/&gt;    &lt;w:dontbreakconstrainedforcedtables/&gt;    &lt;w:dontvertalignintxbx/&gt;    &lt;w:word11kerningpairs/&gt;    &lt;w:cachedcolbalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt; 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 mso-style-parent:"";  mso-padding-alt:0in 5.4pt 0in 5.4pt;  mso-para-margin-top:0in;  mso-para-margin-right:0in;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0in;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;Fortunately, Democrats have seized on the radical nature of this budget and are vowing to fight back.&lt;span style=""&gt;  &lt;/span&gt;Nancy Pelosi declared that Ryan's proposal needs to be "snuffed out," likening it to former President Bush's efforts to privatize Social Security.&lt;span style=""&gt;  &lt;/span&gt;The White House issued a &lt;a href="http://tpmdc.talkingpointsmemo.com/2011/04/white-house-ryan-plan-doesnt-pass-the-fairness-test.php"&gt;statement &lt;/a&gt;saying, "Any plan to reduce our deficit must reflect the American values of fairness and shared sacrifice. 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&lt;br /&gt;California Democrats defeated billionaire Meg Whitman for Governor, multi-millionaire Carly Fiorina for US Senate, the popular Los Angeles County District Attorney for Attorney General, and the rest of the Republican ticket.  We even picked up one seat in the state legislature. Any political party in the country would like to be that "pathetic."&lt;br /&gt; &lt;br /&gt;Norquist is using bullyboy tactics against Republican office holders, who are in theory supposed to represent their constituents and not Norquist's ultra-right, money-making organization.  This is exactly what we would expect from the former chief speechwriter for the reactionary United States Chamber of Commerce.&lt;br /&gt; &lt;br /&gt;He was so successful with Newt Gingrich's "Contract with America" that Republicans lost the House and Gingrich left under a cloud. &lt;br /&gt; &lt;br /&gt;He was so successful in helping Arnold Schwarzenegger privatize the CalPERS system that the fund went into the toilet.  Even though Grover wants to drown government in the bathtub, which may help him raise funds for himself and his organization, I do not believe that it is the point of view of even conservative Republicans here in California.&lt;br /&gt; &lt;br /&gt;Good-government Grover of course worked with the totally discredited convicted criminal Jack Abramoff, and public records allege that his group served as a conduit for funds contributed from Abramoff's clients to finance "grassroots lobbying campaigns."&lt;br /&gt; &lt;br /&gt;It is not surprising that somebody who supported the illegal effort of Oliver North, which tried to overthrow various governments around the world, would want Republicans to deny their constituents the right to self-determination on any number of issues including increasing revenue to support schools, health, public safety and other measures.&lt;br /&gt; &lt;br /&gt;Grover was once quoted as saying when he became 21, he decided nobody learned anything about politics after the age of 21. Clearly the man's growth has been stunted.  His effort to stunt the growth of California makes this plain for all to see.&lt;br /&gt;&lt;br /&gt;Peace and friendship,&lt;br /&gt;&lt;br /&gt;John Burton,&lt;br /&gt;Chair&lt;br /&gt;California Democratic Party&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1730480226670083967-3188723050714767257?l=sccdpblog.sccdp.org' alt='' /&gt;&lt;/div&gt;</description><link>http://sccdpblog.sccdp.org/2011/03/cdp-chairman-john-burton-on-californias.html</link><author>noreply@blogger.com (David)</author><thr:total>0</thr:total></item><item><guid isPermaLink='false'>tag:blogger.com,1999:blog-1730480226670083967.post-9154282886720381460</guid><pubDate>Tue, 15 Feb 2011 00:29:00 +0000</pubDate><atom:updated>2011-02-14T16:35:56.392-08:00</atom:updated><title>Let the Voters Decide</title><description>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt; 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 mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;It's no secret that our state budget is in crisis. Years of economic decline and legislative stalemate have taken their toll -- California's once-vaunted public schools and universities are in decline, its infrastructure, once a model for the country, is crumbling; even its parks are closing their doors. While his predecessor preferred budgetary gimmicks, Governor Jerry Brown has offered up a budget that, through a combination of budget cuts, tax extensions and a realignment of state and local government, finally aims to place California on a more sound and sustainable economic footing. &lt;span style=""&gt; &lt;/span&gt;&lt;/p&gt;    &lt;p class="MsoNormal"&gt;The plan is no liberal dream.&lt;span style=""&gt;  &lt;/span&gt;It aims to close an estimated $26.4 billion budget gap with a combination split almost 50-50 between spending cuts and the extension of temporary taxes that were set to expire this year.&lt;span style=""&gt;  &lt;/span&gt;The cuts are drastic -- they include a billion dollars from higher education as well as painful reductions in social services to children, elderly and the poor. The targeted taxes would only be extended if approved by voters, as Brown promised during his campaign.&lt;span style=""&gt;  &lt;/span&gt;But the plan is meeting the usual resistance from Republicans more interested in ideological purity than in practical governance. &lt;span style=""&gt; &lt;/span&gt;While temporarily extending taxes that California residents are already paying is hardly the nefarious "tax increase" conservatives like to portray, Republican legislators have already heard from tax extremist Grover Norquist, who has put them on notice that supporting Brown's plan&lt;i style=""&gt;,&lt;/i&gt;&lt;span style="font-style: italic;"&gt; or even voting to place it on the ballot&lt;/span&gt;, violates their pledge to "oppose and vote against any and all efforts to raise taxes."&lt;span style=""&gt; &lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;GOP legislators may snap to attention at Norquist's command, but California voters seem ready to respond to Brown's honesty on the budget. A &lt;a href="http://www.ppic.org/main/publication.asp?i=967"&gt;recent PPI poll&lt;/a&gt; found that two-thirds of likely voters approve of placing Brown's plan on the June ballot, and more than half would vote yes -- a finding that suggests why Republicans are so adamant in their efforts to prevent voters from getting that chance. &lt;/p&gt;  &lt;p class="MsoNormal"&gt;Governor Brown's budget plan is not perfect, but his straightforward approach to outlining the options before us and his willingness to listen to ideas from across the political spectrum is a good first step.&lt;span style=""&gt;  &lt;/span&gt;Our budget woes cannot be solved with spending cuts alone, and, with the stakes this high, we can't afford to waste more time wallowing in ideological quicksand.&lt;span style=""&gt;  &lt;/span&gt;As the governor noted in his State of the State address, "the only way forward is to go back to the people and seek their guidance."&lt;span style=""&gt;  &lt;/span&gt;At this critical juncture, the people's voice must be heard.&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1730480226670083967-9154282886720381460?l=sccdpblog.sccdp.org' alt='' /&gt;&lt;/div&gt;</description><link>http://sccdpblog.sccdp.org/2011/02/let-voters-decide.html</link><author>noreply@blogger.com (Rachel)</author><thr:total>0</thr:total></item><item><guid isPermaLink='false'>tag:blogger.com,1999:blog-1730480226670083967.post-4670103681985370441</guid><pubDate>Mon, 07 Feb 2011 22:53:00 +0000</pubDate><atom:updated>2011-02-09T09:22:09.618-08:00</atom:updated><title>We Must Defend the Right to Choose</title><description>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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Right after its attack on landmark health care reform Republicans launched its&lt;a href="http://thehill.com/blogs/healthwatch/health-reform-implementation/139079-gop-fires-first-shots-in-2011-abortion-battle"&gt; first assault&lt;/a&gt; on the right to choose.&lt;span style=""&gt;  &lt;/span&gt;The No Taxpayer Funding for Abortion Act, along with the Protect Life Act, call for a permanent ban on federal subsidies for abortion and for any healthcare plan that covers abortion. The bills would also make permanent the Hyde Amendment, which bans any federal money for abortion. (It must now be reintroduced every year.)&lt;/p&gt;  &lt;p class="MsoNormal"&gt;While these are perhaps familiar salvos in the long-running battle against choice, this year Republicans have taken the fight over women's health to new heights (or lows). The No Taxpayer Funding for Abortion Act, for example, briefly sought to&lt;a href="http://news.yahoo.com/s/yblog_thelookout/20110203/us_yblog_thelookout/report-gop-to-back-off-redefining-rape-in-abortion-bill"&gt; redefine rape&lt;/a&gt;, tightening existing exceptions to the ban on Medicaid abortions from rape to "forcible rape."&lt;span style=""&gt;  &lt;/span&gt;Sponsors backed off only after an outcry from women's groups and legal watchdogs that such a redefinition would exclude some rape victims and force others to justify their need to terminate a pregnancy based on the precise nature of their attack. &lt;span style=""&gt; &lt;/span&gt;Another bill, introduced just last week, would allow &lt;a href="http://tpmdc.talkingpointsmemo.com/2011/02/new-gop-law-would-allow-hospitals-to-let-women-die-instead-of-having-an-abortion.php?ref=fpb"&gt;hospitals&lt;/a&gt; to deny an abortion or even a transfer to an abortion-performing hospital for a woman whose pregnancy threatened her life.&lt;span style=""&gt;  &lt;/span&gt;Essentially, the law would allow a hospital to let a woman die rather than perform even an emergency abortion.&lt;span style=""&gt;  &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;As the abortion war heats up, it also threatens an important progressive aspect of last year's Affordable Care Act -- access to contraception.&lt;span style=""&gt;  &lt;/span&gt;The Obama administration, to its credit, is seeking to make contraception part of the&lt;a href="http://www.nytimes.com/2011/02/03/health/policy/03health.html?_r=1"&gt; free preventive services&lt;/a&gt; insurers are required to offer under the ACA. While this is a no-brainer from a public health perspective -- a move recommended by the American Congress of Obstetricians and Gynecologists as well as the American Academy of Pediatrics -- it has raised the predictable ire of the Roman Catholic Church, the Family Research Council and other ideological opponents of women's rights.&lt;/p&gt;  &lt;p class="MsoNormal"&gt;This battle over abortion is wearying.&lt;span style=""&gt;  &lt;/span&gt;Many of us would rather focus on issues of seemingly greater urgency -- jobs, the economy, health care reform, the wars in Iraq and Afghanistan, etc.&lt;span style=""&gt;  &lt;/span&gt;But we ignore this fight at our peril.&lt;span style=""&gt;  &lt;/span&gt;The right to choose is fundamental.&lt;span style=""&gt;  &lt;/span&gt;It is central to a woman's ability to control her own life and her own body, to make decisions about her future that &lt;span style="font-style: italic;"&gt;only she can make&lt;/span&gt;.&lt;span style=""&gt;  &lt;/span&gt;It's easy to forget that in the absence of safe access to abortion, &lt;a href="http://www.guttmacher.org/pubs/gpr/12/4/gpr120402.html"&gt;&lt;span style="font-weight: bold;"&gt;women die &lt;/span&gt;&lt;/a&gt;.&lt;span style=""&gt;  &lt;/span&gt;In our own country, access to safe abortion has ebbed over the last thirty years as the legal noose around abortion rights has grown ever tighter.&lt;span style=""&gt;  &lt;/span&gt;No one cheers on abortion.&lt;span style=""&gt;  &lt;/span&gt;As former President Clinton used to say, abortion should be "safe, legal -- and rare."&lt;span style=""&gt;  &lt;/span&gt;But maintaining the right to choose is elemental to a woman's right to self-determination.&lt;span style=""&gt;  &lt;/span&gt;As Democrats, we must commit ourselves to its continual, vigorous defense.&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1730480226670083967-4670103681985370441?l=sccdpblog.sccdp.org' alt='' /&gt;&lt;/div&gt;</description><link>http://sccdpblog.sccdp.org/2011/02/we-must-defend-right-to-choose.html</link><author>noreply@blogger.com (Rachel)</author><thr:total>0</thr:total></item><item><guid isPermaLink='false'>tag:blogger.com,1999:blog-1730480226670083967.post-5867962631694981939</guid><pubDate>Tue, 01 Feb 2011 04:41:00 +0000</pubDate><atom:updated>2011-02-01T08:36:12.986-08:00</atom:updated><title>Jerry Brown Takes Budget Challenge Head-On in State-of-the-State Address</title><description>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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 mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;It was a State-of-the-State address that bore all the familiar hallmarks of the man himself -- direct, no-nonsense, aspirational rather than ideological.&lt;span style=""&gt;  &lt;/span&gt;Monday evening, Governor Jerry Brown called on Californians across the political spectrum to act as Californians first in facing the most serious economic crisis in a generation.&lt;span style=""&gt;  &lt;/span&gt;Addressing the State Legislature, Brown urged "vision and discipline," telling lawmakers, "We owe it to ourselves and to our forebears -- and to our children -- to rise to this occasion, do what is right and regain the public's trust." &lt;/p&gt;  &lt;p class="MsoNormal"&gt;He laid out his goal "to make California again a leader in job creation, renewable energy and state of the art efficiency, innovation of all kinds and a solid primary and secondary education" -- a goal achievable only if Californians deal directly and honestly with the budget deficit.&lt;/p&gt;  &lt;p class="MsoNormal"&gt;Acknowledging the wide split between Democrats and Republicans in dealing with this deficit, Brown insisted that "now is not the time for politics as usual," and he pressed for placing his initiatives to extend some temporary taxes on the ballot: "My plan to rebuild California requires a vote of the people, and frankly I believe it would be irresponsible for us to exclude the people from this process."&lt;span style=""&gt;  &lt;/span&gt;He framed his proposal to eliminate redevelopment agencies as one of the "hard choices" needed: &lt;span style=""&gt; &lt;/span&gt;while the agencies leverage their funds to create jobs, those funds come from property taxes that fund core government services like schools, police and fire protection, and, when the chips are down, it is these core government functions that must come first. He also mentioned "the long term challenge of ensuring that our public pensions are fair to both taxpayers and workers alike."&lt;/p&gt;  &lt;p class="MsoNormal"&gt;The governor used his characteristic dry humor to tweak Republicans who might be tempted to throw some ideological sand in the gears: on taking his tax initiatives to the voters, he challenged them pointedly, "[I]f you want to block the people's right to vote, stand up and say, 'Block that punt!'"&lt;span style=""&gt;  &lt;/span&gt;Later, after saying, "If you have solutions that are truly viable, by all means present them. We need everyone's best thinking," he paused to look up for a moment. "Go ahead, GOP," he ribbed.&lt;span style=""&gt;  &lt;/span&gt;"You can applaud."&lt;/p&gt;  &lt;p class="MsoNormal"&gt;Ending on a hopeful note, Brown asserted that once its budget is under control, "California will be in a strong position to take advantage of its many assets and its strategic location on the Pacific Rim."&lt;span style=""&gt;  &lt;/span&gt;Moreover, success in this endeavor means that tackling future challenges will be "easier because we will have learned to work together and earned back the respect and trust of the people we serve."&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-style: italic;"&gt;Audio and transcript &lt;a href="http://www.californiareport.org/archive/R201101311700/a"&gt;here&lt;/a&gt;&lt;/span&gt;.&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1730480226670083967-5867962631694981939?l=sccdpblog.sccdp.org' alt='' /&gt;&lt;/div&gt;</description><link>http://sccdpblog.sccdp.org/2011/01/jerry-brown-takes-budget-challenge-head.html</link><author>noreply@blogger.com (Rachel)</author><thr:total>0</thr:total></item><item><guid isPermaLink='false'>tag:blogger.com,1999:blog-1730480226670083967.post-2594099074666968862</guid><pubDate>Wed, 26 Jan 2011 01:32:00 +0000</pubDate><atom:updated>2011-01-25T17:42:17.442-08:00</atom:updated><title>Paul Ryan's Republican Message: Rob from the Poor and Give to the Rich</title><description>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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Paul Ryan, the new chairman of the House Budget Committee, delivers his response to President Obama's State of the Union speech, keep one thing in mind:&lt;span style=""&gt;  &lt;/span&gt;His vision for America favors a radical redistribution of income from the very bottom to the very top.&lt;span style=""&gt;  &lt;/span&gt;Regarded as one of the party's rising stars, Ryan made headlines last year with the release of his "Roadmap for America's Future," a manifesto that aims to fundamentally reorient federal spending priorities.&lt;span style=""&gt;  &lt;/span&gt;Packed with the usual Republican collection of tax cuts and spending reductions, Ryan's Roadmap is breathtaking primarily in its scope:&lt;span style=""&gt;  &lt;/span&gt;it would, among other things, eliminate the corporate income tax, privatize Social Security, replace employer-sponsored health care with vouchers, end traditional Medicare and Medicaid, and return levels of government spending to that of the 1950s.&lt;/p&gt;  &lt;p class="MsoNormal"&gt;In all, the plan "would result in a massive transfer of resources from the broad majority of Americans to the nation's wealthiest individuals," &lt;a href="http://www.cbpp.org/cms/index.cfm?fa=view&amp;amp;id=3114"&gt;according&lt;/a&gt; to the Center on Budget and Policy Priorities (CBPP). Massive indeed: the richest .01 percent would see an average tax break of $1.7 million a year -- and that's &lt;span style="font-style: italic;"&gt;on top&lt;/span&gt; of the break they just received with last month's deal to extend the Bush tax cuts!&lt;span style=""&gt;  &lt;/span&gt;Worse, the plan actually increases the tax burden on the rest of us.&lt;span style=""&gt;  &lt;/span&gt;To compensate for tax breaks handed out to the rich, Ryan proposes a new consumption tax, shifting that burden onto the poor and middle class, who would then pay a proportionately greater share of their income in federal taxes.&lt;/p&gt;  &lt;p class="MsoNormal"&gt;Ironically, the plan actually adds to the deficit:&lt;span style=""&gt;  &lt;/span&gt;the Brookings Institute's Tax Policy Center found that it would produce much less revenue than he claims and "&lt;a href="http://taxvox.taxpolicycenter.org/2010/03/09/rep-ryan%E2%80%99s-tax-roadmap-falls-short-of-his-revenue-goals/"&gt;would likely fall far short&lt;/a&gt;"  of its ostensible goal of balancing the budget and paying off the national debt by 2080.&lt;/p&gt;  &lt;p class="MsoNormal"&gt;Indeed, Ryan's Roadmap was considered radical enough last year that, although it received praise from the &lt;span style="font-style: italic;"&gt;Wall Street Journal&lt;/span&gt;, the &lt;span style="font-style: italic;"&gt;National Review&lt;/span&gt; and other conservative outlets, GOP legislators themselves were more circumspect: House Speaker John Boehner declined to endorse the plan specifically, and Majority Leader Eric Cantor said he could only support "elements" of it.&lt;span style=""&gt;  &lt;/span&gt;Nevertheless, it is clearly a reflection of Republican values and priorities: besides the plum job of delivering the GOP response to tonight's presidential address, &lt;span style=""&gt; &lt;/span&gt;Ryan has been given unprecedented power as Budget Committee chairman to &lt;a href="http://www.ombwatch.org/node/11451"&gt;single-handedly&lt;/a&gt; set spending levels for fiscal year 2011.&lt;/p&gt;  &lt;p class="MsoNormal"&gt;Radical proposals like Ryan's Republican Roadmap require a forceful push-back.&lt;span style=""&gt;  &lt;/span&gt;Democrats should not be shy in doing so.&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1730480226670083967-2594099074666968862?l=sccdpblog.sccdp.org' alt='' /&gt;&lt;/div&gt;</description><link>http://sccdpblog.sccdp.org/2011/01/paul-ryans-republican-message-rob-from.html</link><author>noreply@blogger.com (Rachel)</author><thr:total>1</thr:total></item><item><guid isPermaLink='false'>tag:blogger.com,1999:blog-1730480226670083967.post-4784737379686989409</guid><pubDate>Mon, 24 Jan 2011 01:30:00 +0000</pubDate><atom:updated>2011-01-24T15:18:51.636-08:00</atom:updated><title>Hands Off Social Security</title><description>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt; 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 &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Table Normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0in 5.4pt 0in 5.4pt;  mso-para-margin-top:0in;  mso-para-margin-right:0in;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0in;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;In advance of this week's State of the Union address, nearly three dozen House Democrats, including our own Representative Mike Honda, have signed a&lt;a href="http://voices.washingtonpost.com/plum-line/2011_01_21_13_01_43.pdf"&gt; letter&lt;/a&gt; urging President Obama to make one message crystal clear to Republicans:&lt;span style=""&gt;  &lt;/span&gt;"Hands-off Social Security!"&lt;/p&gt;  &lt;p class="MsoNormal"&gt;These Democrats remind the president that, with a $2.6 trillion surplus, Social Security is fully able to pay all its obligations through 2037, and even with no changes at all to the current system, will be able to pay out 75 percent of benefits after that.&lt;span style=""&gt;  &lt;/span&gt;Using the current economic crisis as an excuse to slice into Social Security would harm some of our most vulnerable citizens; it would be particularly cruel in light of how many have seen both their pensions and life savings evaporate in the last few years.&lt;span style=""&gt;  &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;No discussion of "fixing" this venerable program should neglect the fact that, currently, Social Security taxes are levied only on the first $106,000 of income.&lt;span style=""&gt;  &lt;/span&gt;That means teachers and policemen pay a much heftier share of their income toward Social Security than hedge fund managers or corporate CEOs.&lt;span style=""&gt;  &lt;/span&gt;Closing this loophole alone would &lt;a href="http://www.dollarsandsense.org/archives/2008/0308miller.html"&gt;ensure&lt;/a&gt; Social Security's solvency far into the future.  &lt;span style=""&gt;&lt;/span&gt;Raising the retirement age to 70 is unfair both to those who have worked hard all their lives and to younger workers trying to crack an already tight job market.&lt;span style=""&gt;  &lt;/span&gt;While life expectancy has risen for those at the top of the economic ladder, it has risen much less quickly for those at the bottom -- retiring at age 70 means something different to a lawyer than it does for a construction worker.&lt;span style=""&gt;   &lt;/span&gt;&lt;/p&gt;    &lt;p class="MsoNormal"&gt;Social Security has often been called the "third rail" of U.S. politics, a fact underscored by a recent &lt;a href="http://socialsecurity-works.org/wp-content/uploads/2010/11/SSSCHighlightsofElectionPollonSocialSecurity.pdf"&gt;poll&lt;/a&gt;:&lt;span style=""&gt;  &lt;/span&gt;82 percent of Americans oppose cuts to Social Security to reduce the deficit, and 67 percent oppose cuts to get the program to solvency.  Sixty-nine percent oppose raising the retirement age. And 66 percent (including 59 percent of Republicans) support raising the payroll tax cap to bring the program into balance.&lt;span style=""&gt;  &lt;/span&gt;Shortly after he was re-elected in 2004, Americans soundly rejected George Bush's plan to privatize Social Security.&lt;span style=""&gt;  &lt;/span&gt;In 2006, they rewarded Democrats who had staunchly defended it.&lt;span style=""&gt;  &lt;/span&gt;Two years later, a candidate for President said this:&lt;/p&gt;  &lt;p style="font-style: italic;" class="MsoListParagraphCxSpFirst"&gt;"I believe that cutting benefits is not the right answer; I've seen too many seniors all across the country who are struggling with the limited Social Security benefits that they have; that raising the retirement age is not the best option....&lt;/p&gt;  &lt;p style="font-style: italic;" class="MsoListParagraphCxSpLast"&gt;I think that's why the best way forward is to first look to adjust the cap on the payroll tax. Ninety-seven percent of Americans will see absolutely no change in their taxes under my proposal -- 97 percent. What it does allow us to do is to extend the life of Social Security without cutting benefits or raising the retirement age."&lt;/p&gt;  &lt;p class="MsoNormal"&gt;That candidate, Barack Obama, delivers the annual State of the Union address this week.&lt;span style=""&gt;  &lt;/span&gt;Let's hope he takes the letter he just received - and his earlier words - to heart.&lt;/p&gt;&lt;p class="MsoNormal"&gt;UPDATE:  Looks like the president has decided to do the right &lt;a href="http://www.washingtonpost.com/wp-dyn/content/article/2011/01/24/AR2011012403472.html?hpid=topnews"&gt;thing&lt;/a&gt;.&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1730480226670083967-4784737379686989409?l=sccdpblog.sccdp.org' alt='' /&gt;&lt;/div&gt;</description><link>http://sccdpblog.sccdp.org/2011/01/hands-off-social-security.html</link><author>noreply@blogger.com (Rachel)</author><thr:total>0</thr:total></item><item><guid isPermaLink='false'>tag:blogger.com,1999:blog-1730480226670083967.post-6663435632347561095</guid><pubDate>Mon, 17 Jan 2011 18:31:00 +0000</pubDate><atom:updated>2011-01-17T12:24:40.372-08:00</atom:updated><title>The "Tax-Cut" Fantasy</title><description>&lt;p class="MsoNormal"&gt;&lt;span style="font-size:0;"&gt;&lt;/span&gt;"Tax cuts!" It's the one-note battle cry for Republicans everywhere, their go-to response for every policy scenario.&lt;span style="font-size:0;"&gt; &lt;/span&gt;According to legend, tax cuts pay for themselves. They create jobs. They stimulate investment. As is the case with most fairy tales, however, the reality is far different.&lt;span style="font-size:0;"&gt; &lt;/span&gt;Let's leave fantasy behind and look at some facts.&lt;/p&gt;&lt;p class="MsoNormal"&gt;First, responsible economists agree that &lt;a href="http://economistsview.typepad.com/economistsview/2007/12/a-good-sign.html"&gt;tax cuts don't boost revenues&lt;/a&gt;.&lt;span style="font-size:0;"&gt; &lt;/span&gt;The wholesale tax-slashing on upper incomes that took place during the Reagan years, for example, led to an unprecedented sea of red-ink. Tax cuts had the same effect under George Bush (a fact not lost on Dick Cheney when he famously remarked, "Reagan taught us that deficits don't matter.")&lt;span style="font-size:0;"&gt; &lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;Tax cuts are also a dud when it comes to creating jobs.&lt;span style="font-size:0;"&gt; &lt;/span&gt;During his eight years in office, Bill Clinton created 22 million new jobs.&lt;span style="font-size:0;"&gt; &lt;/span&gt;Under tax-cutting George Bush, that figure was a paltry one million, the worst job numbers of any president in the modern era.&lt;span style="font-size:0;"&gt; &lt;/span&gt;Indeed, when the "Taxed Enough Already" crowd howls that letting the Bush tax cuts expire would be the "biggest tax increase in history," what they really mean is that taxes would simply revert to what they were during the Clinton years -- those long years of economic prosperity.&lt;/p&gt;&lt;p class="MsoNormal"&gt;But what about tax cuts as a way of goosing a lagging economy?&lt;span style="font-size:0;"&gt; &lt;/span&gt;Once again, reality trumps the fantasy.&lt;span style="font-size:0;"&gt; &lt;/span&gt;According to the &lt;a href="http://www.cbo.gov/ftpdocs/108xx/doc10803/01-14-Employment.pdf"&gt;Congressional Budget Office&lt;/a&gt;, cutting taxes, particularly for the wealthy, is one of the &lt;i&gt;least&lt;/i&gt; effective ways of stimulating the economy, since higher-income households tend to save, rather than spend additional after-tax income.&lt;span style="font-size:0;"&gt; &lt;/span&gt;An economy in recession or even in the early stages of recovery needs more spending, not more saving.&lt;/p&gt;&lt;p class="MsoNormal"&gt;While many are suffering in this terrible economy, there are segments that are doing quite well. Those at the very top of the economic ladder continue to rake in an ever-greater share of the national income.&lt;span style="font-size:0;"&gt; &lt;/span&gt;The top ten percent took in 48% of total income in 2008, up from 34.6% in 1980; the top one percent took in a whopping 21%, a gap between rich and poor not seen since the beginning of the Great Depression and one that marks the United States as one of the most &lt;a href="http://finance.yahoo.com/tech-ticker/%22great-recession%22-pushes-gap-between-rich-and-poor-to-record-levels-535469.html?tickers=%5EDJI,%5EGSPC,SPY,UUP,UDN,TBT,TLT"&gt;unequal countries&lt;/a&gt; in the world. &lt;span style="font-size:0;"&gt;&lt;/span&gt;Similarly, U.S. corporations have had their most profitable quarters ever, growing at some of the &lt;a href="http://www.nytimes.com/2010/11/24/business/economy/24econ.html"&gt;fastest rates&lt;/a&gt; in history. S&amp;amp;P 500 companies have amassed $2.47 trillion in cash and short-term investments.&lt;span style="font-size:0;"&gt; &lt;/span&gt;"The earnings and free cash flow are so good at these companies that they're still going to have to figure out what to do with this surplus free cash flow," &lt;a href="http://www.bloomberg.com/news/2011-01-07/apple-dow-drive-u-s-fourth-quarter-profits-to-19-year-high.html"&gt;said&lt;/a&gt; one analyst.&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;Our country's economic situation is dismal -- millions out of work, millions more without health insurance, others fighting bankruptcy or foreclosure.&lt;span style="font-size:0;"&gt; &lt;/span&gt;States and local governments are forced to cut back on basic services, our schools are threatened, and our infrastructure lacks investment crucial to future generations. Meanwhile, Congress has just decided to extend Bush-era tax breaks for the very richest among us, including a major reduction in the estate tax on inherited wealth. At the state level, the governor has just unveiled an austerity budget calling for sacrifice across the board -- except from oil companies, who pay no oil severance taxes in California.&lt;span style="font-size:0;"&gt; &lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;The last politician to talk honestly about taxes was Walter Mondale in 1984, and we all know what happened to him.&lt;span style="font-size:0;"&gt; &lt;/span&gt;Still, given the dire straits we find ourselves in, isn't it about time that we had a grown-up discussion about the "tax-cut" fairy tale?&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1730480226670083967-6663435632347561095?l=sccdpblog.sccdp.org' alt='' /&gt;&lt;/div&gt;</description><link>http://sccdpblog.sccdp.org/2011/01/tax-cut-fantasy.html</link><author>noreply@blogger.com (Rachel)</author><thr:total>0</thr:total></item><item><guid isPermaLink='false'>tag:blogger.com,1999:blog-1730480226670083967.post-4517423837124607187</guid><pubDate>Tue, 11 Jan 2011 02:58:00 +0000</pubDate><atom:updated>2011-01-13T11:05:04.573-08:00</atom:updated><title>Health Care Reform:  Why it's Important, and Why We Can't Afford Repeal</title><description>&lt;p class="MsoNormal"&gt;&lt;span style="LINE-HEIGHT: 115%"&gt;Access to affordable health care has been a serious and growing problem for millions of American families. Democrats took that challenge head-on in 2010 and passed the Affordable Care Act. Among the benefits that took effect right away: young adults can now stay on their parents' insurance until they are 26; insurers are barred from excluding children with pre-existing conditions, and small businesses get tax credits to assist providing coverage to their employees. Beginning this year, seniors on Medicare will receive certain preventive services for free. In addition, insurers must spend at least 80%, and in many cases 85%, of premiums on benefits and quality improvements. Other benefits will be phased in over the next several years, improving access to basic health care and reducing the bite that health care costs take out of our national budget. Here are other points to make about this historic legislation:&lt;/span&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;div class="MsoNormal"&gt;The Affordable Care Act provides Americans with more freedom and control in their health care choices. &lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div class="MsoNormal"&gt;It gives families the freedom from worrying about losing their insurance, or having it capped unexpectedly if someone is in an accident or becomes sick. &lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div class="MsoNormal"&gt;It frees Americans from the fear of insurance companies raising premiums by double digits with no recourse or accountability. &lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div class="MsoNormal"&gt;It frees Americans from discrimination when insurance companies deny women health insurance because they are pregnant, or refuse to provide coverage to children who are born with disabilities. &lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div class="MsoNormal"&gt;It provides parents the choice of providing health coverage for a child after they finish school. &lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div class="MsoNormal"&gt;It provides people the freedom to change jobs without worrying about losing one's health insurance, or even retire a little earlier without having to worry about losing one's coverage. &lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div class="MsoNormal"&gt;It provides seniors with the freedom to get the care they need, including free preventive care, lower cost prescription drugs, and Medicare that they can count on.&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div class="MsoNormal"&gt;And, it gives small business owners the power of competing with large employers by providing small business tax credits to make employees' health coverage more affordable, and by increasing their purchasing power through competitive private health insurance Exchanges.&lt;/div&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p class="MsoListParagraphCxSpMiddle"&gt;&lt;span style="LINE-HEIGHT: 115%"&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoListParagraphCxSpMiddle"&gt;&lt;b&gt;&lt;i&gt;&lt;span style="LINE-HEIGHT: 115%"&gt;Republicans want to repeal this ground-breaking legislation. We can’t let that happen!&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;div class="MsoListParagraphCxSpMiddle"&gt;&lt;span style="LINE-HEIGHT: 115%"&gt;Repealing health care reform would leave 32 million Americans without health insurance.&lt;/span&gt;&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div class="MsoListParagraphCxSpMiddle"&gt;&lt;span style="LINE-HEIGHT: 115%"&gt;Repealing health care reform would allow insurance companies to once again DENY coverage to children with existing conditions, CANCEL coverage when people get sick, and LIMIT the amount of care you can get – even if you need it&lt;/span&gt;&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;div class="MsoListParagraphCxSpMiddle"&gt;&lt;span style="LINE-HEIGHT: 115%"&gt;Repealing health care reform would add $230 billion to the deficit over the next decade, and even more in the following years.&lt;/span&gt;&lt;/div&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p class="MsoNormal"&gt;&lt;span style="LINE-HEIGHT: 115%"&gt;Learn more:&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="LINE-HEIGHT: 115%"&gt;http://www.healthcare.gov/law/introduction/index.html&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="LINE-HEIGHT: 115%"&gt;http://www.cbo.gov/ftpdocs/120xx/doc12040/01-06-PPACA_Repeal.pdf&lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1730480226670083967-4517423837124607187?l=sccdpblog.sccdp.org' alt='' /&gt;&lt;/div&gt;</description><link>http://sccdpblog.sccdp.org/2011/01/health-care-reform-why-its-important.html</link><author>noreply@blogger.com (Rachel)</author><thr:total>0</thr:total></item><item><guid isPermaLink='false'>tag:blogger.com,1999:blog-1730480226670083967.post-4197067330021478671</guid><pubDate>Sat, 04 Dec 2010 22:25:00 +0000</pubDate><atom:updated>2010-12-04T14:25:05.497-08:00</atom:updated><title>Immigration Petition: Beware</title><description>All, be aware that the Tea Party is up to its old tricks. See the following from SVAIR.&lt;br /&gt;&lt;br /&gt;-----------------&lt;br /&gt;Hello everyone,&lt;br /&gt; &lt;br /&gt;The Tea Party is at it again.&lt;br /&gt; &lt;br /&gt;Beware what you sign when someone wants you to sign a petition to place a measure on the ballot.  The name is "Support Federal Immigration Law Act"&lt;br /&gt; &lt;br /&gt;Jesse Castaneda&lt;br /&gt;Chair, SVAIR&lt;br /&gt; &lt;br /&gt;Capitol Alert&lt;br /&gt;The latest on California politics and government&lt;br /&gt;November 23, 2010&lt;br /&gt;California petition drive cleared for Arizona-style immigration law&lt;br /&gt;&lt;br /&gt;The California Secretary of State's office today authorized a signature drive to place an Arizona-style immigration law before California voters.&lt;br /&gt;&lt;br /&gt;Called the "Support Federal Immigration Law Act," the proposal was submitted to state authorities in September by Michael Erickson, a Tea Party activist in in the Bay Area city of Belmont and former chair of the Sonoma County Republican Party.&lt;br /&gt;&lt;br /&gt;Erickson, speaking at a videotaped rally on his initiative's website, said he worked with a legal team to draft a version of Arizona's Senate Bill 1070, which requires that police investigate a person's legal status if an office has reasonable suspicion of that status.&lt;br /&gt;&lt;br /&gt;"Since we're never going to get something like this passed through the Democrat-controlled Legislature, it's going to be we the people who are going to make it happen," Erickson said at the rally.&lt;br /&gt;&lt;br /&gt;Erickson told the Bee Tuesday that he's tried to draft his proposal -- which also makes it a state crime to hire illegal immigrants -- to avoid constitutional pitfalls. The Arizona law now faces challenges that it is unconstitutional and an overreaching of state law into federal responsibility for immigration enforcement.&lt;br /&gt;&lt;br /&gt;Initiative supporters must gather at least 433,971 signatures of registered voters by April 21, 2011, to qualify for an election. Erickson said he'd aim to put the measure before voters during the 2012 election cycle.&lt;br /&gt;&lt;br /&gt;The effort will rely largely on volunteers from California's Tea Party network, Erickson said.&lt;br /&gt;&lt;br /&gt;The California proposal would make it a state crime for undocumented persons to seek work while hiding their immigration status, and a state crime for employers to "intentionally or negligently" hire an illegal immigrant.&lt;br /&gt;&lt;br /&gt;The measure would also require all highway patrol, police, sheriff's deputies and other officers to investigate a person's immigration status if they are "reasonably suspicious" that a person who they stopped is in the country illegally.&lt;br /&gt;&lt;br /&gt;The difference with Arizona's law, Erickson said, is that officers would have to contact federal immigration authorities and conduct such a check within a "timely manner" and could not hold a person for a long period of time.&lt;br /&gt;&lt;br /&gt;Like the Arizona law, the proposal would also seek to allow legal residents to sue officials or agencies if they refuse to carry out this type of immigration enforcement.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1730480226670083967-4197067330021478671?l=sccdpblog.sccdp.org' alt='' /&gt;&lt;/div&gt;</description><link>http://sccdpblog.sccdp.org/2010/12/immigration-petition-beware.html</link><author>noreply@blogger.com (Bill Roth)</author><thr:total>0</thr:total></item><item><guid isPermaLink='false'>tag:blogger.com,1999:blog-1730480226670083967.post-7656278304607788252</guid><pubDate>Sun, 17 Oct 2010 17:20:00 +0000</pubDate><atom:updated>2010-10-17T10:20:31.998-07:00</atom:updated><category domain='http://www.blogger.com/atom/ns#'>Larry "Pellman" Pegram</category><category domain='http://www.blogger.com/atom/ns#'>VAC</category><category domain='http://www.blogger.com/atom/ns#'>SVGOP endorsed Candidates</category><title>Local GOP Endorsed Candidates: Laws do not apply to them Part One</title><description>Yes, we are heading down to the home stretch for the election. &amp;nbsp;&lt;a href="http://www.jerrybrown.org/"&gt;Jerry Brown&lt;/a&gt; and &lt;a href="http://www.barbaraboxer.com/home"&gt;Barbara Boxer&lt;/a&gt; are still ahead in the polling, but we must do all we can to make sure that they, and the rest of our Democratic ticket, are elected. &amp;nbsp;You can view the &lt;a href="http://myemail.constantcontact.com/Democratic-Voter-Guide-for-November-2010-Election.html?soid=1103671705597&amp;amp;aid=QBpAadyJsq"&gt;official Santa Clara County Democratic Voter Guide online&lt;/a&gt;, and you can also share the guide with all of your friends and family members.&lt;br /&gt;&lt;br /&gt;Today we would like to share with you a few things about local Republican endorsed candidates. &amp;nbsp;One of them you might be aware of, the other one you might be surprise to learn about. So, let's get started with Larry "Pellman" Pegram. &amp;nbsp;And stay tuned for part two later this week when we expose a candidate running for school district who is also running from his GOP endorsement and running afoul of the law, tsk, tsk.&lt;br /&gt;&lt;br /&gt;First up is the wonderful Larry Pegram, candidate for San Jose City Council District 9. &amp;nbsp;Larry Pegram is the man who founded the "&lt;a href="http://www.vac.org/"&gt;Values Advocacy Council&lt;/a&gt;," a right wing, evangelical group that seeks to impose their form of "sharia law" on the rest of us. &amp;nbsp;One would think that someone who founded an organization supposedly based on "Values" would have some of those values in their own life. &amp;nbsp;You would be thinking &lt;a href="http://www.mercurynews.com/elections/ci_16351769"&gt;wrong in Pegram's case. &amp;nbsp;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;blockquote&gt;We know now that Lawrence&amp;nbsp;Pellman and Lawrence "Larry'' Pegram were one and the same. After a union group recently accused him of misstating his name to avoid creditors, Pegram explained that it was a typo and that he had signed quickly, under pressure.&lt;/blockquote&gt;&lt;div style="font-family: Arial, Helvetica, sans-serif; font-size: 12px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;/div&gt;&lt;blockquote&gt;"I came in and quickly scribbled my signature,'' said Pegram, who is running once again for council against Don Rocha in District 9. "There was certainly no intent on my part to mislead, manipulate or obfuscate the proceedings.''&lt;/blockquote&gt;&lt;blockquote&gt;I don't believe Pegram. There's no reason he couldn't have asked that the documents be redrafted. In the four times he signed his name as Pellman, the "l'' is clearly visible. In each case, it is different from the way Pegram signs his real name, which shows a "g'' below the line.&lt;/blockquote&gt;&lt;blockquote&gt;Just take a look for yourself. If you think that's a mistake, I have a bridge to sell you.&lt;/blockquote&gt;Here is the picture of the signatures:&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/_hTtOCff92Ts/TLstwTCntxI/AAAAAAAAFm8/8CCOmlQUmpY/s1600/20101016_050731_herholdloc1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://1.bp.blogspot.com/_hTtOCff92Ts/TLstwTCntxI/AAAAAAAAFm8/8CCOmlQUmpY/s640/20101016_050731_herholdloc1.jpg" width="524" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Larry "Pellman" Pegram has no values, no morals, and certainly does not deserve your vote. &amp;nbsp;Make sure you let your friends and neighbors know about Mr. "Pellman" Pegram. &lt;br /&gt;&lt;br /&gt;Please do all you can to support our Democratic Candidate in this race, &lt;a href="http://www.donaldrocha.com/"&gt;Don Rocha&lt;/a&gt;, he deserves your support, your vote. &amp;nbsp;San Jose can't afford to elect someone as dishonest and right wing and Larry "Pellman" Pegram. &lt;br /&gt;&lt;br /&gt;And remember, stay tuned for our next post as we expose yet another lawbreaking local Republican.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1730480226670083967-7656278304607788252?l=sccdpblog.sccdp.org' alt='' /&gt;&lt;/div&gt;</description><link>http://sccdpblog.sccdp.org/2010/10/local-gop-endorsed-candidates-laws-do.html</link><author>noreply@blogger.com (Jacquie)</author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_hTtOCff92Ts/TLstwTCntxI/AAAAAAAAFm8/8CCOmlQUmpY/s72-c/20101016_050731_herholdloc1.jpg' height='72' width='72'/><thr:total>0</thr:total></item></channel></rss>
