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Covery</category><category>competence</category><category>mark buchanon</category><category>business</category><category>parcellation</category><category>Philip Evans</category><category>Sales Technique</category><category>effective habits</category><category>sales improvement</category><category>confidence</category><category>Thomas Wurster</category><category>Columbia University</category><category>prepartion</category><category>jesse livermore</category><category>foreclosure</category><category>rejection</category><category>INC</category><category>selling strategies</category><category>tom brady</category><category>mark cuban</category><category>jean gebser</category><category>usaa</category><category>Human Dynamic Group</category><category>self-reliance</category><category>rebuttals</category><category>John D. Rockefeller</category><category>the economist</category><category>influence</category><category>inattentional blindness</category><category>success  entrepreneur</category><category>Mahmoud Ahmadinejad</category><category>mind states</category><category>learning new skills</category><category>persuasion</category><category>Countrywide</category><category>Peter M. Senge</category><category>The Fifth Discipline</category><category>highly successful</category><category>resistance</category><category>beliefs</category><category>GQ</category><category>evolution</category><category>persuasion Ivy League</category><category>achievement</category><category>Humanism</category><category>buckyball</category><category>inspiring</category><category>Arthur Koestler</category><category>smart spaces</category><category>happiness</category><category>neurogenesis</category><category>quality control</category><category>free e-book</category><category>Angel Armendariz</category><category>empathy</category><category>disarming</category><category>non-verbal cues</category><category>mental rehearsal</category><category>overcoming objections</category><category>utilitarian</category><category>recession</category><category>enlightenment</category><category>Napoleon Bonaparte</category><category>vision</category><category>xenophon</category><category>robert k. cooper</category><category>ralph waldo emerson</category><category>psychometrics</category><category>diplomacy</category><category>Economic Help</category><category>cutting your losses</category><category>goals</category><category>social spaces</category><category>William James</category><category>communication</category><category>Selling</category><category>wall street</category><category>MIT</category><category>Lee Iacocca</category><category>passion</category><category>economics</category><category>winning</category><category>ideals</category><category>sales tips</category><category>cultivation</category><category>W. Edwards Deming</category><category>success growth</category><category>albertus magnus</category><category>sales strategy</category><category>anthony robbins</category><category>holon</category><category>progress</category><category>commitments</category><category>sociology</category><category>investing</category><title>Green Castle Group: Business, Sales, Communication, Enlightenment, by Angel Armendariz</title><description>A results oriented look at the principles of self mastery.  Information that empowers the personal, business, and spiritual arenas of our lives.  Be Successful.</description><link>http://unlimitedselfmastery.blogspot.com/</link><managingEditor>noreply@blogger.com (Angel Armendariz)</managingEditor><generator>Blogger</generator><openSearch:totalResults>81</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="self" type="application/rss+xml" href="http://feeds.feedburner.com/UnlimitedSelfMasteryBusinessSalesCommunicationEnlightenmentByAngelArmendariz" /><feedburner:info xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0" uri="unlimitedselfmasterybusinesssalescommunicationenlightenmentbyangelarmendariz" /><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="hub" href="http://pubsubhubbub.appspot.com/" /><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7658131400278125647.post-3257953525061877146</guid><pubDate>Sun, 04 Sep 2011 04:58:00 +0000</pubDate><atom:updated>2011-09-04T12:21:44.893-05:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Virtu</category><category domain="http://www.blogger.com/atom/ns#">self-reliance</category><category domain="http://www.blogger.com/atom/ns#">Tzvetan Todorov</category><category domain="http://www.blogger.com/atom/ns#">Seth Klarman</category><category domain="http://www.blogger.com/atom/ns#">Leon Battista Alberti</category><category domain="http://www.blogger.com/atom/ns#">Humanism</category><title>Reflections of a Humanistic Deflation</title><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
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&lt;i&gt;"Liberty is illusory when behaviors take the same forms and seek to conform to the same images."- Tzvetan Todorov, &lt;u&gt;The Imperfect Garden&lt;/u&gt;&lt;/i&gt;&lt;i&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;“There is comfort in consensus; those in the majority gain confidence from their very number.” - Seth Klarman, &lt;u&gt;Margin of Safety&lt;/u&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span id="internal-source-marker_0.3675423912717354" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span id="internal-source-marker_0.3675423912717354" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;The Renaissance humanistic movement, gave liberty to the principal that man himself is the cause of both his misfortunes and fortunes.&amp;nbsp; &lt;i&gt;Virtu&lt;/i&gt; was the name given to this principle that was the precursor to American self-reliance.&amp;nbsp; Contra &lt;i&gt;virtu &lt;/i&gt;was f&lt;i&gt;ortuna&lt;/i&gt;, or arbitrary fate; the whimsical earthly forces.&amp;nbsp; Leon Battista Alberti, the classic Renaissance man, reasoned that &lt;i&gt;virtu&lt;/i&gt; was synonymous with &lt;i&gt;humanitas:&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span id="internal-source-marker_0.3675423912717354" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;/span&gt;&lt;span id="internal-source-marker_0.3675423912717354" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;/span&gt;&lt;span id="internal-source-marker_0.3675423912717354" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; "...a humane, prudent, wise and virtuous form of behavior, which, thoughtfully&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span id="internal-source-marker_0.3675423912717354" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; planned, can be adjusted by subtle intuition to fit into the play of all earthly forces..."&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span id="internal-source-marker_0.3675423912717354" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span id="internal-source-marker_0.3675423912717354" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;br /&gt;
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" /&gt;&lt;br /&gt;
&lt;span style="font-size: x-small;"&gt;&lt;u&gt;&lt;i&gt;&lt;span id="internal-source-marker_0.3675423912717354" style="background-color: transparent; color: black; font-family: Verdana; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;Leon Battista Alberti&lt;/span&gt;&lt;/i&gt;&lt;/u&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span id="internal-source-marker_0.3675423912717354" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span id="internal-source-marker_0.3675423912717354" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span id="internal-source-marker_0.3675423912717354" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;Humanitas, or as we know it today humanities ultimately seeks to understand the human condition through the a historic, speculative, multicultural and self-detached look at modes and methods of societies.&amp;nbsp; The importance of such understanding is the development of a maturity in reasoning, that allows us to self-direct our lives, and achieve the highest degree of self-autonomy through mutually evolving inter-dependence.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span id="internal-source-marker_0.3675423912717354" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span id="internal-source-marker_0.3675423912717354" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;Such an understanding is not a secondary recreational charm.&amp;nbsp; The basic understanding of civilized existence is fundamental to the use of science, to the policy of governments, to the trends in popular culture, and to the progressive collaboration of human cultures.&amp;nbsp; Humanities gives us the answers and the questions that seek noble intentions, and helps us define what noble intentions consist of.&lt;/span&gt;&lt;br /&gt;
&lt;span id="internal-source-marker_0.3675423912717354" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span id="internal-source-marker_0.3675423912717354" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;Most of us fight an internal battle between subjective longings and inflexible roots of inherited beliefs.&amp;nbsp; The battle is one we must all have.&amp;nbsp; The humanistic body of knowledge allows us to speculate, critique, and perhaps reform beliefs that no longer lead us to where and how we choose to live.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span id="internal-source-marker_0.3675423912717354" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span id="internal-source-marker_0.3675423912717354" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;When in modern times our choices seem few...When the vast majority of thought goes either left or right into ancient buckets dogma...When we simply choose a team and follow the herd chanting and repeating the hand-me-down cheers of a group...their is reason for fear.&amp;nbsp; Their is reason to believe that the humanities are needed more than ever, and that without them we will blindly lead ourselves into decadence.&lt;/span&gt;&lt;br /&gt;
&lt;span id="internal-source-marker_0.3675423912717354" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span id="internal-source-marker_0.3675423912717354" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;Their is also reason for hope.&amp;nbsp; Their is reason for hope, but a need for courage.&amp;nbsp; Courage pollinates itself in many ways.&amp;nbsp; The seeds of it can be laid at any moment.&amp;nbsp; Only courage and its compatriot boldness can lead us towards pastures of green.&amp;nbsp; They can lead us to personal fulfillment and collective progress.&lt;/span&gt;&lt;br /&gt;
&lt;span id="internal-source-marker_0.3675423912717354" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span id="internal-source-marker_0.3675423912717354" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span id="internal-source-marker_0.3675423912717354" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;/div&gt;</description><link>http://unlimitedselfmastery.blogspot.com/2011/09/reflections-of-humanistic-deflation.html</link><author>noreply@blogger.com (Angel Armendariz)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7658131400278125647.post-6094019590157476036</guid><pubDate>Sun, 28 Aug 2011 04:12:00 +0000</pubDate><atom:updated>2011-08-28T12:28:05.896-05:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">John D. Rockefeller</category><category domain="http://www.blogger.com/atom/ns#">Buckminster Fuller</category><category domain="http://www.blogger.com/atom/ns#">ideals</category><category domain="http://www.blogger.com/atom/ns#">motivation</category><category domain="http://www.blogger.com/atom/ns#">buckyball</category><title>The Twilight of Ideals</title><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;span id="internal-source-marker_0.48940426042629903" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;"...we cannot understand greatness by studying the average." - 'Soar With Your Strengths' Donald O. Clifton &amp;amp; Paula Nelson &lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span id="internal-source-marker_0.48940426042629903" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;“I  sought to do my own thinking, confining it to only experientialy gained  information, and with the products of my own thinking and intuition to  articulate my own innate motivational integrity instead of trying to  accommodate everyone else’s opinions, credos, educational theories,  romances, and mores, as I had in my earlier life.” Buckminster Fuller (received forty-seven honorary degrees, held twenty-eight patents, was awaarded the Medal of Freedom, and was the author of 29 books&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span id="internal-source-marker_0.48940426042629903" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;Ideals are the primordial seed of motivation.&amp;nbsp; They are yearnings that impel action in humans.&amp;nbsp; The proper judgment of an ideal is not whether it is reasonable or not, but whether it compels life-affirming action.&amp;nbsp; Buckminster Fuller whose quote is above had the following ideal:&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
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&lt;span id="internal-source-marker_0.48940426042629903" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; "...&lt;/span&gt;&lt;span id="internal-source-marker_0.48940426042629903" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;lastingly  improve the physical protection and support of all human lives, at the  same time removing undesirable restraints and improving individual  initiatives of any and all humans aboard our planet Earth."&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span id="internal-source-marker_0.48940426042629903" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;This was a written record in his "Chronofile," on ongoing journal he kept about his life and experiences since he was twelve.&amp;nbsp; He made this entry at the age of 32; fresh out of a bankruptcy, which cost him monies that friends and family had lent him to start a business which went belly-up.&amp;nbsp; In his own words he was a "throwaway"...having an "&lt;/span&gt;&lt;span id="internal-source-marker_0.48940426042629903" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;economically  dependent wife and newborn child, starting without capital or any kind  of wealth, cash savings, account monies, credit, or university degree"&amp;nbsp; Hardly a 'realistic' ideal by someone in such a grave circumstance.&amp;nbsp; Yet failure to accomplish his ideal still propelled him far enough to be named one of the most influential people of the 20th century.&amp;nbsp; He even made it on to a U.S. stamp and had a molecule named after him (buckminsterfullerene or buckyball).&lt;/span&gt;&lt;br /&gt;
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&lt;img alt="" 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/A2lVfnadrQ9ad/+qfDH/3RHw179+4dfu/3fm949tlnS7/g7DqDs+tytKhgamYAubw3MQrqzFOGOw7yzwotBAyvVDp5Oh84zwjDDLwIVD6mG48yOl8z3XGYF+fqsqb5Gs59Gt+VokxGJcCl7OavIvOn35tu8egUD2fj7fSGB+eZAQqUh9G7Pi80DjjR4lIW/tDZ6Z2/35sGd3F4IcOVhtGylh9c52t83l2GFyvTvbs6b9/BN32ep/w3vPhpQJ+0ab15Fy+0bDuPd7KY4iHHxgFuWlbXI/hpvdJJcZ3e+fpdWhsKfOLRqO5cHaZ0NA7wfTWOlj8aOg8YODtfl33q1Knh8OHDVd9PP/30cODAgdJp6VO6Oq/8i5ARDmEAdAkIEN/A4FronacAf82fJg6YfC5x8Lqm6Yj07t4Eg5lWpnjv00Cw8jWuLmclnDzyCw0jL17lbe8mDZx7h843zbsSptPg6ufGgZb24JU4+9OwHQdnX+Ja5l0WeDinMgHXNHsWGgfeug7lla+VCUzD1kP+gGm4VkJpXa5n+T5Ltg3T5YEV0NY0jzHjX3SQP2fquZUdrNB4Pou35gEceqawnSYOnV2+sppntApgm5eV5dAHtEmXD+yUNnH93nj7Drfn6Xvjb/lOy+00+fSCzC3df//9ZcTbt2+/y0PT0vjdhWqRIVZpWgzKNmW4C0BQC0vGrrSVxEqbEt9EE4JnwnG1APoun3gwHVaWKV6cPF2+PB3fcd49tyI2jVO6KtPsT5fbZTfOKcz0uSug41bS03LCs+fmvSsBvLiVeOCbysPzZ8mg8TT+ztOyaT4bDt6Wh7pFkzzTfF120+QuXT74XJ0GtgOYLq/xdRr6pmmfB4smoeXvPq0DODqteer0z8IpTXzLB244mhbvTWvXlThhJT55pjCd7t69uTHnPb3vcroM6XQR7S3Dlqu7OLQ23RyasbX5KTPtQsPXy2f8uWvIxienT58uQ965c2cRjwEIXIhyiWthwjcVVuNvRqTJKzQDnQaX9I6f5pUGTlrn99553Zu2Ll8eoeHkI5DG1XkbruP7rqxOg8cz3K0wHdd4vHcQt5IPaa0A0psPcFP4ab4u373hp+VPcTYsuMa3Mg68NPHucLl3fMvOOzxNS8OI7zjPKwO8UwVtfhtumhfOKV4w0qc0eEdH42l+5Ou0xt33Kc6Vz41nGi+fMhtn43EXp8yW6cr6b5jpvZ+nZcAxpb1hpvJQBpguE4ygTJNxDz/88N2JxqZ3hBj/dv7mcVGECjbuOnLkyPDJJ5/UNLvmfGrQUyT9LG/IGXR0qcdK4r13Qc1ow8Ch3H53bxiEd8Xx1soRJ8DXcGCm+VtQHQeuYStz/qxMW4lbeitn07cSB1zy8cjdmnTZ8rrk7fzSOn0lHfAIU76UN4U3UdU4PAt6TvJMK1k++BqnPGjogDdpjbvv0lsu/QyXOPinadM8YOCHE4x3Af+eu+4rcvZniksUGPBweIZ/CkPG3eVu/GBbR+QBP72kiXfJ02memy449EBbPo17em/emr8pH3Cre7g7zzTdszT1hX7w8IAVj09X89F0eNcKP//887VGLr9LfXd+uFaGuQjxDuSQHjt2bPjRj340HD9+fDDlffDgwfIMLVyM9wRNERCEN2aMLNxJRcwx6VGR4ByNfKzcO5Wm+Htd55XElFDSsBazd+FnUHdGPMPcWGmhuBJu3x4FGfIjoEQlvULg631Gn3SBMCoEf0gsB9Rx+BSm73j4vBC1SOqYPim2wOdm9CpjGhrbNBrfdwr+npF13FwQk8fKMKaPslCxJbsZXFd4yTEZ0Xjn9qhA8IgHSj6Nen72fkd5+IqY4JlfHMu+c2uU29zCKKO7/JYER+puBQYdAlnOzd+jPW9V3q1ZfXW5XV/oE+SpQB5dCE2a4R0T7/2dm/u0Ut+tk5n847oKOGYzQzvi7/rBr9BFlcwmZd2Zm+lLQX3Wn5lirUhqfHE5s/ob4eKmPgWp3pXJYZE3gxXYl40rJr600BpVxt71LL2NH3wtP3kQdK8/+OCD4Wc/+1kZtdnf7373u2XM7RFa2SEaUvvxvcmZVj33qBOtoQHDnaQhrLxHac2M4ZWCudMe/54nxlgQFIO3bo8nZubnRibSRiC1SmuhF3zFSpgJPvmFVoB7CgJGwph++864Tk1/0Oweiuru/W7+meYV/7Pnwh8eha64mf7kfcZvZMMZzOf9rkrMaET3XBRbeXNRZOmLyaZc+G4HmVx0fJ5jK1FTTfBjvsX5SF18jKjlgR4B3kXjT7SASSh+kvfucz2hPzg5subNHW+5l/IE7nbqfG7Wstyp+o95LI6GdI//mYNkDMl78+b1sfVJ/XWZTefdeusyZ7TMAOum/rsFuuug2isHImun4ZJ8QmflGP+0/NuQ+p2sWgbKvxn86lT+aSjaxE2Mepr+qeeS7yx/w9c98zS3Y3CzOQDl4oHt4MlFxG1T0oR+754dY9aIgt+2bdvdHsqUhkVIW6AM99ChQ5UO6UcffTT85V/+ZXUh9u7dWwWAV1AzuhC4EkRouJm1ueEmTzGmL8R737o2rjl3GSvvysFgCbdKjjIlgNMazZdXFzG6jHvizr5rMDPmKeto5F2d8ufqSr+pVYqy0+j87zLBlOBkuxkmckd3aUXe53VN0Tijk6inFbK0arZJIPHCPYWevUf45YWrJRrjCi7loh8xejOx2vEVWyUCRhxiGHMMu+hxD5z4aiHlW8xMbN5vR+63I8cF9M54Xkz6zSgAF1t1pt7ukVDG67XkcpceEaPC4fNuXUe+o7FnFrwyITKGcPlKyZn4KFrVb/IVM3FYZb7eb4ex3OfQVF3vcAF/HAEnXTQX3Nijgw8uOEvb5Y3u0Zeqr+DubncZZ+IFKLpuvcMBV/UW81xsSgCXf4vqeuLYOq98ZHUncv3rwsgvfVFKyhtv5WjLAc+r2+x2C886NWvWZytr4HzPQ72ipwO+puV3i2vYqxuvobW7rLcxd7r8dR65PUQjfPzxx2vG7PXXX69utsVzAiyhhOCqgFmhWoRQOty+em147S9fGY6+/0F1D0rYUkb5FupiOk8r7/AJfW/haEVv3eEIICntBnY3gEOXoIudrS2zNLSOLQXeuqWViHmXsuR1lbIkDayw8r1hldeKLY4xNS+VMX+ayqaEohbsTG7g5OlLWY2/eWlc7tL+SrkT2nuXEtoZSBl66kY75X2kd+Z4Z4i7PLBTZejyWi7gVq+enQqLIWsdpYnnOBfS7b6THlVeQiPOx/tYD2UGVSIem5ZoeOFYXBi3K4pfWBjXx+HGx+0o/nz0Sr5bqVPdbi1my0z5YbHC9eVxbX50+jrQozMBK8A5lZ/n5r/uobn0Y4URkdtieLoZQ27jLISf80dPTiiuQ588HEz5oZRx+fqNYdt99w0vfvlLw9KGbP0NpCxcKzqa3qavdZGzYsjuJ06cKDkac6t3vLWdLcrYlan5htQ4eNeuXUXY1q1bBxNfnaGVHJxw40bOFIeYczl08OMf/HD44ff/07AmBcGLGBUyDVOCxTfhnhtnwWgBIh1jmFFZRm/FqMGNY0qGKZ4w5B/TVGqJSKVFcQqfrqtKDTllPNG/Upr4R/zrelEq8KM8xveFVEaXRwYUaOQhD5xH+VfEzzQr+SvkXUXq2skPf+FJnPxILDxaWaEcEX7lp5Cj4uqawbJQrdYIiw+4Kk/geWvp+LmVoQI6uzyoBYY20t1KMyrQ8vK446tKDF1hpOD7j3GvoFUveSk7PGlF4Vu1mkACE/6qviLnGsbM3uUh7+vpmdXEYGDRv7R63OvdBg6XePDwMXTwN26M58+lG965U+p+R3+Xj86V9VHqlzwcuzxVB+GpZWgoQ9Z0SNzt9ByqvsBHjp61rJ8XAlVJDVL1khhDH2FhMctUcYCXrl0fDmZzx649u4fd+/cOC6uXRqNcHMfEY5mNJTRRtATxLnIxGa1R1b3WKk/DIkFSXEwQeBu1ZtzsGeHxCNIJYmVYxQgiim1bNg+r41mH5ZwRXb+hCCkiZnotXwtyJQ6yADuTSSXPUfBo+6o4BWO96pckBVwJNpXheWH1bOZwVk78eeVvDzmk60QoYEdDHQ3ZIDib7cLvvXPIq9NNZXzNp/fyCcHY+NACV72XrD/tqKrw6Z8oZOHEHkWa8dp4GSpFmp8NR2QFszBTvJu6pAkN3/kZsXDlWg4NzOfIZGi9NY/7sRvNsNHZYV7GhFZK9KMn8+EV33UzzSMurmHkdz71HMOi6OS5uGhIEcW/hb5R5uDn4vmkuwr/jbS4ekDLaf1jVXOha/lW5B7HAtf6Jbvb5PcefIFJ1tJDZazN0GU5ONDVy4mL4cX7qpS3Zu24G8+7C45+DtIyAAZpjsFVejWrMq38fLq4zXuVP8vfPCyHv5YZfNMwn4ajeE6kMgX1VM8pQ7+In7sZXU7nelhKeRt1k8MjjufSW+MWe3zedBfOwAqGuxyXvde//OUvSwaPPfZYbRYB1+Hup35a8BK0zAyZUWudpU0NuVtlsDzm6hiLyQ8ELQR2KUqlMkaC7il6Mzu9wy10XL3kj7wlwNwpndYW0+KL4UgMTal2pkVqFb8qilKVKS7h2uXwsdRH04IrRrNqIfSFt8UFZjkqKtgWTNOi0pfjSUs2obP4UWGRnzhyuJH0zwtsZ55zS6i8oV0o+mcVDxlcVcYkHZw8aBWaprpDM5Pvlnh2LZd4yxRzt0NXFMU7x7Vx3foC9u7i2cUv505O6reVT9rtWa8mlVk0rY2hdQuInmQd6Q0NNc4rMY+yQGfxGZ7MCt9KeYxwXjcomosXMpO2OkZ6O3MQDLp7VMkVWDWUe1p0zvtWClxIudU6xqjgXxPn3eF6hnTd2yBDzmJ+5rzBXMzJo7KazqBOJvLWo4Sz5D9ryOg9Ol3X4ig/jaARjffq8kdmHcwjdDB/FNcXPGNrv3bVYtmKScM75EAuK0LJL/SoK3JXp//xP/7Huuz2evnll2uzyIpskWMyqVhEy+jIFaZUMIPmBXtKXGYFdKAI0oeb44SWfAtlxGMLaDAPN4NsRep746ru1gq80tAlxHTHOSheOHG9HGNGV1qqgC3k7+gdC38EVCO30Lq4Zvz6BXyEciutwI1lE3whG98RrokikzA1no0iUWjvlEJ+ssGbMfGN8Fpj44iBAs6H37vdagTrZgpRRHwvw83RcTnBbWJr7L6NznGYi/wCh49yVsl+M3IlW4HS4mn5zmicxWdw3OsqajPTYoU2+VatyoEDxhkG58PvuUuXi/4lyk1Bkz6fbm3h122PPDisuTvpms/hO1KN51wdGeL7+rVLI89zjDBGxjElfiG9gLiDlJ2uczwBeapvtN5Mb6EmtcLC6jU5fbaUL2CE/8XQtZAyqpWLRJZD82IckTzzoSU1ELGFw7wnueqFfFfFmXAKN0ymht7VVd5CeiPZiZgWWT5dWcMY6bdi8Lci/2Ad1mzYPPaI9BxShrKMu28uayjC51qfohrlzTHdSn3dvhG9jwwWZ/xI/7wwGnKnooRejDZCxrfS+1izJkNNMolCLEZ2HQqO4Cah9V5DaoPWn/3Znw3f+973auLZvmvLwsbHdFT9dKi91p0ZYokM18UzUWAESfMMlgG4GLvxK6Uy4Xs9ilNGT3GT50YqioqqmGZOjcNREwzFxMjIOFmCrFEInrrcuXRPHzn4xLAxW9bWLY1dxktXbw6nTpwczpz8aDh78pPh/u3bStEuXrwUBcti/bpNw8FDTybP+jJgDscM7kcfH62vLmiF9h54fNh+/4PDsaMfDsc/eCdDic0p59na6/rzH31/MD+wYdt9w6EnnhiWosDXrl6JE7g9nDtzenj39VczgXFp2HLfA8PBx58opfv5L16JB78xfOELX4jX3Dj88o3Xh5upkAMHDw1bdjyYGcfzw5G334ylXhsuX7qSfE8ODz786HDxwrnh/bdfGy7lvnbDuBmAzH756i+GKxdPD+s3bBqefPalMpCzJz4aPjj8znDfzh3Dnj17hlMnzwzvffheGdOeh/cOD+3ZX+OnG8smKG8Nb7/99vDJRx8OG9asGh4LHUvrtwxXb2ReID2Xhcyo3l6+NJw5fTIyOT2s3bR5eOb557LwkJb9+rVhfWR2+J03h6OfHB/urF4/PPHUMyV/Dn7D2vXDmXMXhmPHTwznTh0vPGtWMcQYeIxpOZM7mzZvHdbmejSTp/EicTY57bX69nDyxMfDL159fdi8Y8ew/7Enao7l9Vf+c3XT9z/xTE20Hok8Thz/pIzxscfC05btw2uv/jxKlq+QZB7g2tVLw+p1G4ZNO3cP+w8+Prz15uvDqeNHh1UZjy4t5VtuaVt2P7J/2LR9Z4aGOQIarZi/eSM4PxqOnz4bJzCkXg7GKHLMcHWcTJz22fDz0ScnI68jw5pFxn51WL0qZxDixFofywHmpRqt2IqueTni6LKlzHEtXXr0N3g5dG36zRjxjevZBp0eylo9KK47jl3rzDHCCyfZsqGPP/54+Jf/8l+WIT/wwAOlU9/61rfKkHuIUUTN/sxDwHgZlxaZgbJ2QYY2Zu/NhDiFMc664rlCVRhOaxYS4/AqlMEmqQ1XC+VixODToA3XMllxI95yOUpXeaXx/Bk/LKT866mR5XiJg4eeHp587oXhasbgZ2Os+2PY3/zO78bLrxvWZRbwZlrKy1cuDvNpYbWya1LJ+x87NDz/4svDlSiVSjr45NPDl7/6jXj4tcOldLl3Pvjg8MKXvzps3Lx9uErxNm0ZHnsixvXQ3mq58PZb38k6+oFDw6lz54fTWaB/5NEDwwtfennYft/OqhQe/dkXXhqeivFS4u333T+8+PJXaobyYlrD65HnI3sPDF/++jeHx5/6QsaA88Op0+eH1aHhwKEnhi9945vD/jiCVZkdvpZKXpcWZO/+bMTZ/9iwKY5Exa8OjweefCYznl8fHti9N7LKWGvztuHpZ58fFlIPaN+yY+fwteDad+CxGPax4cOjnwyPxHv/nd/+Tn1gwEb8CxfPDTdS349G8Z996aVhXX3akWkAACAASURBVOZALl6OIZ87W13tffsPDM+8+OKwNTxci9zlSdNayrUmMn7mxS8Oh9IqXE1LeOX6reG5l14evvr1bw+btu0sZ1n6kfpbTL2tynDm4pXLw7bQdTC0q4so03Amk6LnfSAhxj6XenrmhS8N+8L/fFrmuXS9H4msn3rupeLnevSQM3js0FPDoWeeHzamnPRFasxNB9H46OOHhoNPPB2H/ECVu3p1HEY06Xr0aj6y+a3f+e6w44Hdw6Ucdbx09XLKHY+Brkmr9tQXXhi+9NWvJ/5GjPvM8MQzzwzf/u7fGzbH+H3Egf7T3W7A3PvqZU29RJZcDZVegNeZbusR6EJXN5pOp8FDPyOuybUYCtuTl+2RH7vShXaM0YcFnnzyyeE73/nO8A//4T8cvvjFLw6MGsy0NWZs1bWuLmeERjh9BLCb7iIQbWHCswtzZZzeQ7jWreMg1XUpcsEx7MDFVeRpNOTKm2d3ZXbeip+VMZabsVRa/avGWSkfTa9lSezMmbPDfQ/sq51n8hjvRRzVrfF+U08gwlwbb6t78uovXhuuXrk0PProo5kkiIfOZBwcllbWxkjgdaZV3g1p/ebnTw23MvZfiKLrGl5Mq/rTV34yXInS73/s4LDrgQfjQOJkojDX0g3ToboS+FtxZA8+9FC1iK+99lrNMK5eG48eT62SKMbGzVuG06dODqvC12K6ubqoa9O6UQbdKRVKJrfDw/Uo2I3M9t6MJzd5tX3rfcPGtNg3bxkmRLbzJpzGjw+g3aTk5cvLwzvvvBNcl4dDjz86PPrI3mrxbsbY33vvveHmkZPDxh3Bk5nPX7391nDkrdeG6zG4+fmxZTIPYVPQq6/8bFi/Kr2zNCqGE9UdjRFcvXxxePX114Y1SxuGh/btr0kXdYU/wyTGdytKYZb7WsafNEHv4oOjRzLO+/Nh+dKpYfPGNcPNyIti30lLyBlyTucu5ouZ6UovpX70qgyBzpw/V/Wi96eeyGj1+lGRb98Yu8Tk2nUYfxB9G9eqyQNtvnv1i1deGdalxzCf909Onk5LnTPWmTE+c+ZcJpLeHq5cujg8euCJ4b7dO2t4kg2P1Rovhwah9d/zqJuj/uat6Pt0nDSQ1HB8UD8dwI7GnJjIt2WnESVDn51SV/hivMbFD6bR8cUXeKa4Gmd9s2vqFSiSdxcD7260zJhRKKEJjbCRuxeRIXQaVsJN81LaLk+8/PD35X0+M5e66VpnqBnd+YsXqoi1qSw0K2NpXT6JE2Xz7q5FQS8cV69eL0+X1xpj8KgXUnm2wWn9u4dReSNQgVOrp+Amh+V0N9Fl8mIxBq4VWYwz0OKfPHN+2HH/ruHhRx4djn70yfD2r94KMzHeyJHyKUclWTqIBcaZbMzmgA3DsY8/Sf7xs8AqjgO6HsNRXnWzYkyU4cLZc9VKbNy4edix436ale751eIbneSoHDy3QpTypwezKsMCZaMdTPWCgv9SuqfmROQ37lIPYDgnwyRjWXLk3NYsrZvpwvg5qPEw//jdMOXRDTS4C+oDvnKyaWk5V3htzNiwRlnjN7HPpqfD+NPMDrGdtLL5AuuVfCbWRJhWOnjUCVmo/Daorldp6rfLQ4NncYL0zH6Fj/QstNKRg6Ubcwn0W3dX9/dWnOOlOBI6pnc0n8m4G2lAPivAL3S5DSN+5SWtVghSRqdN4eHAU8sNn/TAzPQ3vvGN4aX0nGyVNsyTv/nCv6vDvEogcIrsQ3mmuB2cECCkAITTmSDzrMIFrXHdZ8yNbyOTnhXcDDcjTZD4dhbwNRymlI2my5mV9I4GgdHpGlt2Wr1mqWbw3BkAumqpQbc8PJm8Wsqs7WImS3Rl16Tl0+2+HuU2sWGtcj5jt4UomhZkOXE8JUOjVFoEk2qe16SruHljWs4oNmEr61IGWiZsTADdCY77dz80rN+0dTh+8lTyZqwzcxDGX/WNqPCzacu2Kn9VWqGF0HQjihaUwRddDg69BPdVUSQyIBPdxZsZ39nVsy69jO3Zd0vR9FYEssOvo29khjb1Ss4M17M7XJYUtUTe4d8YZ2Jm22RZGUvwwbEqMh27iZaLxqGPybKStS7iTIfg0PIpS13WklHkvJjW7249p244lfXrNhZ/6FPeqsh/XYZAuplpJoalwKjfcYNGnEoEvyY9JvVfupE68syxeRfc25GgRVAuOEZsCIsfzko8ORmKrYtzWohuLyVe91i9rwkf69RL6jMKFdwzY40TUE5f6JfoHU6BrFxdtnunFUD+tK0UD5GJrGDgU4dsTdp92Tjyla98ZXgiczP0Xjni0d62KI+4DrVFUyKEAB2cePfdd+tA8969e6sF6cIIpgtrQy5EM4YVOA1VYTNmP8U0OIzn3lcJJ5m9I1CZ6HKZ+ZV+O7VyM5NNpWjxqB+fOF4tXTF3K0tm6YaujbLcziSOykUr5YdLi8MLX8zYmFHBJ58xNUW9mtZCAHszLely8hu3C7bpWafVTTyRbas349kp2boYwJW09MaoS2s3DvftWjdciYyOpUUWVmVteD61B2cdEY1SmgQzc7x5y9bhYia8FmwICC34RhO5arks2Zjtvp3WeS6725YTd/r08WHrxg1lsOcy5rftj/IwQC0xQ+K5zWy+/favarZzV8a7HJpN95euM2ZLWunOhvc16eko1xLa5cvpyYQPM/jiGMXqzMAzGrK8mRbyWuBuphtOrmvTtVYe+YKnO0LJVd1ycKlmXfVLyUO+BZO6vamli2iVn5qOYwvezO4qy+wufPGgqe/xQ37kRyfIplrY9PdHHRl7bzZJdIOQNjaVmLKTBzyHxXFHCJH16hpXm+2+vTDST3ZmuVfPVgeMja+EXhuN1sSZtXNDU9FVXI56qgw85n+l1bu4ukbnMwMfbzO6xpd7TgA83J2ffO2udMeXL4VyRH02eWrAjX+RUTQSlW0m1Ako44pHHnlk+NKXvlT9c0o/Nd5GpnBCbyabGLPWwjTeM6aFes57e1Fx8FMEacbUNgegLxPUxeSmrVuGffv2VWVSWMpsQ/ntGM/aCH6a37NK2JGZ0cefOFSKZcx8MV053SlGrRulW8VoltI66lJpDSgcwa3N0oYdiCrLeue1dMXf/OWr1cqrcIro8PeNKPmOfM2B4N89/Fb1aG5koisE1Tr0+syanmHwUao16f5v27ZjuH/X7uoqL2V5a8Pa8RtVlu7ixsph2SAiLK4ad0+tyv10ZpdXZdPHtu2bo5wmCe998ZQyv/nmm5kHeGL42te+VnMB77731vCTbJtdtzQ/7Ny0Ybh47UqVqb7WRqlvR8Hn86zFX792PMzO4fkyxe3HDw7rQsPHRz4cLkaOWl0yuZO4JzN7vWXTtsj2vuGdd99OPZyp+lGX18j9xtWqC7pAb7R8xnjPPffccPvCqeHahcwaX3k34+184jVGvBCZ24twPQ5U92Qu1+ps/zTbzKDItRxLViw8p7CSDT0Z62kcWlR5ekemTWtr7zBsjs5o4ZYPHBgWbl3LikPK/vhEORjLddu2bx0OPXWour9r1q8dPj758XDh8oV069PrsJQYupTX68PjKk38QhxD6XocIzo4JMpdS3mB71NktZ86MgYLT+s9S6jly5mjly6tAz45ZPXKedEddcDuqgGaObZ2oNW1hoTX1f15JjN3lk9ksHTxq1/9qlowBXQmzwzubpgSWPSG8eSv9cAANfHga7wQxigTAykGU5EC792wZrelocP9WgyBYW7ZuKUMwbKAePC30u20cWEpcVfS2mpZCII3Q/OmdKVMFKgEY1VLM60gvDcYu4/wRLkZrXKVVy0Mw47R6iIbGzIoE0TkBefVa5ezPLK5xuhaRmNQhzxu3wkdljaC+1xmRc+cyocb4izuz2QZB2BCwzia00Jre3+0G4erk2vhBX0U+XwmfhjNppS1LctP1ljxui7j9WtXrpYD/ou/+IuSiY+1vfDCS8NDj+xNC59PuWaizrZIhooeOnPt8riH3jhWK2VmXwtrHLs+Tiy7hWJoN7PEl+9wp+yl0LE+ZcGBdxNqtkji/0Za8rko91iR6SaGfhOQ5EUZ1dPq8EVe12K85Fp1HxgbiOK20+uwTpxhQmBNEEYCgcunbyJreIRVmTMAy1HLb+5ET6k8bmbC8eYS1KH6MPm1MUa6cUO+6MouQ4PyDX/gMLTYvCXj5oWMo1PW6FxCCkdXdjy2snCC74uelPWGh2nodHGe2xnQ6YoLeOu5d7wwVnFNu3qgBxwVPhqGLNEuTO0x+UYFBizIQAl4Zd/U1TKb8oaQMlEusI1E4bUDJ/lqvTg4tGq8TUSZpHEW1rY0ITIcCU4aEBM9Wil4dXHXRkHg73czs05A1QxklOXVX/wiCnduWLdxx7B338PDvr0PDW+9eiJbANPKRrDr0tJeStcNX5vSCl3OpNgrP/lxMb/td397eOzA/uGN138xHM88gH2wunI3QkOtAYbWOV3CXNcjMBNVxGIJSXe8vOQTjw/r0709FiP85JMT6YJfjSyGlJPZ1Yxtd+zYFlpty4wjyaQNZWQANhkwnDtpjXft2ZvueL78mBbi+vXLw9KWcVOCrpxWdnXWQRkQxxEi0zIYx4/j7LNRtgce2JONHtlJt5DNHfGGa0Pk6vWb4ky21IznH//JHw9PP3lo+GKWh7Zt3jn86YX/K8uvZ8oIzA0Yqhhjr1m/OTLPJ1tjSAtrI7usI+upnM5cyX/6f/7DsCUtIser7rbFEOL1h7MXzg8/+dFPo/Srhn/8j//x8MzTh4bDb/5iOHM8MowhM4ab0YVb4VcFczIbM3a3T/iHP/x+KvxM5hrSsmc4u7g+yzvGxKXAHGU+VZseitbNhpLa2MGY8BndWTK/EYe0kB5GmolRx8KHM/EBrladkZoo00jQIz26M+m1vf7THw1z6SnoRa2Nc12KUatPDuInSbsZen//938/+vHo8MFbbwznjrydCc1siIlOWreubbCpC7PrjJM7oaPqyOGRmCz1rlA2Ufo/Nkxs6mYRNGt1Q5sdkOWA4gToKhj50OxuvkNQFqfPeXL80vbu3Vu0l5MoqMiyPSMEAsY9MxxpliIgasNtuPYKhSxuLtPfo/cJDi1rSix8ZgjbK8O9KoJEtPGuvA88uGt44603i/CXXnihHIav62u9jEPtMqqtfvFYRWto03rZY6zVGkNmNiNU1Rs/nRnKcbZSOaszBuUsaqyUFrZPI5lkkl58xQFYQnLKpuUh3skXzutG8mFnTcbf1mBrDfni5Ti5j6oSVqfLh8frmRzTlXtw967h2OHT5ZjiE6oMM8enT54a7ksX85F9+9OKna9urnJWZbPGWCkjPypYhaH5dnZ0mVGtSbnI63JmVtFojVmcZbKLl84H70PDlzNBcubCxeHf//t/P/z85z8f7r/vwVT6o6F7w3D6+LEQEv7XZ7Y4rejp8xeGczHKG2nFzly6MNxa3DBcz7OZfF6f8lp2Mjdg5vpyWt9r2YxBbvLZwGPP9LpyNLFPdGRisnZEhacwnWHF1dKlMFGGYm5hMT0gqoY/9bqYsely5jbIyYDK7LJ6EUxCzcdhOHhjPqAakRizDR/W3PXE76R8S1jkSIY+YGFCcz4bOmrpKEMncqQz6wLDYcc3DKtT9twsHz0rnqOT8NBxDs8QbI7TSDlwj3U0apy/VV40ji5/dsiEXpzwuEMidtHqOgEuHKFFuWSCTjrXZalrDkcaGvGiV8km2VOHWV9oFKzMbajuD2VNlLfo9SuZOl0BkCdLFYoQXQhx0lQLuk3p84Jzs4mD67evjIRGiNdv3xjezm6dnWn9v/s7vzM89cSTwxu/fC3rrGeGC1E0s5x34uHn0p0yNqvxayrejDVloAQb0tVeyi4ui+6OHxjrXp3L5EcU4kp2Wc3HkB3ioCDLMYib9iI7KJGWXpeTx7WR5U6MwuYSE1GMelFXOt3g8+fH32paDsxNa4ppNeYz22qS68zZ88P2PeE/cadPnR1OnD49vPj8s7Wh4/jRd+O9L4YO3b/ARDYnMjZ7LEp6f3o4b781/myMitMtpZhV0an4UkAKHTEaLkhYlTLCYO1mu56WfvvOXVkbTy8hcpU3TWF2ie0Z1qR7bLLM5o/zMfDr6WUspzUwPp7PTPK2nfdl22K6x5vXZvPF3lST30LKRNPSxrRsmajLzqeF9Cj27I/XT89Kt3PTA/fHcWwbrgTXjYzR12xZP1zNHMBHGU/eXtxRDutGjP1idr7Zgroxa+dr4zzWhRdBi64F091eypZUB21Mqt2KU7BmuhhjnYvc59L1V2/XIhNr5Yks2Zgtt01zLk7FUuRc6vRWdl1xQjXjTQnTMt+0jFSGn/qzAJ65D6sAtnGu37h1WLNg6SxOOfluR54cQBQnRhS8wW2FIsVHj9OjyhXCotJgxm58G2LZCZ2Jrnea53pPdumjIbKAXx+6QZGHvQn0gh0ZwggmS3+R3qguuDG/uZ9pqEMTTcRY+LhOC5FgAoxHEMA1TBu0MU8iJ8QXaP0B60QUT4pYgrDj506U+nJmj3n/bZkw+Xt///eHJw89Mfzy578Yvvfn3x/Ox0A2b4zHSQWczi6uW7xulPFWyrIMw4iNPTF6KpMX59NlXY5RC5uz3mm8axnEMoJyy8vrbqVc3m5c3hiHB3gzJDifFtZy00KUXRlaV5sg1mbjRw0ZQvuleERGp5sF9+qsc1Ik3ccL568N7x8+POx7aHcNS7Ztv384eTzLUPH2Wli7nS5nM8WtOC/d4RPHP65NEeRIrn38EA/kZXypUq9n7HvdfsIYNYXT+t5Ky2aL5qlTt7PmeiVbRa+lJb6Q3VxH4ryuDZu3bc4Ww+3pOi9lx9KJHJt7aHj4oe011FhId3r7fWnN09I8+PCuTELpTudHyDZszbry2II+veeZ4dDBR7NOfaG6dGZ7Oem1mWvYGYX/R//kHw1XLlweHsjutrOnT2VzyaZh11w8WmR85tSJ4bqJwNWZSQ/t9zGc1Jv6qpYlDkXHdDF43LekO894cjiqWnV1ZxmI0eohOQLYraS9ABcuZLdZ8Ok+c7jqStB7sOPvzp10zYNjObrB6LVi6ojjvbIcRxOHr+9Gxozi1ioboTKZZs4lhmvFwjq+XmUZ1efYonqj39UrSP2Njdc9Ix7To6jlGYrEz/2jnKrz0NZ25U5XBRt8DHN9ucemJnJUtjIbvsx/aqCl+LNujKa7m3kZXcIUvp47LkSDKSZmRq9rZuAeCVZ3gLGcPmu8tjTse/Sx4du/+51sjlg/fP/7fzH8h3//f5egX/7K12rRXrf+QhyKjexmVjdknLYUpdMRXh1G18SQdH82ZwZ1y9aNNSOtG20MuDnlbcm4QlfaBMqdXNZM1yaPE01O1djMzuEa4/QOnsXgzyC5uvQ895oo4Nl0Za4GL4dgh9WaVLpxnK7i6vQUdmzbmomR28P5jC3fe/ed4Rtf+3JmHB/NDPbhUkbzC1s25Temrl3MGO9C0Oe3c4PTuGxbusjS1qZlvXi2OtWZZU6rE0VaHVr0Pqx1rg6t6L0U4/rg6AfDg/vSPU9393x2rG3YviW9mvuqK2qd96tf+8rwwI6twwN7HsrYd/Pw6KEDw+Y1GXOGn2OnzoUO3dRr2R23I5NX2TGUiR6O56OPj2djy+mcRX8gM+nr6ow5Q2BctYWWY9u0dnjxoS/WfMSd9AQ+yt71Neuz6ypd6yjG8PHRI8OJ7M12Pt3scLa2pDfg4IWuelrEOPCaAU8vyt1s9aV0yc17nIujM2+xIXMmGgAbMtZkLJvGr/SKEVJ6OunAg9ntZA/sMOLM+NpGHY0Qw5BuYkwZt0t3s9sv6ZbG4Nq0fl3qMiYQg7idXgndWpeyec1rGU8v30p5qW86rqHu0DounkP5LwnoxNPUvhioON3on/zkJ7VdU2vsGwEMmT5NjVj5Yzs+o6S6eRECAjXpBtieZZoasXeCEDwnMQo7drVnqO4SBmeNu+NFxi7f5fJ8jz722PDMF8YDCj/+8Y+HX735dk0W2ci+6+FHypNeC05bKk9EKcxoOv+5Lt02Jd/I+OuObkZ6DA+mZbj/gZ3DW2/9KpMqHwQ2XtokRYxv/ZrNwxOPHxxuRFnWR8lPpTtou+bqLOfYbng5TubBBx8YXnr+ueHR/XvT2uXnWS+fS3cwlR/8N7J/e2OWZl54IYcJIvRt2WKpW6lVhO9OvPdyWkXnTvNdo+FkFHn5yrM1QWhIcvlCdl9FCyjccgzv7JmTOQhxJrRnHKq1iFHD5XQSpWPkC2aYgtc6tPGgpahz6SpfS4vCME6dPZ6ti6cir4Xh6ee+EOWfH/bGsI3NL6WXQym3b94Q48+ut8UMNTKrzEBv5H4tHajFOCJOUbeZI3PKx7erzLRzDvZeq/ttkSsnXONmih3DuHzKElYmG+OIrUfveXh3hl5Zu0/PA79mci3NnYpTO3rko6zXpnseR2H22Mz+8bNZ3sn6efxveDmVAyNnMky4b/hynJ/lxC2h+9zZyCgyNq+wJg58OV32pR1zw8HHssV2c3pDGbQe++jEcDk9nrnwupAW2rbZm1lxWcp8g09UHc9M+42smzPm+8PH889+oWAvxZF+mLmN7HtNryU9t+huVCFp0ZfUQ0SZHlbiI5P6Xli63qX/0YeVoXqZK/SevbSt1FdLUqu/SZDPBae7Icef/dmfDf/qX/2retaVfvHFF2t9mW2C69YY/voRNwoqUlfDM4+n+a6WlZEGcWfyPPUepvYDEKW8Mfz8lb+MgI9lKSjjnfyrfKlYeS+ne+gQgbHWoSefzIGFBzKBcmX4wfd/kLHj8dhdxlbpZq3P5NjV0HA6EypXUhEq9ny2J85nTHsha8Anjn4YQ4ohRkGvRCGO55TI7Yzt1se7njiR7Y5psYzBVJBlDF5tdbzuhnVLMaJT2ezyTk7fHE+rl/XpOAMdNN/d2hwvp8U7euzD4cP3DmetM93gyMOMebQhCmIf+vrhQrZifhgcH3142BAqRhE5xV+fO31yOPlJFIRBBOf1OB4t0630QNZH8KdOnshhieMxzHTfYhTHjx6r/b2WZG5kq+TH772TrBkXRW5ahVOffJyZ9WPDyVPHsxU0Y744MGPYrVlD3nvgkeHhR/cNW7IG+uwzTw2PHzpUByS2ZKIt/fbwbOvlhdoIcer0uZST7micgJM+ex56OI5r97B1sxbRSkSGH1FGvC6nm3oxRkhma2uXmLHl+nLqi3EohkXczbXMHF/JasD1OEqbYZz5PZ85DWVbGlufbaRbUs87YkBbtm8rR2SYonvN6FYHz4X0Ci6ELnWiq7wq/K3P2P1qHNHhN98YTscYx1YmhhZBO1V0MzP9S6kPBuKUm2HEmtTjnRih2WyOjzwtQTpnbALW+B+tS0lbkzT8nYs+WepbF56uRKdOZV5Aj43eX4vOffzRkczQ51cXY7vWhU1m1WaV6BQDEphnGV3yTUPbxniPSALpjLeWe1N6bl948aVhra97GGMnzdFQdtf5NJCcpwnLP/7jP67P+1h//+53v1vr8AxaT6aGKTNbVH7Wue/c0Wp2Px1CQIJ4zCmIMbrKOHPvUGdrowjLmdT6P/7X/2145Wc/GTbF02uFeLK6wquZz7Uxtr37Dwz3x4ht5ND3v5Sx1u7du2sN80TGW48efGw48MTjsZAofNb5bqbC3n7rrYxd8yWIdG1vXD6firuV5adtwZ2D4zkamFoYdj+0K0e/jpVSbMhSzJXQg177mXUNrTVrFQjfuMqeZS3NrTRJD2bmfDG4l+OlP8mRSF3bTZlou5bJpBtRsg0R/DiuzozvpYyf0o28edXMYXosaZlqciwVQ14coZaLQqsQXXHrpJWWGdP1G3NII+VfDt/2Lxsbbt+2ZTgTJ7CWs8n+6U3bthet6LExYVt2Z+3N6aGtMYr7dm4uOa7KFkPK6NwwPslCuJYx6EdxdhfPjccf78ynW781+7M3r8nQIr+ZnEkosOpHTynDxwqWUeA5cuxoJlbOZvZ9exkuGDuKzLwycBNgeLkUA6AXJzIxSWcuxalSsB0xYPjhMxnpZJu6pqCbU/8X0yOy5v3+0eNxVnGs77w5bM8ut6XUmfx6IpcyR5IthzVJZjJyLjq4kMkuS1oLc+kCpz6vmylOGSbGbPO07DRODGWIk2GLAxlLcbxOSAnrDFHitPAg2FCzMSfN6pB/nMRyekLGxfO65pHhxqUIJvyZBbebkCELeCcnE3jVKhJkQhuie7/XPbqpt3Pl6vKw58C+4X/4H/+nYVu6yGjntIPqbiBPtmeZ6Q//8A9rD4dW2MEJS8K9eqROlMO20CLc/UC9SAEAYxWq+xwFr/XMvLcRYxgTi+n6UASGYi2PshsrXsnk04bqtoXZMHEureTedJdtO9MKv5mZacs1NzNW3ZwJlPfff3/4OGdPn8wRueefezYtcg7Ex0BV8Ntvv5eu9MJwIctRaNuQCZxVUchrV9MtznjL/mfGcyI9AaKxVLEcr7qYLp11yKsMf8aPDQ5a37nMhmo1KdbVVPS5k8ejCOPwYUO6yzw+g9DCLJk5jeKV98VsZkYdDl+KcTuSeD1wJlNuRGTkFQnUIfnL6RoZc93M5JaxaRZg8h6HklZMK7EprWM5lZR/OZstzJo6BpnecA5d5DxsWkuz0AfT2u4/eKCGHWh2vpojupYWV7iiB5WusrIvZJzJeSzHATpZpXvstJWKv1atZ9Z6c4SSwtj0oXz5pOuS0oGz6XFYY9c9rfPYwWEt3romA1FvlGc5ToTcWa3JQB8X+PhYxsfpFdm5ZqVCfktBD2etX1l03nyINdS9T90Zjn/0cfUojrz3/uC02OE48p3pVdhW6nM+usGGDbfvpKwrGfJxJ6knM88mG9ExF1ksXxm7mRfSE6Ejtp+mouJsL0Qfx5Z2Oc73yqWM98NvDRujRzdu6HXFUSRPXUpIHp8QWs7pstoQkyGDQIfAjM4iETH+Kn9MVlxgEj/DlYdxkQk05gAAIABJREFUniU6ZKmOzowbSMDM4HJr481jyZ9MlcOpWTX6+te/XgcnunFVV2B6XC2fULPWHlSQKW4AZqprQiGVFJwVIG/rVykqPVMmEcy4MZ8RP7z3kXQ9M4ucSx/fWtzmVOah3XvKq59Jd1kZPoBvEkUZn8RAi+BvfmN4Nl0I4+jvff/P69ibCZeleFaTEzaKmP3EBOdg+mGtJYa0fjop/pGQrkw5yfzpdeaWdVzUaLAlyTiuSN5k1YzDGZ/eObWZY8sYKRiDOvHsuJDxspFNlGoMoxOQBy3GV7DUwYAMwDiGvCR7YvOoFbi9oMLs502XOa3Q+WxXvBOZbMxQ4tkXn0/PZV8Ozq+t1nnvgcdSL2b6x33jDiRQSHVgnZws7RzjfAwPHnjg0drxpcXelaUjBg1Ga6QsdY02+fuH6M+cHfegmymmNPniRE3GBbQOuat79VXKG12QF+2MVbxA+eDWS7ueNbdz5+9k88vDZbxgKSHFVYcMQzlbM5xyOOCll18afvbjHw2vZeXi8IfvDjtzuMQeBB9HUJYeQW7plqdXkXx0EE9rUzbdBFOVE7x3gh+d0Y5y6ON+99HR6sqOlaCu8lSGNiq5mhYnwDn+qMJoWLOKHxNnf8HMzONT8f3SetfvpZf9Mrurxw79TKYvvPBC2YnTcia3hG6QlCvgufMstkdQGSr6/bSOBOWnHO217gqXUXbIZO4KpdAL8b6rrAHG+92OYHZEeZbSpTWVb0LFWieDPfbxR1nmOVf5d+68P13aB4f/Nse07s9kh51kFzPO+vn3vjccP/ZxvugQBjNreTXdS+UtpqutrrRGxjPKRyfDYLwBustoe89m2Ps0riopcQIc0gSOYnyG697YB/y4eycwUXQCdDXOHj+JQwvaKARlu5GxIAVfsypfjdTqZ4y3JhVjKYm8L8X4rsW4dj+8e9iXlncpY8UH9uwup2iz/PUoPodhPfl2jMHWV11wwwxGeCQzw+52qFH8benFVOuZOBtZGI94DhpdmyKnmzGept0XUhnWB0c+rHmM+3aM++3bWKwwcMo+BaSXtTa9IRtR9NKUYzY/aPM+Hg/ktEqmEZ/u66uvvjr2DEKD8Z0JMbrGyeD/asaiS+Hn4LNPDXsP7h8OPft0du/9ZfZ4Hx0+zDBnY5y5sgxP6IBvxF1NT0ydWE7EEz2jm/TEEqfadJemVW09KH2pemYE5n1GZwhOaD2ol8rXZj0aduOp9NkfeTtfy7TTx/d+++x75y9+whOdISNnHJxGFMhKParDDnC3EYurT/3ITLgWmvXPX3nlldpSZ5B96ODjd7sT1SVLV2lsoRg28UVgKeBqxkhvZNb43Xffr/OTWpFHHzuQ7tjZmkI/lkmbtZndfPjA/uHA4wfy5YOnq89vKcgM5+Ef/mB458238smWN6vbR8GkafPacCjJKMyUHKZLgKk1VLRAwLZQRtgxPzo/LzQu46qY310lL/yflynxY0WNtDQYXCXg0NFdIOOqqE1VhAmOy5lk0627GkVfl/Xy3/pqvh6SYUeYqM0vu/bsKeX3VYtTMWYVqpdkRVqX9kpaZkbA0HvZjFN0UXpp6FBfej/oQYOLU0E35VDvYFuRu7smzQXOagG503Uz2iaROJu1Gd+D2ZztquY/fH7X0OFaytf6bsgcg/KUbYx5Kp8EOpm1c60Np23fNxqtgZ89diH3qzmws2t45ksvDvc/sms4nPPcb7/+5nDk8Hv5wML14UYcrr0FG4JbS2yPOXqNwdW5cpxgstqAL3GCeO94aUNoHZGGhpUBbDJE3qODBzOFku694j8j/0p8v+4dHjQ1zeDZIkepjm0PxnM1COG/dX1Ke/Yp9KL5nTqyaHCtApyk+ZM/+ZPh9t+9VZ8bUXlCs9QtOWQmn3xYzJ5s3erjmaF1TlcXcesD9w2XolDPfPHlfDPq0SJC3jup+KNped9+4/V8F+qd6hquiiFVVy3e16mcjMBqUoHHNSbxzef6AF9afWEUeB4+S9CJw7DxfFE91uunKk7++pUFrb8yhEI9PpegxrqslngEUNys1aU08qEn9BY9eSyZBFj5dppRdDuT7qQ1PpWhxbmMOR/ctWd46Zmnhy9+9cv5TM19NTtp8m3XA7uGDdacY2DOHlfXKt7Yt8L1Rs6cO5WlpzOlnBRxV/LqOm/NhJRghhodtTSWXgU8FIRHRw/aGOA4lh672WT+cNacd2fSj9Jr4S+YMAr87j0PVl5nh22D1XX2dY8z+ZZYzY9kaLUurfTWfHoIfvnNG5j7cHpp/frdKX+cJLIs5QDEe+8dztJS1sUzdHCYw+TgvM8NZTJwXXor27ZtzSeQvpbPCj01vPaTn+d7ZoeH99PAnMpssw0k6zKJNZ5ei8Mi+xWXKkFbpUUmVc/qmgGG/zYY9E6D9E4LI+ldzio/QPJNQw2XphF/y+cpTehRpxoAd4bLmNUHYyZb8XoWd+mclVttNQ8qs8ATfOMb36jumI8MuMxa7nt0/12PxlNhzL8an4ZfM9IP7XooExjHqxWAzyTIwcxAr8+GBbPTun/VHfzgw2plrkXJPsks6dXMTDME33AqrxmjvZI0wRJCKWDKgq92WUUzxPni4txn7HMlnA7TZ3EtOM94sPTC1o2jQsRo9rNKk66HLc9KPK0Ek6KKJngJ2YQOXhi6tVSt7/kYqmWcl5/7WmYiX64P3dnA8eOf/iRd1Os1VmS83RpyqA4wmMTyKwM19gycsf/6GLtey6YMYdDJYwutBAy3ZpsjH/Sgn1GDY1BFY2Sru8uZu+SRH6y1eM+chHiGp/xNGcPDYc83Gdg4ARcDF8y0215J8fCPF/TZbmsItZQjjCbSrsTYKSQaOTZKqjz1Xq1+yrQp5Cu/9Y1h7759w2vRw1+98WZm+7NOnlqyGai/COMLnGiWX/BcOpNyfTJJQIMgTej3vlfk7E/DuLf5NhxepwHMp+Bn5Uxh/rrnKiN5GOgUD156KMCgPVt1McwhM/DTcPcrmoSugty1Aj4xoqv2xmuvjxMU8cLWEWucl4JXmWXNv/pNnXjE5XR/3n/3vazrflLLSSZrfG/pf/+j/zO7bbItMuNnnXKrrrrSukwqxdzDeAQxPYMoAwVBpLU7tGiN6xvHvG5acd9c8q8FixnCnb57dpWQZxXZAgPfaf2cfqFIKbOK+zT+u3AeVoTGVbnhCCr0UKQackRBHRG8SrY5d/zS1742/N7v//1anrIs8/MfvFqVZMJHl1OcSlxKxZ3PBFafuhLHkIyfdu9+sBytSZDr1U0fu8kc8rgumQ0xocG7rjcDlp9RMRhylbeGU/fvqNa5PnkT3qzBb0/9o7/G6NlIg8fl2/n8TnpSjFoX1y45Rg43OHR7NrMN7lLqFg57nW2gKXkYlgUXB0XQdq7tyrr2ieTVQ3Di7GrorpNTaIkMTqcL737gyUM1+fd2jPmTI8fKKVomxIexsp7V6JTH3pJWuuu81hJU0CzQL3SM171WueGBSeuA9g7iwcX1F0x9BbMTc/+rOEbHMQEZH6lKkuDuPO0k1E8/k6l6IgMnyDhhu7v0oqahPr4nE2QqqYNnXWXnUgmrPYBulW2Plp4oBxuwA8dXNCiJCREFWWb6w//lfx4+Spfpm9/6reGbX/36sD1rnx9nt8/lLIFczWGEO8G1Juuq16IsutIYSOes8MBlBrbOm4Y+QUtUdGS2F82uEnhosAQU7Z1VTgu7shVvo/DHCupndy3+veBZWXB15d3z6F2J8rm0DF0RcKRqy8kUbakg2z2vWgqLwh18dF+++Hhw+OJXXh62Zp/0O+8eriWXh3bvqd/CpfzGs7yvynv3rbdLuR/IUszW9GhMJn2Sz8jatcUzn47yc7xLwc2g5Pdu7Kju1sWIT8d7G2OXsmf4sCGy3pxPEVnCsoaa4Wzlw9e4d90XOchw5M9XSe0171abEvlaqY0g57KOjHeOhmG6OA5rnehrGTE22yBNkF2PLOyhVq+OdDL6y5ffyFdG92fZadvw/vvvZsLzXDkrXcpyOvLm34Z0t5+JE9MDeSXlfpKlKz0dJ7lWRx9LD9QBuUePKKb8jFhcVWnSwXmvuNl7bkVvx7VejThHWUjDkzj3DnSADXRoOvr9N7k3XvQqBw567p0Re+bofLmHbO27AFP8zfS3PvWjMMgw0AZLGLzA9iiduLKTwEEMlgcUT81rZ1AUbFs2HpiI+dGPfjhcyQL7E08+Ofw32Ta3fXu6bxn/vvHq68M7aeFP5VM4lpUYvXGXSRKftFE+RmziV7ZjcqH3bjDTCOZeiHDzYiwX1nP3NqYXjVLjmaudnQmf4MPAWBnB3ejvVYAuzugY4AjS0WEoJ5eZTnf8J8H/wCtdb2GsZFsnbWQ4nRb1duT48gsvDr/9u79Thu901RuZyPko6+ZPPfuFDEceLC9rbGtSyy4pRnE9y1GU+YkMTa5lR9OFc1nzNGOf0q+m52L905q4HpFfW9DacqzyqCPv6nBt5jZWRb7qwNcqfL3DTjgKYXKo6jZ8usvnkAJ4xj6XjWrWbL1bBmLAWl5KBV55nIYy7BpTtq4fWAatu30h+wEY+La8b9+xJa1uNlTEAG9tul1LkRfD1ztvvlH4LE1y1hvSM7GsxKG5L2V+YV0uPUWbOs5dOpde3lJ9vcRP1vg1CGVzgpzZ1UzI0R/DmzvZUWWfdRtpjadTgf27yOp31JXWHC21ulTJ6nbUdUcuhda/mqsRYeZ8pkWtQ6U3AQdLJ9vovJeTCV1wc/v1d4YbnLzuZFuwgfD805/+dPjBD35QjSu5COqgQ9apx765Qlys3L29rKULQrgriOQsQt1nl66NPF3BZru3PZjjcumCfZCtiIczG305u3UuppIvxgtbE16fLledNc6MJuUUSmgEV4zdW/6pxM/7k+52mdiIIs/ep8b+eRn/ung4cDeGlbwTtEs8eelq+myN1tDnhPRGLmSGd9OObcM3vv13hq98/Ws5oLBz+NVb7wzHsrxnLZcBkLHf9DmZGV2z0brNtkZGmMON4MfHhzk4ciV7w4XtabUo89hlHnfbMTJ40EORVTqHQJF11X2sQavZS1A9ZgXXXW2KgQ80kT0FcsEH5v3QrG7hYeztLOiOehenvDYkBizOdTV5GNep0yfLuOVVjvKu38inl9LKO2Wlp2CHG1hbW9dmGKKn4dclXOdikJwP3H6o4LHH19chgsO/erOOc16xDh+RaRzw49qU/IvZ6GL+Bb/KBKPe0O7eOlwC/lv+qaWue+rymVjUjzDqNv2kY2NogyRD/JMb+XvmGP/tv/23w7/7d/+uZGx1g1waX+Ooya6pUlIKDGNSlwxC6Z2xjQ2Coj1pPJLvN8urewiGIlPYY0c/TjfMsbasZ0bIlPB6FP1qxly3s2mABx5ZHJmkGF0ePF1uE/xZ91E4CGpp9v2zoP/mcStpKBmEbx7fWJFylbyyZfNk1l2d/X38maeGr2aTyze/+a0MRYw3z9WWOxNeJgY3p6uodVubVtHSkv3pxj0Urr5iGuUjG3WhQtWDdLBgGAO6rkaWKlY6o2Nw8jAYjoHieqcs4BgbhRHgRTf6e/wLN4PpNB9jVK/g4ITDJcCj3LvyT5yyvCtPWZySd4YFDxpN1qAffeciF/He7bXmLHzSqBuFjdEbAV264r27bHM+XM+pOSyDxnfSy7kUPfPhCsdLs8BR+9xvz/YDkJXeVPXQ8hzxpldlaDTqypSHKjB/5PmvpUnw95WHYM81qxvlka/yRjrH/de+nfdv/s2/qd8oZxf2Wz/11FMlf+9k3XVZXev2CJAAEHgFwp2GZhac4K9ZZEGaT7ycyGTXmZOnsiEk+4gzbnMUzSHyddm7u5SxzK10my9cSIUmj/G3o4IYaybdMfW3CfI2bX+b/J+XZ4pTGYI4dDJGymwi8EzWzK9HcV7MSZ7f/u7vDvse3Z8jelfKgH31xGdyfNzwgXSnGQNcdoGZi7CEB5cLbnDEUMtjGYQxAOW5Mzx1o1z1pP4YgLzqj8Hr2pYcgx8MQ5APLJiiOYaoLPDiPdcSUQwZjFac8TJqRsmxM3IXWO8u9Ywu/FiVaMcjTqvIYJVtUgx+Cgg3JcSHstEqvzE/Q7eHHi5fwKyys3cVvBZK+Zb10L3nkT11GEEZv3r9jeHo+x/mVNO4Y8xEVDmkaGqVEf2rctRfrq7L6X3UbDX8/22oMiND9JBl06Be1JUfbvOTMZaBfYTPR+q//e1v3911WXU7IbEmuyBRcS7CasFCCLHQBSnU1aFMrjzbbJIhCbV/NbOl8+kObY0i8Lg3M465cildtihVTXZkrDTONo5GAV+X0fcu4ze5j3lGIwumT9H4m+T/62DgbkVruP6q4vhN7bS4MdLFrJt+5UtfqWWl+bS0x3Iy6+Oc7GLEDFdX10SFq43J2rDW6kT2NzNEZVlWopi2XN6MkTBECkmBPbcBgPWdL/m0VOpKK6UsdcSQOBjGyICU41m9Mj548OVSRwyHsSmrxrXBZWcfXN5d44TXuM7ZToVhyk9v4OyeHON1qgo9ypBfucpBb+la5krks3MOXcbxnJB5Es7pYrrM8PvSqfxww4UXHwA4nRY9meunfHyT2saUI1nePJclzdrim40n5ETePuljq6dWGY4UfDetNRqsyzj5v2aA826YPYsrOmYJXSeGRt/LDkcfv/zqV79a+619pJ5zJzM6IOCp85chqyhIu6kGLEAsSGtCwLo6voQc/6YSIOZhfUzAVycvx5uajV6KoP2GkRnvOjE02PVztsaVDhZgEU5EwaGsLqMK+hv8GfP+DTL8DUCbppYHnn3q9XiO4hkbP/fyF/NbRs/VOJeigbPhwTnh/Xv31Z7lUVmjJDGQa1HSuSjwxzF4cwdaKa1RG67upWN5XS4Do/QUXd0wlKNHj5TsyZ3xu0tTjouzZABwka3WDYx6a5kzKgbsEhg7GIERyt91yxk1PfDD686JyMeRMDa0mbw6duRIyQEOZYMjF07A5RvXyiqjDm8OunAK9pbjx0YauDgQ5cpLBmShdd4cedkmauVk157d1WL95U9+OvzyF6+Wc+2TeEXzzIDtry6dC3/wCX333Px5/i8NI81j1/kurjilIiAR5OoSWv85bHG+Zvud73yn9l2TkXpvWHVMDh3uriMDICxBl0XGFvqUyc4IXrwtgR1ql5OXpOlOGztrnS1XmdhyPOzyxfFc66bs6lFBpu77W8AYmZbl+TcV6phvrJSW0m+at+n/6+5Ny1gxo4f3Gdmjx44MO7P76eVMaD3xzNM5prihJqXs8dUSb83pozqXG4Uzf0BucFB6lWE8TA6MuLubyiJLyu/UzJ0742xsKX6MRjrjY0RaLcZj7Ky+OBD45e3K7m4xxZePcVICBqNsLQDDECgLA2Kc4hiYd+NQ5eotyOuiI+5aWHSABeNCK1qkC92TAOMZbeg5dXFcRlP30sySezY/UC17xrvouJFTYk0j/PA6Smjd+/r1DAnCVwoe9mR32he++GLOcK8a3n/ncE2y1k/EZlIQbBlL2qGm072DZ/vmp3GdtvJuaK05+3VTsupC6z7e7zWC3qPdoeeeAaNNnagvP6FKhoZdlv84XoHcwPVVkflTY+RiLgrGI6sUGW0G6S4S4Clz/Uwp/aqeJRBxJrQokOOJujAqmkJKK9gox3wqfPvMO6sYaZgSmtl6+f/Jn6at6awKCL3L4ct42Oz8l776lfza4tfyDemH6zSN7yHbK2zd7wvPv1ibP6rnkgogh1M56kdWWqyTp+yj3l7dbXuZGacZ21oCqQobzw1TforPYMjYXaXu3bu3DLidbldwG5DyBHd1y3EwVhf5M2x4OG/OpXWBIXvGN0eh+y4O/5TNXR46Akc7FjDrE6dRwAuc4Lo8xk1RKanyOaBy6MGnLMYsGFZUfFpaIeKuPPCj1+9RwaMcvRhG6pyATRNasi9//Rulx3/xH76fpSQ6mAmkLIuZBKsloVquhFkXepSRNzRMg7dRO6exv/lz6UvKdh/38t/La71+PLwxrn503dld6dDE+1ktkE98B88tIzJkY8LCP/2n//QPKIGL4A7nO1MOTah0QiYsyFQe5YCIUrj3u995NZb6+c9eGT58/4NCbjRiHdjMoIJXRREpswkxSqnLeDMK7ztYkWyuMBoPa02Yp3KJU4OE2wIeBTIy57nWA4FFKFUF8hQ+OPUJxorpfH/1ziPCR9CzIqtM5Wo9R2XWc3Cm1eaOW0F9LrPPc/kE0Be/8tXh27/zO5nA2hV5pEKiaL/8Zb6bnSWlBxN3ICeazCz7yRefkvEby77OcS6z2xcyrt6S1m7XrvysS8q5fPnCuAKQjwmQpzVfJ5jks4PLl05sa/WFk6XI8MGcMvNVFZ/tDeUp33ovfscJLjO4YSI48iNz2eL5QerGco/tl3bX2VRiY88D6S5vDh6wroihJtnwK1AW69y+vCFN3dkTDc+Jk6eKV2NhcT4GcS4Ngm+FwwXvpizPqWtVsTWns/BwIvJRtn3VHFPXi94Cw9yUfH7pY00O+ssHht60Umu5bU5Zm0kvvZaN+UncDes3ZukvuE+cTNUvDg89HMca0byfnlHEOTYs1pVTR5uzIcYvVJrV9qE+X/KcDz1+uoYm6SXaI683WR8ViHL0FuGa4C3dwyJ5x5DoWuLuXiLBVH04I59hZXpnz6a34DtkxulJBlR52BL7cIeD42N/HB+HJ775Z4uC9w71kzH9ohXm6fXRX3/99XwD663hH/yDfzDs27fvruWDRbxC3TEq1Cx+3puxOk4WYhfijcBaB0GMWViEqRBO4lp2CEn37pLfhZlpWPneMOK7zM+EmSL5jOfO+xlJFYWmpk+3+VIM6lg2c2iJv/W738lvFL8wbN2WDS9R7kuR3Zv5we3jOeWza9eeHBLJt8IidGVYXrqd01+XYrwf5xM+PlznUIGdU1oVcBypMHd+PLkkbl0qi5PVGnOunnVv0eTjhH72VeBclcNpkrN3MJczRlfhvHd30cgJXOPTwqkT8fLKJw4OecUpk25oEcWZ7zD+P/bh0XytcrFwa33Nwsvn4w74wQNl5Azkg1frLU5r7o4nZUhTBjrAitd6Mm70orHLB0smNuO4+6IJB3D/zgeyA+54tcxnsyHHLrqDWbI5e+JUxutH80HGDGFixPVNsNBd31fnKRJW6kLr02+yTiyvq/PQXs96AmP4tD6PvYCxnvC+smxxZKZrre7wiP8e9oInW3ISqt8igsKKPHToUAnNThI/F2MtC0Jnk1tZCLhD1Gf04DNGGiYqEZBRQGOcli+teJjzcXlM6rKtyoQPAhEuvYNn+TpMhdTPfW/heRf63vGN4/PuDd/p3jvOjp5xV08MI3KynOSTO1+ezSauWTduSaRgZ86eKqN86KFHBj+LSZ6MpbqRaVUpbSlxPoK3IS3JxowDdT+d20UrZW2a3TuuaVEGmWidGA2lP5/ZWeVIA8c43Nsw7cbyLBw4cKCMAo42HON4Y3P44J22jvC2QTNkDodCcfQMwWktNO/UM8hyIxqcnaYfy5msEi7kqxzgxSmDcbexolV+tJTRhme0ggcr3ddZpAv0VBloFIceP6EjL+djB9xav6WV+ZcTOf/uoMmObduHHWnZHsxWV0NHP8fLMVhfN0lWH7NPa9phKv+a/hlVqpP/yr3hW1f7vc4g/BXoacRYJviuXzrf+UGyOxf9ceGf7MgG/+qnQ1mkCMgIiVAoocpVeR9nRlW8oBACa8EWATNHMyUIrDRxuiWYbOWRdzmtEaLg0iq3sjRDXanSV/qxxtuwU8aVK3RcwaxEMILc/bsSXyc0P4xvY7rCwql0h+3t/VrWiX/v934vv2y/dfjJz35RRxPxYb+yHzZ75JGHij+nfPBpLLScbZR2aFE2sliVlhjfjoc6zlf5o9TiVKh3sroaQ0cD5VNPKhRtKljXq35ZIXDiul6UqQwwZoGtRfb8B9kKYBgV3Mob6RydB5mIYzDqnrHdn7LgZ2jydFfSB//oigERHO7ythJeuPRR5UG3fBybO17gg1s+Ac/KZqDoB8OYPcuPXndxyhQ4FnDkZg+DDySuCt++NS6+x/bPPf1MnO9Xhr/43vfrK6FbM8bWW/RhDMOacF7lFNJZA4SP9K5/bSg9C92tS6U7cKROfl1QxjTAMcUjDR9kYE5FGrkx5mm4uyFE4YThIihNumczljJBIBRzQdqFNbGd7u66S2DxQ0yj58GamW5GqjXalDFTV3I7CYQ2PnRNw8p3aQ07hfM8wv4alzrL/1l4xTEgkyS+u+zXLl7I7yl95+9+t/agv334nVIUPwp+Meds/XTMw2v2lPMjdEZj9pVSo5HSkqcfPtNF8m5LprvKAtPOTRyFP52ZbsakToyb4KXongtXBn/ytfNrWDL0bOwPFxooNWOgFDy7OK10G4I0uPANxkUH4OHQpaGJ4TmS6DOy8tw6lTxpiYW15hA4+xgHmnV34RDAthEzRDSre5dndHIe3pXNaWzPF0u8e8aTC360eN6U4Q76EhFHYHdhPlSRntGWnI9+7PGD9TUWs/JH8nWa/Y8dqFNZP/7PP6rVlPvuy69khB8qBl/zjtZ69vA3DFMcf8OsBU72U1rIixzF9S479vhXDBkAoTE8QvTciHh8cQRMeGBcXdGeda2nQVoT0/dOh5dZtpLpQjFkCqUyXJ2/aQpbnf0z703rysTG82uyVzaw09DvUZf64oRPtl7ILKqZ6f/uv/8nMeKd+TbykeGtd94Z9u47UIL+MOeqj300HjO7fXtsTSnxhkxsVPc6Gz/I0ofovZOdFsjH92/OyieXljdjtVzFCFSaykQXo2MQLsYsT8k1aeoIDHjy01odz3gejBNpjMEFNyfKmRg3S2ecnJZy1If86gOdjP7jLD/JOzqncfymPD+jI13TJc3EHHr0rOnN4uqxyy2vMtzR1y0queMJDS5lkwGclJjyCvLBK125jNs7GeIzj/nttI3DAAAgAElEQVTyqd1n9xokvZBH9md+Jz0eH/hT7nMvPF+y8wFIMlBmLTnN9P5uDzIIxw8TfFo3ipjf8A/6fl0gZ3Xm6kDmAj7JRj0cPXq0fs9L/MOZxDOzLXS+yP7eeFckxghNZmmUsSomz+4ucJ8m4LMJbvjKk5ZBaGNFLCVVYYhVeZQTLNyYANOevjJ/xh+wHdDVQvDs+nWGXDCNYHIXby81b76Uj7l/66svD9/8zt+pjwkezRc7jS0NPfbu3VtKpaW8b/uOGvdvy+Z/ssOLHUpwoHMp3WknloyTHRGklH4sXVmOU5KDfAxd68nR7YyxqYMymtQJY1M/FNm1PjPCcI9ljeNN8cqAB27GilaGRHnBwsFQXAwOnPLR5F1gJAI61JsAj/zgpa8N/XosTq9V650WUbpZd/W5bsM47lVO1y8ePcMJB1xd52X8SRcH5nS+OMO5gEUbYyQL8GD9trKTUXZ51UmtLOv5Rcwr+Y66ycANaSjMaXx05Ohw+L13h81Pbxhe+tIXq0X+5KOjhcd59zYj5RY99K8mqjql2P/cP/J06Gd3svjrgvTW2SkcHtURe3Tq6fvf//7wfpajfMGHE+wyOs8iARFsK4oEFe6ChBCldwBXBhYiCdPOoWYB8mkBntNBy9R/vHWWA+RT2eLhdmfIjFglIVxAk3LsEKt1ti58dr9numME/1UCUT4lgt9zrl83xAEjTAUuzkxlEDhsXTuGvvmtbw370w2lDB8cPVLb/3yf2xc9zfAzGhOFO+/bHgMbx534OZp1zcsxhO35zjWDtIwF/3IOjIzKSC6RReTYCs6Iyf/B+50HHyeg4CeXNjqnrSj65pyIYrhwMQoy5mjqvG7i9uzZfdc5VH2lbMYAF6N2Z8DdEpOFstFCYRiD1oAxw68XUAZ28lRtOfUTsOvzzXHwvlft6x6lM6kUv9N0xy6mhK53cla37YjgQpd4OOTFA9ouZCJPnI833rqc1r+WBTOXk/uqzFaNepgWPTKavzmeFvJ70nQJT6sXbwyH33q7dt0p8+PMWfghhS++9NKwO/MYyriY/fGpgbH+LRVpcHJHj2vUjmLhc/+oz3FP/F+F9mPp6Wsk72cbNDv4rNAycvLpT//0T6tnYu7KNQ7Pxi22nbc+h4tgCFUqw6IsPG8pdIRMYMVUCJamEBdh6VqDW3kpQB5fyWBYZn69q5iuOAJ3HpmSrktlUVrfdAp4NkyYBElXLqK0PzsSrnxocf4ZDvmv3sonZWII3nVT0WF/MYO5mYmemE3xJp99zbWUECXzjWH0LKfSeHRKOCpGjCz57AxygmtPNnk8/6WXSol9GBAvujW6fOffyIxzfhlxMZ/BeSpnr3dEZmZzi6+sp/oZ1YtZXmPAW7M8shClvpGuJxlezO9AuQvGzGsW8k2vyNSea4ZvX+3WjKcpPIVzVFKXWEvnqN4nx6KUO2x71QKSRxQ9rZKfPD2WD/VbDtu+ZXvVUcudbLSM+GQwegqOXPqYvpUEfDvIotXfEKPVtT/89ttlhL3sIS9jRpd6E59pgPqMsSU2P/HCgc2lnhn+tauZaY5xcdYcSLfudI2cfA9bXDxZlXM9y1ocyTixkwMl2d66KXK45QcFIgf1tcoR2MiNQftZnwoxQM5Q1x5u+/m3Re4fHDmWD/+dKp63RR4X82N9P3vl58OeXbuzP3vf8M5bmfSLzFZHh/x8agqojzLoZQjWkoXS3xSKf/Lsqw8N1VpzbKHSA48+i9hBm3v0sHaijLYSoLyDmOh06p4Nkiu5mJP4F//iXwx/kR+u16PyxR77rusjjcnZdtiOoJpaFSwgDpJWMMYKUDxDEbwjthFU5H/BH5XI89cabZ55brgXVHLuNiJQsG7B/GKe4CcwV0WJKaQ1OT+8TVk4FoqA3qZ1KnxOIOxUHnzZkHLtzjj2u8tjjNjXHVXSQ/v31mYPSmLOYHXKMD4ms5oIy2/7+o4VmVHgcijZVOA7W/8vaXf+ZNdx3Av+9r5jX0kQRJMSKZFaHmXJkvwk6z1LtmccMR6NJ8aOCf9z9vvJ4XA47PAiL0+WZFvWaonaKK4gSOw70BvQ3ejGfD9ZtxqXGMoeewo4fe45p5asrMysrKysqqthKAdv8U/mC0xImulYClPqiTAdJscYCLfPEGAOjCRoDzhxgZdbIsGjrmX0ChPy91ZXY0W9MQFrr3DvbGioHRG39L3tCFR5gEM6eASLZZnwx+LOS0qarv72nlsd1f3W/ZthwpUYuJrA8N4lHnx01R1x6jWlgTfldYJ11Kr2T3dRaTkFgZcXFAMiuMEDR078MGSQXj32Z9nobKbx4FTwzpi9p7ErCXzNxFNOnuo7FiHo96UcycN5xR5pzoiyIb7931h9pEdzYDVNBQc6hh68r2/e56XfifTonXT13NJi6BZGdMmo7REHVWdwuwTp0IEzn2wlTKC/9NJLdVk4oYPVrkKVW790TCkUkWgAyFdZFXF1hhZH4t5QvdBCeAj83wvS90vcnt5vB4DdvHm9COJYVNVT2VSOG+HV6zeLiDfSKyKMeK40Aoll2Mb3TrNYz0ZvG3fjm5t6zWWVC6J3DhDYNeJELi6kpBUENeRC/aNxeDlUpJdTN3iwr5Z9po25nv7AM4NfynEdTz51Cqg1VdTOOWoHTWPQ+ewpRRhZdrdvX9TYsRxlmi15LI43BWIecykGr/UcBVMEGabv4zwNthV3VvPpvmEuv6lOdhlxCqS4mr+2nA2ueb7NjDnfeF8JBumsMDNnejk9qKmsA/GW6jjWRq7ednDgm7aVN6cOPb6emLCxwQGPL3uvMRZhcIxWuAmia2gQohZ/ZZJ7Jw++5BnrlrO05I/xqdTObV5J/mmIEj4EkO+EhzbCzGPpwQXwqb9zqcVxLO7UWhtuEYALyRMdgBVcNI7dCHJtbseRuSxznElPncn5wmWy26NrCzA6/XUmUJ5D2xnCptey53gEt3g8sR6k/PxvcKXXl/b9AjzWTjH5OBoH/NKXZyBNIem9e78gD7C4wwn+gxdClOD7whe+UEsYl5eXq73gqIfRPIuRfUQQLhlCjlCMOsKEvnnXGOW9DFxjyl7CY/deyV5wfxYNYnkGUZN4Rsn/Zvb50pDHnjpRPt811xqG6Qeck5b3NsJs6QFXbaB+43qk9N3BWhakI0YL1Kej7iI+roMPEUhgr7IKsUF01HBlkdhpqqq78RF0UzMXY7D65Kd/ufynaQtgd+jYuRgc4IkVGNM9zNI4KmYRegjB6Y56M/LWhnqW54mvLHiFOz2p3kqDUV/Fl1efvxcXrhGuXt5vY34wYHz4w4QcGuRhTK2XEl9PDF7EL764rk7A2lp+rmLQ4LLyTztgEpqEvIzBfS/mShrpXfJSjrqYoiSMurrufc9bXrQMeFE3RKle8iCowCfdZM6mEhy56hv8iGfTPhtRyINm1FmpuZXGJTPf4HVjIyeaRFgv5PwnGoVtcsGxGZdI+2nz/JIngeRO6OrdXbduEZERINHALBfdjvAej1DSZo5TrY0mdcm/IHT8+lzdQ+DswTcdRrDfXxXu9h58zyf4wshgc3mGc7glEPXGpgj99r0z/V4+wx97q580EKJSUetla+wTxAoSu3pjjlaAKvtvBcanqmTy70FZ8nDZf2o+hHcvjhIXL8eF7vCRrCT6lSLqY6nMXM52UjlrSXlViVeEOR5JnHxIZa54xkEXzscwk7Wot7ODow3SjbudsySUUlOAIO68SC8xmdMTEIOgbowqt+P5Y1tex5UaH+sJjY8gEdEiQPs/23ZH1ddjkDF+PXQghBGG4gZIKzged9fyPQ5RImY9oAZyuiJGQUjF2BkTIlYM6xIPgbtXvSPgUnzqMVz6FyHjPY8kcQgBAsa4XePr7RAgRle32QjE3vjqIA2899/am081BhbfyZfiiyePsG6Ql142jOC98W4qUunBzxeaUcoJEMZyetQaNuTUkI04wSxFda18wizqp2zPYBTPs3wmMimtXubkBWWJX+2S97bGpSUJei2ELZinl8/9GLEY16amWhxMTMjJv+hlKCTk610vl91Euzt2t9o57T32MGsDUt5OND4wVR4py10YvZtt6M/1cfj9EbU/iq/sCsN8/Ca0BDDCg2eC7jOf+UxppuoKB+BAP+KhJ89+91BWay9dghUkXDNJAd05gvMNEF2ijmbQM/pFd+l63o/H0ZiY+FYI22l4TmL8r5/PqQvpyaYzue+4lPUczFW681QQuh0PpPup+G5Uw1gm7FlMsz988vjg9PIzNeHv/KDXYpS6HyOU7WNN96ga2zqJS7qXxKUmhhke5KBeRI0wGN648L2Qg+Q+/dnPxGCT8doQ6YQcRkasfNL19AjNAd82nm9zs3dD0JuFt6OJV4SbSvuGSRDWpQgr748cOVzoMIbW81GlLFihrsOZxoJngkRa+4EVIeSbBodT+V6PEPBbHg7Cw5j83zELImCRFTDmaBv6LX9Ew+glL0EavVcxUNLYi1xcZSJYNKA8OHOMy4GM522631xPm/bgm1Bj/bhuCuojzx7Ao5dey5DE+zrLOXGk7b0ngdfhITh9kw/GdYFjKkfpqIcxtWe4qnpG8Pvtkn8nfvVVB+o52mZQns44e2s6mk7qup1D95RTdUw8q6qKX0aYTx068/Z7r9fjd98fsdswXWCtxRQFdxNgFa8KYkNZKnWaQRWtoBsBXgT1aXV+lHOO922WUxEYc1zf+c53atrhhVhiHeeIcFUMAnroTN2ff9G9M4Iie6UBIXimFsLUiy9+dPDF/+U3iomjQORQs/QUIeLNqMA2JpgJgS0Ox4iI+0FUMczqvCjS89D+GFliUHnhYx8PM5zMcZ1v1SkWNabLFBIrarVIytTQTlLE3GCBmFLtY3E+GDXwlzLPePLUk4O3zp6tVTUs6ZAqLldF1mXWaSq+kxgwOAs16b4U4mREceA6pnKsJzUTvuAaAcqHdMUcGM47vbD4nUk7Mel5ESENr3rh1LUINg3sTo3EEBr8doYWCP9BVG7MiWi3Mp8Kzyz5YICP3uZFGMGFTfCtGweLb8oOW1R8J1x4l7VedVeeaUHLMBkAd1M3Ai+ms9q62FnE8OukCXBNJg7Y1BdsYHCVgA3Bmv4hRBZSQfURzx1OELCyzTBIo50ORPuJLl3P4qZqScOhpGkwemLlRwQWE6MzzNzbGfzw4Z160iB6ubPwON7aId1xvW80+15mlGcyrFv/0+K1J2W1r4/ijH7vaZJJymhxwKx+4FIvv/Fi1yrQkDjaCLyCPJUl7LloykCv5CxWSMPML7/8cmXqvfHH48DU8yNYK8PH/4jT07kDob9zZ0X+tS99cfCl/zVuj5mDtTmd8XZzt8vqjgm7eGbKKu/GH7TGngpxpJ5F4GDV2Br+VpiBCracw8AQ8cOo1a///JWyVEKMBtdLV/nJkFiSXuPyuaW6ffxDHxt8JFv4amROBXoFQY/Do4a0xCSQKU9EynJ7J/E0gO1aGeswprF9xESlUYZGMJ6+nbOLzR07/oSqThAoj8AEd40dk1cRXxhZwOBF5MlRXZ0LJQ2VGqNjEmNjMGF4cGHauYwZiwmG72rDhyEhFN4iPBCIIK08C/Ywq2DM70gYQ4KqX+DoAmgth6lthG7U7emnn6x2cKwqooNPdeu9q7LUByzunuHQaZ2E+WSYljW/nd3UXEF9Jwxqf/OUo+2UxVvONBIi970zZeFrvLmjqge8LC1NloBUR+/gDkzKB9+++IpX9dNLzsXwRXcDPxpR352hOj86glROD+IJj970L6P3xnjyrpACax/2aKRSdpzIC1xCh7PTmLqqj3YVx3vpwCjUdrgq6CMAIc9GX1TI733vezVu5hCAgCUStxOxDMKmbvW+p9djktoAs5PmdIjJ4eCqQRIz0lg3mq508CtZAP7fvvTrOcz78OD6res5Z/hBCQ3L925nTOwOAYwhTiRwphTj2EQaTK/otILI5fSc2c85v238Nzc/lbOFnxh8cuJTUcWzPjVTMjvbzSK/lR7euIZgYPAyB23+sA7qznrWDz7/oRhnjpSKrZe6lVU0kNbHoHYF2QgyC6khCgshrmXZomebpBF4kG4/cIxrjtm+U40J2qKIGzevlcZw2Vxw5j0xt9Vlx4JzeIE3ZRKgbBAd3/LTwFRo5TFsYWBqPwOdMTKCVb5TGTEkn2fvXBh7EDtml+p6QvtMp9UjUJu2xTvN4g91N48vnbJsdoBw1NcGCDXTkLn3sdTPOVbogkZx6HCm6KKqWqjBon0cwUVlNV7Wr2FE9eO4UUaqso/cT363U65znw7tCcKl2EdMDU3F+FTrksGZ9p+NdmEtNPhXVx9NmaI/l3OV75nfD72a23bqBVsGAcTKzGDomyN8ox+Ur8Nm4N8fOj10ZLGE9nZo9OFEa4c6pTPpBLAXnacu7g+iwgul+eW5fude9pvE2Q2z1lJG000ti4qsJ8Y71ruDBY4FfDjKj57hjPDhTehZhyJI10P96ggApIYTQWTPegtSz2+hx/Ubkb0njFTEe+qgggV56g0EgFLLnl5erp0BDx45XEgdCwHtC2Eaw6oYF0kL641r7caJUMz7mjJYimXanOdmBIZDutfSezqaZDrWzM0QEKPVkRMnB7/0mV8e/ODb3x5cfretwoEQa6dZNZ2NTJoHUzWu5GT/4RdfDEGF2MLpyuRiSYipdx9L6qXhxFpZhqCOH/GMC3ujOOKG4EFA0kun93Ew+eLRTCuFWe6FOaip8I5JYRRzwpeLUMTQ8kC4PK3ENZYWT77i6V1Ia0wqYH7wcCAp3CeNOF0QKwsssyFe8RgdMf79+exJPdM2v5uc5DPe2kKdOhG7M77NR33eCiFjcDjAhOIRTMas8oMz8IIHQbrAgy6cxGFze8JvN+dFCQ6vJwDEB+tSvkmD8G2gwPFFne22Ce7VnALqWX7gksZdeuU6shVscANO3wXfqidPx6E8+brraKxtvhMNhL2D0NBr1oYXyTdFVf5osoVHzDt8Ud/raz41N09fWrweB/fooBoum1bpW+9lvXeB0zv185txU7vrWEbDHkuPJtQbIHjWa3eIhhgB0lyPh/d7J47CNa5xLOY1rlQFa1gtKzMWNQ9oLGlHC3O/azn/aePuWvUs8gX4TBiUz+z9ED8klREoFZwOfHNRyXbGojJlnLQvxKVHKtUyUxgfyhgfAa+vxf84jKQWLOkTgWM6PcB4CH89Pc9EGuy5Fz9c002a2nGd8IBxwIxhIRSe4AQRObBsOwKk95QEDVwhPB1cr7v4PLBY1+3QYWsfYz2M/YBXV+qHwDDXTOJqNGULypTenYFGvTgFuLxTFqONtOqJaKX3DfOHdKvtMA9cSg8/No43ZzwdnIHZWJb1HPPJT77iG1t3gnIX3MFryHNnZT3GyrvxcGsbBMjDTiKHs8TTXK+xptMgwKOudkiBF/UD52I0Kfm4aEUuoYZGcaRQYlCfNIi6+rAa106UAM8+2MG/+kgPZnYKz4RoxwP8Kt97d+/RMxgYQNfSAcxk2AWHPAoJpK37a9kHjCWbJhOa1yul3o3yQdUYDawCnIzyQOHqffikxfb3ET+BSfvU2yGfETLy0IZg1fY/+9nPSkgaO2NkeOx8WamrUFkngY8q3ImQ5FfhDqR7BzrVU50CwB/fery9l8MfvVCn7XECcJzMix/LWFT6IBNh1HYw0f0m00jTcThI11xMQhA8SA9g98PZrDeF3DzGQJXONL3byvpm1piu1JGug4eXC3bTIa8/eHNw6vjhnDYwNzgay/ZmyhYYuajUkR9xlXTY+L3Bhz/+8cGLGRsjmouRetQYlmQW4Gr4YRPqcRE65Nt7C/FYvghnGBmjIByqlTgPI3i2Y/zCwLXwPSpqZ7ap4EFvq+7Sy2s+jChIC+8lBPLduFtPZ8jjEnq7yU9ajCxdI+jW82hT+HPvvzEbJlYP28wiloe7j7bMxcwzU0tVvnaTX2eKTmCtjN1i/G5HmLo2VRqc+X50Yyw7EWIEp3zUEywuz2iFVrAU90vv7sZwKX+ChaOQ+Jw0lG07H72i+vW6S6/uiJzxE/NLQ/2fmmxrvOWLSVzKdAlwYfjHqr+dKavdpDeNRwM5kg7D2JnP/FYEj4UZhiiFw5RZeB+pV2WYP50vftFzf//4vQRu6qU+ylBHd/WWp87ka1/7Wp0zzkVTfKHH83uyI1QmBWBe9gprrGrkZDYafFdQSt57Lf3oVQIsXFGNECTaGkbQ+504fHLw/EdeqI3F9ax2yIDwzfRwRbyZ3H84m3Hsw7hobjlNkPdWpGiYdiqOIXfDFNeu3cgChndq3Gw8RJLzl6aWI36WrHsbK4MfTewMlrMhvNMtGGAmIgSiIxQ89+L/ej8EfSAN9/n//t9KOzgX67ThBOJk9Hj2gzlgLBKQRqHeel93864MYIhhaqotLEGELgh2YWqCZjVjNHtmUXOPZBrFWVf28No7hTLx7Laxh9fgCX5LE4nqyUaB4LVF147gC24xHWJW5y5I/CaoSKXp4J4zScGTHodWYuvdnpfxcS+LULl7u00l2WWjHCXQfYh8MsOecH0EaNOc7HsFR/LlKjkfAWUOeDrCaSZTh+5C1SkYJzQnokrzxY4Jrt6zN8iTM8fgYXrqnTa2nZjgh94suLYZnopKbaqr0xeBHu6qoQ18qLehEkHmHCgwTWZ82/EJT+qLmeFNGwnofTrDMtrVSjoCe5s5RGAq7WO41t2BQ+iJ3a7OI8a72KI/t+/tGZz/0QDWLmzkCWYawve///3BP/3TP9VOPQSvIa/2VkdxeijPrl6wjwjDXcURhAIeD4+AT0PlY1MS8PV7mVk6cXt8hi9S9ckzpwenn1muRjSGxMB20ah5vPJcivP4g2gHIcbDcXG0qN/Y6UIOf7uUjdXOZRM5Y6+rYWbWP0ewTMQTZ35hMSpHjDUIPC6cNrmbGW+Wzs0QSo01Q0cPIzgYdCyMuBMHE/7UTy+fGVy7eWPw+ltvFkJZgA0tMC5c6MVJexcG16v5Xa6NKU8jYFz40wBw4fvkRKbSwjhcOBHMfJZEwgdHFfnCXjFhprjgGqERoGCVJwZmzPLOnLO4CFFal9+EH4IGF6ImABhffBtPOvn4jfF8l07vpW42naMNsK7L+/bNdobX/fRI3D3lTQOSXvAMfq6q3GjRykLwrgy/1dF3dc4IMMswM/6t+jY30U4j4sAPoxw1eT1aVa83tbiNlaPJBC/KxMjK4LwBfr+r1xrW3bFEbAi0H15hvmuHuQh+cHmGF20Ex/KUvtoo33y3wEP7mTlZiseZzggz1zRlMTJ6JpyiadEQ85COukL9HjKw36Wo/gcYusMBP2BB33/+538++MpXvlICStt/7nOfK0cp9Qf/aChG9kJGKoiYZKaSQgFVvx798U2cgFuh3z30+GXFU+khEei5+PUing/E8aPcCGMZ3LEyJEYjjQjhxjpTk8Z2ySs9yvrGVk6rvzR4JU4qP/7JzwZXrl+LT+9W1MtjMSwdTaO2s5P0duDXy8mLKqT3PbQQIrl1s4jcnlt0co0tmO99GMm+FGK7ECd62oL8IGoj4/TF+H0zRDWnkoYP9YYrAgzRGqvOxaCiN8AQvrkwuDpjeE4PpsWcfLCT3g2XgREeGVhI2Fp9FPgRmq2FNBRm0Bsr07itM4m0XRqDD6FhTPG7JmGFlLbAgPCyklVYrLc0C/ko028W/CKK9HKEh/ZBzOoDjja0yMKNtA04DHsIA3tigbUEQhhEL8lwNZvemECRRwmUpDFdCM+dvmqlUN6PRQCCUX5gF2xza5yLEzCk0yHR5L1oMOPpCCaDLxpYGRoTyzGrCB8uMa640gnKmxxvwzZtCh5xu1Dye3PbfHzGooF9I5pfqllty3dgIt93Q48WLiH29PH5g4HdaLDhlSGDK09d4KiHx5/7+8fv4AR/FzhwT5X+q7/6qxpOfeITnyijML8O9Kb9BXWVTmj6T34oVINqSB87QN75JpG7b656p3ZDwHv80bQkmi1Pa/wXwkLgi9lC9vjxo4XkWlyfZ0Q5k3Hmw/TAM7OZN0zca+9eHrzx1rnBD/715YxXL9R0EEl99MjJMsCY0kIsGNd8rEaxcAAS5rOEbSFMeG/t7mAl0xobcTu01/ZM4lC5qqlCeBsRLGeeeSYnJZ6s1TDGdvyjwYuRMQkCY1hA5OrcGUM9ETFVXvAs+I7AMT+cGL+B81C2Qu29qbHxFG+iCI6KGyLCWM4y9ixoVONiODO/LC1CRZAa0vvekAhhIXgThyQHP7dROCnnlaTTW0lDPUPQgmcbN0xkHBqxV+8xuTqYImS1N4ZE5K39MXOWd660o2WcS8znGaVvR/2VLzzcTHpHvTIcgWUsd3QEH+plOEX4YAPTb9oMfOPRquy5RVuxrxutCd6lUb704mgHSza9X4kAhw8wexZMnTk6hsAQ1/uOtw5Dp2fP8GeDB6MR1OGQefYMZzvf341nYV6CdywzGbovadruIT7h8seDd40eHv/y+DM4ulCGK21GA7MlNdi//OUvl7/1mTNnit7QnKDtxO2hxsiQD9GItqt0Kl+Iyzd331W4KpFnhRSikhNS9t53gCnAvSE45qwYVKjV43GzNJ7iNKEZTb/EA6C8rFaouzm7ZzeW5O/9+NXB17/2zRwpeiEGpwuVD9VRfhpEb86Y4lDsB2GG5FBO7uZ/59KjLi2GUCPBp7cnBm+9eWmwFgZxhM10mLcIJHlcj8o6lR7ypU/98uATv/zpco9cXl6uer319puDYxkXC9euZZ43PVmzrLbdMlYjIGaTH+ZTDw3gdydIY2ow8gaz1Q5BMBfDz2Z6msnU3Rpt7qfG/VMzafTgmJFrOw2oLUzTXbx5qZY5WjdrBRUmNubV6NpCnPXMTx/MmFv5O+mpjqT+a/E39rwd3JpzZS23kkm+iEDb+O2CSwzQ10hrU0si8zFeYlkRtbTSrKNhLMsqEfpbb749OHv2jeB4fwTrLCkAACAASURBVPbTMtXWhkXTvKuoYbE070/dze1bghor5WA+bcXDD+NOBG9bIUJtidxXsyqMb7zVXhwyHKHDT4CAKd9nwia0hXDBNzuLVjP3GtsD+Pl+q4OiaRjawFbDtQmfukzEup5yzDCo83ymLbfym88+TRAuGdQsquHFhge2I/StBTdOX49AX4uGsT+rq7DNZubQ2R8CUuG3q9atH0/1SYJhF16/Rxga/PhCJP9kAqbOlHCi7cQhcNGjI4ptuK/tvMeX8hll4pQI/hBOIkAGFQcijA299w7hdKbukqMk+RCIAigZmVLtQUH9GguxzgZZBUAaVa+B6Gczdpmb4UOcXjUNP59e9Vx64b/7+l8NfvTjVwYrt+2JnDHUkRMh1v2ZM840UbaR1Yi2XuUssL0VJG+aRuH1g/5y9Gd6j/SF6ZmuDC6/cy5HbcaLKkhLW5WxqeCKZJ1NwxyI08apbF1rZ0yIUS9OJmDUgzJ8CAhG3W29ynLcv5eAS6N2AaZ8+cCbnphkpeFIW3GDB4Tjd78Qs15TGfCCkMwVmqqjTksvP2UU/sPM97JxPWJiQYfXnr92lC8BQiVnGLmdHlpagk9e4nRmRjSstAG74tAG4Ef9BLTQ64SJwcbDSxmGE9Jrd/nJpy0XTC+anpmApSLLT74MZ9JhzqKt4Jp95HqGPYyZtC0BfnrPzpOr6D2fSngFdvkJ7toLbtxdcMjJB9xbWScumD6Tn2WffUjhO1ofzZNV3OyD1XBwSmjuZlrEklDwcwKaDaKsrrJ3t/LUoyRIytFXVygm9oRRvdHCTYOt7//GH3XSltrKqif2Eao0+H3boxnEnqAtC4b8rtVPvbEAfC7L9DjvnzkTA1C8jQRAjwYZ9lCIzbP7+116XT0xiQlx3CRrZUrep0ljwHk6i/gfxDr348HffvUbg5+9+masnzGaLBwow9XOTqzKh7JNjt5klZqeKaRQT1vVFMmV94cOx300zLmxtjJYu5ETFCJBr144N7gb49VkCIz6rY52EBFqH2lqYRblY+L7UclpIoIxpt8kouWUGrUR6kQ1PhXwRDanx3TwlfUbFSBbGrgqQgqBCSSp/BBZq38zColXTBUC19v6Jp7yMQwm1hPLFwysz9PJQ4BLvYf49rWGd/lLS9BgcM/qjIm1l3wwKMLv9fGNpjGZXtB78CDUhQXa1U7BAZbJyWgE6yulHRmfOpR8cWHfe/LioSSNttG7GjrUeDY97kRmFOAGnEjQGLYOgw8u1R2chhuEBcInEHZ2CMhmyzBWhZ9OX2L5DWZ3+FEX9VJP7SKN0FdTGcPDA8Nbx73v3rU8mvfaZgSU3ruYOd/lKY78LaCA99IWhnTRz1+W13tDY2DvOtzy6aHKzYNy1K0H7wkcrtIYWZuop956NP0oE0s7CUCRAIw4Re6b03/+85+vdbe+C71QBfeK1of+J0jqQPc7pMTcUT0iqQeoe+lBjXXGY9S6dmtt8O3v/mDw1//z7wfn3rmYKanDg9NPP5FxSlS5qFd3qbGZ2piKyrzwIGO1MPZmdrRcibO9Dd+OZ1+rg+nNzdNeDeOuRsJvhJgfZCpqvpinef2YN63Kp56OM5lKz70/Ri7j0IOxdD+ZcTIp7cJE8OBSV+m8N9aFJ5d3cDCTcbS6eqcBMHHzbGpqEwKWj3qLL67frmK0OEuIzziGwDph9zTeSTM1bGzl1tG0aRPf2BMEeZyLENZL2jsMk4N3PPGNm8EFRjAU40TyY/bGzE2T6M/KUG9zs6zBenJGO4RFMLmULY685As+03ueO32o492tu1UnedS0UWAtx6DQHZyqJ+Yj4AXw6ZXkIezGGPow05DyFbeHjkczHdK4wB99p+LORngTXIxW6qj+LkcWyctQDb3Xu9QFruSP1sWHR/nZ3EHg6jmedhCUpf7iOoP53wrgHHbN1Y6jcZVHwxwN8lV/PbF7pzvwaFMX+LXRaAhNNATKgKOB1U6IiRfJn/7pnw5+4zd+o05Jl4EKjCK0ATmaXZM+1BLfXAxGbSlc86zZSu/rHNvp+enB5dsrg6/+wzcG3/r29wf30kM/89zzQXTc6sJkh3KWz0pUWSocVcY8sEUQizFk8fs1ZtuO//RmDFaXguwbsTrfiEo6TgOIMWU2Pe5ciMPU1tbDqKYhKgQnqOuxzB0/5fSMvFNvjXYujKB+mK8znh5p993UJXBR9Yx/fe+EI79ODIgPESB6vQJC4UGlPDiVRhwNOEo0ypI/fGkgdw0ojfnaYqz0eKaB/MYU4BQHI4OdpZg6b/mpvDGdsbkamxenrovjm7Rw4ZpO+yCYjhs960TGmgcyLYQR9PLSNAHTjFEstqaHpJnLrEAmAjJWbY4e3mm/yeQ7n+nhucW2U+dGCJGgU7fVjOPvxBuM3ztC5n4ZkApPBV8Nx9DlQnwGmlbU6U56AR7gjUcZnLqUbZZEKCGWTAkJaWdSjnaw75f6utSpCzynORJcdjEBA8aRHxwTsvNzmZ7Kb3lgPXG05y8Ojxi0w/yL47Yv4JRnpxPtitYI6W6s7LBLAQfSCKVa+9EJTG9kvsr9m9/8Zu0bhNCXl5crEaBUQnB/JCPr1d63+h6cl7Uv1ARJvLM0+m6IZXV1c/Av3/ru4Bv/+C/ZbnZpcPqp01GqMv+4tloIBJ9x1yzPoxgdWEF3o2othLEPhUFUlhHi6uVraczsNhFLKg8xvtpTUVeNOzFVdO4al6kfJDAyWbJ4PE4iTy+fGVwNoRJmmADRMi5hQIsvPEMgCy7j0oFsHoAwENCduFtC5HbGghpdkI+GdylbPu7K9Ru+MIdnv8GEMNyFxixN2ioH4XPmKItux3SIXjnaoQRO4JKXuO6ID26k1zv53d9p9E4shI9ynVPt7n2HR97KaMyyXWN96rq5TLCLiz7E12aeM9dX5UfV2qub9wQfrQeOahO91Pdqhj8EJIHE+UI+o8TuN+ZGyL6pg3fqJ4AL3rSDC0zT0e68F8DOj0A6K8HU3+F70lC1PQvyhEOh48hv+bF8d2GA2RciXDaDM+3JGt/hCilXeAR/EzSGyO3XIw7ZizOsR0v5SNP13OEQFxxCF9zogzAuuhi2WUXIn1rGOFoxiNFIjnVUAa6KgHeJBxkKqcbruTx2N+00rEXGpQ3R4kOwnuq1198YDN4+n+NWfhgD1ubgqQ98sCbeGZMOZNy6L4Ysc6+78SI6sJjNzCPhH4YQ7qeh7oexrq+v1k4WiOFBxtO7FkBk4OhAtDR7DB7pxaKOkc6dSCYyAAODqQ9OBQ7FtkLpShiYxFuLe6Dv6o7oMDGkIUQOJ1bMmC5iSKLubQzHpjQjTIroEBrkwxt8FQGEcd3hznc4UI7vCM+zoC7ywOgYV1wqLGtqCcM8d0KWXtqaFgqz1u+kpUJjGnk468jvuxnna/jOhPDR29HvjfRo2pOm5A4uDKAM1nnErM1m0lPxhedG6Zt6Sh+gCp96soVcgnz62HEudd9/4FBpLbzvGMAQpEUVmEz9we+ajBaV7CrObpakdXyiyWLKlOddZ+LeayrT+4Iz89zqiy7AJ6606/H4UjeqtbK0ibb1XR07TjzX73giEnZoqMMhP26+u4FTkE/Niee3OrfwXkZWH+HR9/bc/xauko+8K7/gVvmCcjvjwjnNCqw25KN6j4ZaxuhFr4AK+i3jZ57JHGvUM5lARkmq3BXuu7vCBOOfXpV6MfzTK1COHml8yHGa/FR64d000ItZqGCBwlasz4djWXTMpl5uMg15IBvVGZdMUDszrh5L/NW7t2LUWi3rsikgxGNF1EIMKDPZLuZe/Gy30/v3nSUtkAB7gakRA6455iOp1+yQwfSgENR6iKnqnRGbHu3EiWO1XaxlcIyAV65eKkI5mrF8ScoIEAzXCQlhIhiCAGE5K9g3jQQOuNRbYlq46b0K5oV7DQQW6jlLPc8ncTuhQSvcy8tctW12pJMXmJWr/e5mY3fqtaWCy0+fqXzB45t2lB9Yak/twAcO7ywPNTceeZe6NuEnHeGAcVzqoo4MSp0GwNQv9VuMMOZ6aY03/EhHWNksAi3ML2TMGWYO2AVTyDbltzzk75IfmKRlzGSUY93ejZMIgykYpnNoW4fBs7rBl2EITco379zl5/edwGFhhyWN8oZrtKSd4NCqOnHRqqkq+WYjuJo6YwcoD8X3I3aNw/pelutm4O2/88HX9wRDFGVqB0HbdMHuucPuN1jOZeinLQggQXz4EcqzC9Jk1u8+iqRBXL71BJ57UJB/fc2rylOmLXFj/CgGGj4H4iA4q4AC/KX08vOxeh7JnLLx7laI7UEQYGlabLQ1vbQdaf0gBH0natiNC+eiKkWap1ccS284kTwOBA5IcB4xp3YrlKjvY+Mx3Onkmgm0LNXG5JbpGdeNp9c+kGVqx6NCi8MJ5EKc0g+HYahZGpLkqwPBosbzINqIBnA7hrQD+9K7LJ2ueAgbXuCpPICCQz7g3ttl5Fp6RzjjCaUnwyicDvTeypCWIEB0yrN10IGUvz+9ycXg9UHi0wIwNZz3ngtRyReulT0T+J1/ZI3y/QwxTmRVGcbx/d5Q7WdcQtjU3nK7DG4NVcQZy/AFMc/SelJuUBrBaH+y7GSaRSFnzpwpeAkadZvPfLh2lRYsfoPRb73wva3sOBLNauyq9kYrfAcOhvhzwPutnJ+VMvSYaEH7be/w7osqH2u5/arRIDde+cvbIpnNTEPevnlnsDQGX+2Ey+1ML9kgLzHJgIrjTGSr6Mbip89/noNQN4YpF85pZoyut+OZZvhkKhN+zbdjEridCp7AwWq+E0G9UfeM97OQ43Z80S2T3V9aWnwYhvzJAWU0eH4Yhk43kjpH23E3EAkczfcTr7TE6lmwBa4ewDLa7j/4wQ8GX//612vNuXnlUQEgTbGzTHrQIDJxV2gf2/Xv/e5bqdD9xchdfi5xpkLIfhsXG7ciEnN9jFTK0BtyAECoWyGI27E6K1/PipAtcdQYcVmOQ0d6o7Ewau6mYFTGvJ9Q8IAp1+PP3PtqjXEIejsJbbuL2DWWS3lgdH8nZwRRUReyYmoh/rYkOMcA43Xz2rygTJWUEEl9fJcWc2Is7zEnYkX8Lf2jHqFwkjQaCdE47FzPeSTMD9fwIS1G01OwT3Qm1uDyVgbcCdw+DQ30dojfoXAYTrnS0SLMgfY6EigCOOTBBVP8jgsLG+7euhuhdKdwRNiIqy7qCEblCGAJ95YjRnlrBQ/VY6UMsDbDWfPusqOHHVdaObQKvWXG7/HeMpW4MztktOTdBGAYKnXYiIuutFRMweIIO6ZG1SgtA1PKM5kVnNoiBYdu2hE8nDs6o/hGaFm3ru7wGBlQjK1Oemjv9X49VB3zoG3Bazhg/2s4cZUU6ZH7/TGmDpKGX5qa3qP1tAVHYAGD9tFu6EO9aFh/8zd/M/j7v//7orOPZoUeDUxo5bfcWr/cftdfFakGTqVlqPKFnGFChfbgd8+s3wFtAYQ03pUcMs4olDW10FweIB9G9dnJGE3YShzxu4KOWRl6NuJMz3GdJVVFMTAfV8KsNWASB3Hd97bD1+92p6hecyZjqDhSsFI/99xz6VWXBnciTBCE8S7mNSWBqCGLb/SdqPHXsz+15XgaF3IJgMUMCyrPIbGAH6GDH4wIUTwMqrdC/AjCVRI/BOo35lOuvKhL8O2d+BhZIyq3E5M6+V11C9zV8NFE9Ojdj72X5RuBwDEEDJjQMxirfYNp5fKDBpP2wuzKBLd4XYj0nqH3yp7lIR1GBhOhrj0YE72vtkkZ9tK6eycnROQ9xtRH0RD8TgtXr0WTkjchJnQhpA6rq40+wIKAlQVWQwd4KDoKrLW/dO4BvC5UKh9Mq57SyQ8u1NNv+HaXn7z8BidmKjwl3TzDaTqe3Qgb3+W5vZOFRaXhhEj/nSCfHqrd+sPIXb7i+d7jEz6227Jowgoo7/sMEhoVpOuhGBkyXCosQZcIoxF7gl5Qf+53QPSrv3MHkEYuBk0DMtyM5w4PmNGwp3Z9CEFIb4F7rYQKHKS87XtqCWO+JWL4LrBGMopLpbdNbkqp3r43iG+CeyOYdqSJ0yNOPbFcK0gYed58882BXUMROG82jW3cyUJL9dLT6S34FusRbKUDNxobQSAs+fuG4TCRZ3XuDIUxqezKKMIPXOLAI0u5q63dDfOmt4DzqlvuhIG8pcc8CKwzBDiEq9nGSM89HQNeh0f6Ho/xznfwyaczWRes4gneK583GjqQTm/su/zALw/PYEQv6kmwqg/mlN67np/xd+9NvS8BEMGj7vKYizZB/YT38uJKQvkqA7P5vbKyUT2vDSO8Fxe+OBopbyZ4kF+/wOo3WkDw2lG8/l679W9giKJV5Uij3vAgrjRg8D7iYrAb3Dnnima2Oay7uLY+/g+H5J+MEegerPADrt4+li7+0R/9Ue1oa0snxufPfvazJfDh5fFQjNwrIYJGkZlMqxIKTfD7/YJKC/3ut7jycjE6GQMZ2OePz5FwAAl68myMVkvFkg/EptS8z3g3VkNnN01kwItYrHVILvmelF2CQvpOg7MjRdlFYMlPOmNU9bF5gDnXZz/wgbL2vvH66/Hlfqd6QOcLIQ5puWhqQI2KkA8fziZ+acjLWUIJN4L8EAlmVUc9ifidkRGBOJhBz4F4MNEojrzTC2FIAkIa75Tht/eYp3oUDjQRGvCDmLWN8qSv8XWIoAsO8KmHC+ODoazygVFazN57HHHBLz89tp5Y3aVxKUMacMtfncHonfqJSzAX8w41Ku8F73zXw28Gft5cmBCuNuITYLpoIUs6CSArzsDQg7Tg9253tx0LCwbpuXoacnV8oT7jVPUQjLQ80+BmMsd9OzD7Jj/wgB2O5QUPyTbt2+DVScAxDzq/hfV4C1pFt7aQ+eexCGPMryPKO9reI6gr+qM/Ne7M1zJ8PeKPURpoJT9KAjbtTkuz+okvBwY2HWwxD41R+xGIQq+L3+9x0VRhDdGRqiE78QIAMh4PqjtaGaq0eK5So5JuyOp77+VRRoJ8w8zl8ZN7nQqRMbQeeToNNhuDApdA1mNmflMW8kyzyWLIsEQChPneStIYysfIRWR6+Vyzixk/xsB2IVNIepdnnj5T2wcZQ3uGJOmkUXf5YWZjYk4MiBhTUIMRAnxhAGkReUew93CIGRhUMFwtnEgcQd56SYTlPXgd3Ka8jmcNqreWtvIOLsDnu/Tg6FODGB6c8kmEakPp1UX7SWcjBL07uNUPbuQljQs8mI42Am5pMUuHCV3IR11dBJM6WqrZGKWpes7GQmDwcidLJ91tQCitesjXd0F6+buDqeXTNDPwS3P8eDvJA+4JW3A4aRKs9nTbiNorD2ndO82qt/YggHpdRssVX55WcCm/wyKuPAS4Gktncl+7x9jJ0zB2sBI+bXPCMF7K6QavSvTYH/kFrArge7/Q4rS2UDYtDu556DkyxlGqmFid4AXsQhea9VsmKiFoaAhFGJAuoe8CIN4PEJLJCYW9EUbjSwd5mIh1seeh4uOMX6nXdtJjxJqPy3OqnTIjDqIyb0etncp0iOrLt/LOw6iwMEoYi9QLdIrL70YINa1SjBxrauokkLTmNTmEnIxzA0Fx4+dx9QxiEJyGd3VkWqpGeDgoDFF5X/VJfSEUrjCa9xAt+N7zQERwKU5XkTGN36SueNRnZctDnu7wtBnhokH5gpsDFQeziuM9FVi+hEpXmbXjVOqogZVTDJu8MKae8E7i7zF8YBWfxV1+BAN4MLL34KjvyUeAI2nBgQHQRhF68i+6aOivdAQU2OTJQDgZL74ewN9xVzgftB7ZO/koBxF3IQImPaf9zsDkOy1EkMb4lVecI1/UlyYnH/DtLjZ11TPaKfzkvWdxvTPWtSaZiyjDn/f8wH2Tx0T4YDvPhFf5WkeDkA+bTFIHiqalFUCjf0pSNoZ7z+uU/SiAqwkg5WkzdUVLmBd+nn322dLYfOsB/uFl9F3TgxID4jgQIDIN33fHUICK/6Lg+8MAXff8Fio+JjBpm1fqZFwsiAd5xkSsmphFA4V3A1gYhFUw0woaTKOwGENuIR7DpkIs2ZApVBnDfD0bbwuEgXJZtalyKbHOyTXeOL18JqJjbLhlq72Plyp/BG1tc8GYMk+ktyTQhI4DSESk4BE0cCdy7zAyBkbMDDCcTljCpfEek+lNpFteXq48NJ5FEYK8lG/rHw2pUTWafKURlxCQh7wwnu+2doUTv+Uh9DbB6N5vBSbpCSWCsxMClVr+nEYwJ9gRsfw7nn2HC3lx9wRbMVJgbbjBhJjgfgQDl8IcORuaspxQ2dqWkJW/q1Tsjfiox2rdZgWaoFeeS56mqGyTG7VtcD/Tjxdz8Tnw/TCtIfXUKVRbZFViG7012wocWPkEbnUWR32lRRtgtR2RZ9NMhn7gVK740tdWTBEWPAY93wteaJCm/Nhn4OffC9qgsY8OL7ERZd4N+51qo15fefnNsEelNuPQBRz45aVM7Sf0Ovkdn/rW6KQtBNtw7tvZPva73/1ujZl6ITKBlEJaEhaRQFYYBVNAAES5fOv58kzilLEbj56+YimdXNTp5BeJxnBlbhBSKeM1H4wZw+DmeI2Xxdfge04e6d37v9S8mLsTnR7UZW0qJKTLyWYF1tJyk9yXMW88teJEcCfrbW2wbuvTw4eO1mmJCE+aGzeulbRVd8KkbRtkr63sIpHVPLxKnC21Emus5XJHDx8rQcSbqM5ICtJtbG4sdTALM5Yy/+goGteVazm0LX7h9oLuBJORYOqdMSUCCi45uLydM6ycFXzoyOEa09/MYXUIgZPD1etxS01P7ZtGJ3xLTQzsNX+PeEN0hAP8N8eStt+2XrKIIcMM41OeapgSg2r/3r7az29t3oPnrsYTKhU3BL0VwxPfAdsG6aRWs9DCPO+BpQNx6jlUAoDhknMFpjUmxthWOaEVDiJWTsmjkSNmbmuL+xnT4NO5HD9ytDYzIPztt2bq0tDMbi6mFQlOG+d5lrehmeWIVGF0mmLLAj0ehhr2LVVW24zA4ojMp6eHN2vAkMYeY+dWNlUbXxAkdnNxVJBxvlD9VfLVPoZ+daVs5UdUFO96l+6q3kkjbrKsANdobTTocCxlxFcEp3bAW71d0I7nHiq1BhHBThQf+chHqoFYzf74j/948HqMQl3NUVhPLI1CAlrlRTIK/d6efvHfkk6pMnW38k2j9rwhwCX4VuWkLHfBN/C6+nOPXy+Gcfo7jS6UxI365Fmd3L3T+4irThhCj+S93q4LCLDpkUhD8fQo4nacuIsLJkgWIN87vbEelMZjR0RqsTiITl7y7mmVjdkcSIZwjh87UfCB1XuMB3YeYMaMmBgsvQf1DQzyVCflwJuzkzCh/MUB+7l4CrmrV9c8pJPX++FXfvIqAZn6WfiQFkoZYarkywWTVmOuV31c4soPnVZ7RatycoVrJx5a6g8e+HOBt+OUOm0eGEwuwR0M8pIvHMNNX1ll2KRTwsxccY2jtaWg5xVXWvAQJtxu5SeOvLvgAjf41bkoMZ2DuWkC517mw/+/BgyGaruSPWSTveTKVF9BWT14R3jRkrzn3MJm4j241F1deijPLh+9hADWMZLZUsY33nhj8KMf/aiIl3/naOiFj77rvyFGGL13IPcQM/yu4TQma2BvIHfSE+L05kJfQia93Ht++VHf/e3vehkabC/PSG3186yuCFijqSukaDh1QpBgmgvRN7w0BpdOY2Nk3zEVApSHNMqSx4OM2bxjrBPv7ajVVhhhPONhDcewpBekIpsrt6XNQwRSMLXdKfl+Oz8JYT5kTwglXL1yrfYsA+/B+C9PZVzH4LUWS/vRo8fqGVPrIXi/2Q1lK7jdCDMsJK9jR4/X+HIl8efmskTRzhwpfzEea4xW4itLsOg/2K8erFZmpXwkzd6xL15w4mJa5x9TS9UDHHeidZiFoLHAR63tzaLtbqeAG/AjRr06TQlOateNNKL38G72gMq/Ey1HG4kjSOu7fGeym0x5UIUGfO/tLw/PcKxdtNl6vPMwcmtTRtwWX/1pBvKVXr7aY3K8DVHEF0eQ50rayBa5B0If1Oz/v0GZPX+wgr0H5YHddzSLnnQK3gmjccM/DUEA7ohYXl4ulU2CTnSYTYadOWRUzyhsWFHPrv7Nvde13uebMkarL79iqKEExBwVRzyJewaV66M/vZyawur59jRVbi8lvXdAUmm9jrKUASm9LuoODw+iDmNKcdXdd/V29116vZre1SUfzI1gMJDf9nry3kZ0CP1SLKyWFmJk8Wg9JO23s/LLGVDG4XybN6OKShdkFs41mI0dGHYQMnjtptHz8Kx31rvDhVU90mxE9e6NT+2c2Go7Wu5m6o1xjz5JM1APxOsuPk2KX7S6qr+6CHAjGAoxMsJD2QAyXr0Zq/TlS1fL4Abbtwi31MP51GBubV7Ji6mllbdyfZe39tDO6iPI2xCkq/wzUV8JBHmBTbpqvxioBHn5VmXlWVz5wT1hG5FR78TDyEJvV2XXXHbiVztnGOcOH5MxsoKJVZpgyminhOraRsb+0TyUB/4+TVUZ/yf+dNoCc6+DdxhXXQR0By7tBiY7v2i30VCrn2QCyTKCJHfExnJ2LurXHmEAPBn2QmVqXu/xIH0HKlnvBQD2915ChF7FO0YdMGAQlbCDprJqH6i9HJrwGHksRpdvI7f2pcrPz16eZw1ZjBZGBZIyEJVvygGLMbPlipBErQbPeuro+2h8zETASSMOBiIA5P9gp209wxrpfVsI0KCTjwsB6Y1J/sMpx/JOfuDy1aNjTniQv7FiOsfa18oif4TO//hGNhTUYyFWsJ6PwNg5f6EQwDLfLKxNg3CA/Npss8qzH9yN2h6UlTV0Nk4ZxrhN/Grf0EJ6KASszghYGIutgVYknRVBTslEKxiX//ZmtpIFC+LTy/JH1tPVAoxhu6uP+qMbv+HZGLbGo6lXZ9LrV6/V/tvaTH5wrC2rnZOuXfUfzAAAIABJREFUytiwQYRxb1NN5es9oqfZYGTwG+dKLy8B7uXjmzTmeRm+aAxV33wzhmezYZA1I9PhlrYMjqm3Ma98+fr/50LD+GhafDUawIkmtDlc077UjV0E7jo+pClGhoCeCWSqkIR6Ed8gQWUEhN9/93t9GH4b/d3z9K4zl3fA9SxAjneYoL+r+7CePY/+rRLlT38u17z+MvcOU3/f00O6RsZwlrIpl4DyXhxq98pqO+zbHmEaGWGuhRnhA0J7wKCIsTO79PKBu6WZNkW0GGOS75hN/IWFtmGgcrvV9+SB44PlaD8Meqsr68NeJPtBD4n89PKZwSez5cvZs2cHlwIf+J1HbFbhRgSB8TGN5CjrevCnHMMR8DozSxvezLhKWBm2H6ZWL/PWYF4IkSAOQxttLT/tTRCoo+kp8GBs8eEODhE0QTh3qDnFyIPQ6UfMNMaKmhi1G0MU0wQOsMlPXoYaW5vN64xAY6h7+8KFEmTioIm5+Lz7DcfaHPH2Xh0cGLXTp3jiaCuX9/Lo7VN4SZ0wr9/yUg+wTGWuG4wOqCuf6sycwIf2EspzLQZGBkmcIG0fl1eE9/nDQD2UkO/ztb1Sdg+dptVD2QImBoMzy3/yk58UjTltgn1kNOztEKKyGqMzlAoKOF/GPfTCPEMoydRDR3aP0+6PVAbxxOmM7PtGVDSVcUEOoJW3V8HeJSRtz7fn4+6dPPtvY+teRr3MH40mHqQogxqsHFqHcnzv9e6HmdkaCD644IGnxp5J2+NJRxDsy/rpXm/I51KKgFjiCQfxuIKaDcBAmI+6LA3VGQz3sqngvclm1EFM1WNFLfaNcCAMMOiRzBmDSdvYD/xuBA+vMAbK2WwrLG/LEAsfQ2LV44ELYSufFVZQf0wpv8J74PEsLQZx9x78rT2aMGccgguBUOGxpRd3V760jF9zczz60ruZnw2TyEMboBl5duZbmcp5ysG/eoPPWc0puHYVVXfxwCqtq9OHdgB7b1tx5UGY0WbE097K87vXQ3yakHfquJPlkASkVTkYuAspdgGC2E6kAvi1C+v7fGweyio819f/zJ/G5fLodXs8F/UD9z/+4z8OvvrVr5YWZy8vdCWAqYcaWasUhO31WKmsCiMAjembIF4vFACVUYxIo8H3R0FBbb414mv42x1y3JsFDrI1BEQpr8oY5tsJryOt35O4EMkqCSWj7zuM8mqn+IVQEmtWgwU+jaUuNRaKcedejEHSQ9zd7AXGdbCglD7pEASmki8kasSeR9saNcaeINwocnsz6nPyNv0Db3pFcLA6GuN4LkYMgagzgty41wQLGOTTiDKnHUZQUMGlAwMvsFdeeaXaRv1vZ5XSEydPtWFJxtnFRFE3lccqLD+9nvy0lbK1qTLVwXu41+7wof7SSO87WLz3G3N6z2hEbSXgT558MmnaVsC0BAG8ypCnb+iobX8c/ES4BFN1mWHcDQ56+co2XAHjfHphxje4Bbdy4bLD47fLN3VWljLRDyYmUORrswO04b20Lmm0o3rJV7zqORNP3b0n9MwTy9NmhDorsPguvTR+15V0oxSfx/eEEgOh/XYqI6p6b2ywyKfTbE8MDnj+67/+6zoyhs1AT7y8vLxHg+rTw2SvpBeQohIaGtH0oCEFyPPb9ajgBhi1ysWC6QqO0lCpLARIHIA1IpN/UObFXgNZ6L8URpHv4UhUjWmL20JcSy2H9wTIl2O/y7HG1ekFhI6ckGTkRSbxs9f1/P5sfJ/1pO9eenewfOp021EkuL2b9bPq5iQGCOS1Y1saeJiL9IWj/UOCMk5l2T14+EiV79tUxoIPjac0dACZyPjKHO5sxlpXMh+JKE6feqq+i8+HlkOGhQCepSMg7FNtJVBN36QXQ0jvnDtbe4GfCrzimrM2Vrpr3+m5fYPnPvjB7DE9X1MTfJARNUFh6kZ6az89EwaYDPMdOLBU6mtEcxHp1G6IOUYwS/RSzSJ4QlYby1NA9J4JF23bmMIU0071XL53piIgEKHytSmaar12mGu4EQCGIBzVW09s723tDieWkPourdNAShCEbsqnIALLrqz6grkY1Qx9OJrwUXAsz7211bRZV6nNXTeNaiq0CWZwwnEbW8fpJGP/qRizHKG6FV8Hvv/rUa/nM+6/knOvHUOkHoYHxs5H0+47oc02O5HefcjUacRqRydGooGmqWLQIcNjVjQbHOZP4TScIll7V2/adk9wjHH/8A//sBiZgdSc8q//+q8XM2vjXhd4EqpH9rKQlkr7jagF7zx3pHr227seAIyhEGNnHsDaJdMJ4ttavUIgfuzuzXwsqRq+IatNFUhvgh5TUXc890v5ysmfYX6Nafce8qO+D1+0PILcNBZnit7rIK71MC73x1JJUycNdeTIqXI80OMo0xLHjiyEKr3nOtYm86CIb3Ym+3IH+dRwhGJpoPkiBKqHIMERLUaEQ3fL+xCxvMDYVbiOQweKGUvbGmd/dk7RJsoSMAWBokHZMdyV0XtYcT0jWPnp6TCzXl3PSUBZlQS+mYeth7Z31vQ0PDe8mi9lxbfJoXLVSxvpoTCpNcFWjtlFpj3nRI/gVD3BA1fqaswtx8i61LmtsJIfo5s7hyL4pxILkxF6W3ln00blgR8F9fYPIAULeCp+4ur14bRpOs3opQdluBzLnROHQFhxNHKoO4/C9K2FV84ddv1A187edgc7dpO39oEzNOGgQNN23mm/zdRZAKerfifvKB8JET5yqQe9cn3ee1Yn5ShDmS50BJ9/9md/NviHf/iHctFkdLaZgI0xlSmesjpdyrXGyJDi6gQxLK4S+K1AhCGO3z1UZSHnfUKv1Pt8qlcltZIVhEymIirjQgCdcERkNVR/FlN5drFg3rK+lyCpn+0PlTwJ0KP4Kg1mnl6hqiJkBG0KQS9l6xmNpGzvWc/BhCilt1NHlRMtg2V5Jec2Y5SJmah1sdTe3cpcbASWMbEAPpZ8dTC2RaQIAK5cGMHVll82JwhlWyEkdPxKf/XK9cFTp08GJlvlPPLzVieEbzPAffub1RvjcWmEK1ZwMG5FZZ9O3bXbgcw79970+vWbg5s32rpj1LW22pYsIgy4cBmy1Kq09GTT0/DYLMjy5ik3Np5xfc7gOhcHF/k7kUGZhi/G806h3M4BershYlvy8pkHt22cIi9qeodV20kR6gp+3zHdbnDPCs7zjGAxfQhnk8lfwyqP9sf9cyuMtRWtp/KI9qCd6zys1Jtham6/hTdOh0jvGyYdX2HEy7Ax8WhF6JoAIAhmo9nMRhsgcBzLq5ubWsz3zBvDnWGKsfN62rTbE7TZ47TuWd4BNvCL0Toiv3oQRyeozgLcg6FrM9aR86PXC3PX7KcwittpxO8eqkeWKeKVkYoBWsYIzDcNJHQJgCAhExABsb7J3CV+v3ocz0K/+13VzB/Sx/gVMvV2iB8s1FGVUoZ8alfMlCuPKguh9TKTTzFuA0X2FXy3Q8lErI0C4l+MRZqqciFHsl7JsSwHjxwugxE4EBaCsC8XYlY+zyJBD1LGmDAAgeekCqrcxr3sshm47yfewlC7MD7FBPAEfvmA2zPnED3NagxceuuDB7OLY8ZQ6tzj24+q1L/UkSMOV8+zZ9+p9pEPZwZto13kBWZChQDxXj7OHJYHdXozmgj4CZUrcSoxvXUnWxETmqzM/JnlI2h7gsdzuVFG1WQzsKjA/C7Y5E8TgCN1p3beG2+7rKgHeLgvqnvVK9qJ8h8Yv4dR4Y+7K3rb3HQcz3BKqdoUM0cTyzc0UXWKYY8xDUzalLsuQSHYPcbJG8rx3XryKjfp4QrtFF2HngwdXIMHGeQFV3r/Hgd8hn7jEcqC/AgFOF6cWKw90G12KH3v8Pi30zd0ZfJxCeqDHlF5wM17v9HQewm00owwM7h7+zFiEhxU6g9m+NR5sPNUy/HR39qgHvMqBBOxSLKmstj1gh9Vtk09eQ9Y1+Oq9SjA4g3rsFdJefV83SG/8gnCEQhAXYxU4tZa5kJXQ0TlGXxAd6GlI+9RnaoXD/rqjWkYBNfrg8iU45IXwqVy6YG3w/DK7r0xvNyP9NaoeZ3NziP5qWtR+8czNjT+986JFM5rbmO+uYxp0wMnjnHO4Yyp7NmlR5ucTL0MOcK4GIBG8OSTJ4vwGkyGKa0x4eT48ZPlT30zS+jEBy8fa5ZTAX4w4/ziQk7jOBwY2ykX4xFe5sTfvXB+8PqrrxVxcPkkiNbjKw4HxnjqeiSb85cQTXxEdHuyDQWsHtMGs9njbH/G1OAiCNg/HL9yKJqA9JxMLPLfmGrwVc8di3UtVglOPSN0SuZWhiITYRh7c2k2tCZP+OClxWVTvaens71QrMhOFVFHK+GMX1s7BIch+Olprqdh1MBM3QU7AWQ6Ci6xJYbjj+3bdk5lnMzYuvJLnpgm7BYbQKaT0iaRU1Wf2ooKcAxU6fXRxnw0A3TKYHnpwsViUtvrykubVGWqRdqfot8Iifq2xwEjEUZ+dnikQW9gN7X0uc99rmY3vPNNPLiRpzjedeaW3d75yCoNWOOyc3EC4Y2EoenkEvfMRhlPBjKNnlUFeRZXgU5hVPj9MIF7D767ytocQjl64Gj1XphNPFJInhYrKJM0lV9fbRI6avlFEosvr9HQ5GmDw/uKk7t48sMQffrExLqyMNzFqDJ6Huo1GDQ0nBw8cLgI3ZgSE2F8CITg+fHscnnoWHq9q9lqJ9J5zNnSzbmDkWglBqnpEKhy5+cboS/EdVFa8GBkvbLxcTMQNmFG9aNK6vWkBa96SIcJCRqBasswtv8AQttKfrdq3ph2IW/zjuabbXBoWKCu+7KQgcCx8gxuHYOqTtRR+etxCv8h/tZD2DNrtea5CYJMLA8ORFW9k14cgyxmQYh0NBcw3k9vangSrklPGUNV2rXaKN9mZqKd5D382UxxI21BMDJOMT6tr5uzzSYJcVKZjL1CvizdysFYwna2SC44881Wy+n/isExedFK8Cq+oZtenAosv6K32FuMndGS72wABEHRVwyU2/ld4+fkgX57W1skcefiajGy/cyfiP873KgvFTr/i109C+rr924ETX/n/ejvHi+p/Sycq5eg3E9/+tPll69OaNa9tVvjr4o48idpW2LvNAAi/t73vleGDAubDbJJCMiHLMB0QP0uKRFg3FsYGiPSAIiwAy+NS3n9MrXkN9Ua8sVVDmHxIIhEUGOPFt9U9hw9xOv/SF6hM3A9jDwTECsIL0SICdhpSdb7YUwHtfEV5oyubktL2fo2RP5gZy57OmeuNPDa0zpdQHo4Vs2Uknfc8moFTOBzTtV2VDVDqp0M5nbspx23yK3taBtxDllzml/ymp/LIvbUazvfMO1C9v0yTtaTz4eZCn/VU7cehOou8HrS4xSeUp6enhFHXhr30sVYo2/cKultrrozOoHsJEiOHso6sP9IaSYEs7xSkRIIt+/eDNw8lThzNPUVLtoqpTD3zMGKV98zfjRMgNPx1KF69oxtw21pq7ZR3I3siLJxtG2DpL3vZwxcNBDBC+aH0Yj5fjupkTYBFmP7nYynSxOiugcvU9ljrcGZcWos+PAuzIy1DqflnfxpSNok9OPAAmPmTnMTGVIQPHpPKrg1y8XgecfanIoPtbfKuv5M5dhYarvvRQvJl7HQunACDczanlp9IEfXNqgedSi97A5ve34vQysIzIQAHMKLSyiaz3vfGSalx0eGhXgD7gWCZDSUZ5eXMtQDOVRZYsz88ssvV0KNp3cQT6buPSPqSVVmaPTClBOJ8yDjGoYkhgNyikSUpjOqOxXJ8jySay3TDghIYyqvNXDuD4z72okCesSqaDJE+F146KWNScANAT0QLeILGuXMmTO1Sd3FLCM0dtS40uxkisPyuKezdMy4sKt8crJMUZy6QjS97owhhM/oWB7zzUzbzD6GsiwUcPRnBnvJJRpI6kol1gMznsA1A5S5YDDbRcM4TTt0HJPEDx8ezNUazjhYoPLVuDt4tkqNNZ6gks4QQjrjd3U+mX25CWe9E5zDBwFAO9/JeHUz48v7m1G78w/OwYJYBQe1ybNOq0wvZpqwes+MedXVBobSiNNVdWNo2sSucX5ogFOIdhXH0SvujtGB41pqGg1AO44lHzgyy1FbPe00ugFvfR/SF+IXT3tsR4jCP6azRR+j1wO9YHppbbMd7Uj56q9e9S6CZYIBL2P4WnCRNvU+yKg48lYnjDUXW4clp4YeNLWJ4BZ93s56a/ucz5/KlCBcJe+6CmvtDz7oC37AKjDaVcijnyDVjgIYlCuI71n7qX8JOPUNHn1DO+rjt7tQiyZE6Bl6+ZnPfKZ6YURC7TTwRiAQKrHGcC+EAjj/EKCAINvp9g24qahsfHFZ+xDQVspykY6mJm5mYztrkPdlQb98b8cRXzkaeSnb8rQGiPDIIKaf7nAkS/JYO/XD0k5k7FNjT2+i2snHBLxNCATlmpt0+sLO5Z2sl71bPa31q8hlf1b/6CWvpwdzBtCVK5dC3G0h/eRUxlkRIDfS62EWBjG4okIXkaVRrFCKfK3G3Ym62xgiRpvAuL2zEUIKwVMfYwCzZpkKhykXY5C6eu1yiG1Q+L6esTBGN9Z7mMPq7sX5Qq8xNZ7DxG5dTuOGgbL4YXsnc67peXyj1lOHx9OTHM/qpqWMX8+ft2/4dIZGT9UyOD3K6nrzKkMgiNTYdWFfTvHY93QRDYKHJ8J3KWNivzfjFUYoCJF5gwe3szAjCzeE3ovoTWlsVPZjEYZUfer0bHAUHatUY5ZohiXCVv2umS2Iswg8njh5vBZ6zKYOs9lH/P4d6nZ6qRiWELq6WY64FXyhBS6laO1Wen6ONzmToOhlOkIwM2kZT8fYlsuQZixMoBelgsO33xiSEH64EBfR0NclOA6ZsGqjJaq1Uy7mQhP3ks4QxUo2U4CMhMbQ/OdnAhe1nPV7Iwtlih/CiGhC0EnxLRDAvRM4dTji5U/VDf13odT5qvfMnUF91wsbBiofzsRBY/DQe+g66LwnkhkmcrGWYmjuhNSxAmAIlPiYRSjA00gyhnSZQxbHg1BXkBhVaUgkrH61XC4NYB8kKurx2ZM1hwfQ6pEj6eSv0W1aPhNjC8KXL4KBbG6dU8FK2zeZdEbTDYETMVxM0J9CeVTQiSC9kBQElwU6xL8YZhD0nOcunB9cjhpK3Ubk6s65wHRIckk90xDpDTjoI+4SYhkM6Hneg4MwsrSmL/RkNjGow+aCC/U6f/FCERNp2sbAzYWRS6UpLcakzjTKt+ECd0hjcxIZE+vRd6IhyE8D62GPLxwt45MDw0nw++mVpGfjmM6Y9JWf/6xwN5ce9PDhg4VDQygwgJ+qLn/b6ep5HqZdMDNthdDqvaj5fHjUW69nBZB7O/1hMsOwtzI8aJvz2bTBAXDHMo48EIv8dtqiiDN4vxMmTkVC/OGctPFWyr10/kIdb7t4LBsGRICBYTVTgwTNYp4JAXO81Ropfy3aDHi1hfGuvLs9JcpU9exlpIqBUVnoysIN+NW+0hHa8Ke90C2ND07TPRWtltU+DIPxGUAxsp5fmiTaw71hXae7zkNFWMM/GJcRvPfEnise+q5/LaJ20JYCOsesYBPwFxh9hxuapKBz7UzsuYxdfsisGEghuRDcmTNnKjICETRkB7gX5L3CVNI3iFIoVVwDrKdRws01LaDghQzki4AMKsMgDzOVAoHczxAHa6f8MKEKbQfJtlghHH75s5+pYzL//m//LhvcxwMtvb3xjAayegV87R9gGxMuRZ3bjjUUYZ59483Bj3/+k8HZc28nf3UJsab1wW68Y0pCHpBJgm9nJRPkFeMErrnZCKo07L18I6BSQtURDrSWeM6vGh+/XNMriOzEE8cLh4w5VDlGp5sxmDiWhMUULuyfzYMphZdh5m4asRwP0uusHm5b7Yon9IYtAk69n3jixOBWVL2jBGER6mbWHR8dzmHfTc88N+C08fxzHypGuZXTHt56662sNX+r1NtrUR3Vl8CAf5ZvAgO8CKg7iDgEHE00Ims0ggbsJHnr1noE/sXCHQYUx7CBt97pZ58aHM3pF4sRcGM5VWIp+3ftnzmWkw3vZ9nj7TrLejf7E+jZeHURCIQWtVmVtUdz5YxGAy+BsVRN9Jo0ne7gx1LL6TBwiDq0hfnaNNLDdIdoEvw6Aqr28Zxxrb3QK0egov3Qoyk2xiblGpfK1/BROfDhuTNW0VviSeu30Plj9LnyTpz+bRgxubbQ+UeazldoGnzS4BtC/sc//nHBSzi9J69kU0p5f+nuUjmNK2OcDwn927Ds+uadCuo9WAeLoVJRlYWE8p3FsOmZIcO4aCV5ATwUUIxzP4Rj4t83ZVJflc9FsxAWa+J6JDDCZY1lZPAdbAiGsMD0xmjVWHnnzvhCmhqPMvxczEbzL//sRyVRn3zqVB0iDl4O9DUmzrY9V2J4uhHV0VY/dzPPKq1e0cb2mFC+xm80CT2/+kvvFAuuh3ChIfTgGPP+ZpZlvnKzjIiHDmYLGvuBRY9GjOLDEwGlhxMsncsO+pUvXBjWOJ70bnqG+6ZJol0wECJIxMYNE476LhJ6zTtxQb0dwXD0aNtBhDMBYx57x5tvnq0dXzCyuWPwsq6zCxgqCIY06shKrH6sQ3CJ6qaix4JX2YgL/sslMTAJ2sQlXLp0IQJhe/DTV6NyHz8yOJL6z2acfjTTVqdOnKpNE/ZFhT8aYmVwNG6mHZTWFnyOpftqedF0mhEU3RCsLpNHtadbyiZ4XMakU2DItwIj6vYgRjTDERoeI5Vh2MLSfH6vDy6cf6do1Ple2taQwF5p6IKxE71pTzgWCh9pM++KFvIbjPU+33vdK/LwT9sh9tGbHtcbv9GAvJQ5mq9vTWiO195y2u+b3/xmdXi9J+4CQF4FYRGfRhsGmQIK88jMb3F6kIGCOlAquhPzsveAcq+xUNTVyUhI+bA2F7BBqPyMmXdDQJshvgM5uM03EojkcbHWKtPaWOMNUvhv//ZvS6IiPhIeQ3RJCYbaBTHNaEP5tpVstsa58O7g9JmnBs89/+LgQx95MWXtL0J85+13a3ngKz//acap1waXY/3tgoLU1iMhcFMUAbd6bmMaAVyMLp7TURceqF4EEiQXodMWQrjGjjdDoAQD/+2yGie9MdZqdgFJf1N13YlDxRahGIHkG/UOPmrL2+CTOkg1s6yQ4RCeBSurPvWpT9XCi5+98qMShKczbcjpxSYHf/AHf1D1/PnPX4ugbPO00rEEz2eo8/wHnytBs5ZllHpjh84hrjRLaSScLRA1/Ns9w/hyc/N2taF8lqLJwD0XT3c0of21JxV/42JO07h6sQQfA9PBnHv95MlTsVecrM0QDx05WOP5ufSKVHXpI6cLBvkYrhEmaAYMhK44tbwx0mUTraa10vg1Ho8ULZsFT0DtNBPvr+kMK9hXHHqu1x67eW3vFBH4Xlxru3Dk5K2iJzaRPssxnXZFAGw6Atw48M3eXtpBGykHfL71YCjwiGP62//3vfMWOlavwn3y8qy+2vdP/uRPyj+fJmFKGJ4JerzZw55q7QXEieBCKIiymC4Z96AgVyckFeFNAwjXaGMqiK+rd1Rf6cwjAhICt0ItO+lhPbsE5fUg/mQaRnrIup1zkqjhBzPGmwqCSWRC18Fc4Lgeow4GtksG2Bfiwvh/feH/zgYJLw0OOWY0hqVvfutfBj9++UeDH0XCXbsaRwtTFBWaEWu/zfLCRPvDgHofc8tUGYJHD3knMAjgV+a9MEtpMBEqxlqEUGkCgckYHi4dYsYzyg4Va+ttr2WnFjgpUe+fqsW4Q21Nr8C5I3DDg573fmk0GaOnPD2Rxs3HKhNOMAyVyxSSUydstn8svfE///M/10opwwjtQl3Vc9vKiap95vRyaVtPPWUF073BD//15cGVi5fC3GmzqMvGmcZ297ITB80EA23kPC6aFschu5uU0LUxwFbmlxMWA3sT/E2g2ylkJ0yhHdXdJoY3cvLDm+feKY1E/Y4dPxT8Hs7B88bIOUY2eGJ/4Pml3e3QStsz56xtjVuVsTMVYRE8aOfaCQXDh578HjPsCe551+Em8JsdQRdjcTS5fzNedRkCmUPPuKvaSKdAc7RpH+OlssE3FryDXxvXmDz024U1uisaTVxBm8F1+920mFF67nEqQv741um+v+v5wfdf/MVf1JlP7FTcNT/5yU8OXnjhheoYe169vIJAhi6ECWAEUr1o3gky924v0QjgFWH4RxxBfADKg+viA5WjnuUy7txKvuKkWyikyBfBIwyEWYwfQSIOuLoqXb1ZxrEQithI6lshKFZOnkvGXMbDxzMcePHFjxbB8py6FRXp7/7xa4Nv/PM/1bQaT6TUJkeWZh+tMK4dLc2ZOxNqeXm5ejNWeov1lelo01dffXXwl3/5lzW+7LjS+CQ3vN2P4azWFWfljHqsxhq6nXJ8t5JsX3oiPTVvJSf/bT/xZHA0Fktv83NmgMPIVlvNzLa6M+zsphtGWOvxICO0xtbiFYaZEwga9gtaxZVrF6N1PFv1/x//4w8H586drzRUyV/5lV8ZfOrTny1CeOljLxU80movdXktdfved75fTOJEjxSats40TZhCb8Zyb8wrvrrSeDC0NqMx+G1545CGE6+NJWlOD8PIhL4hAs+qmXxTkXtZ7rmSIcC1mxfK9rB/Mediw9FcGycfP3qietil+Jl3etIjEbLy0/5gcZJIBlol4GsziQBBMzOPYDqPlrGantgWPZxL0Ey113YWeETw6HDlL08dmUv7aatw8mA7swO0L7TbNVS9cQ1B8g7+0K/7aEgxqWdj1vyt7++Jk/j+SavMUd5SvvXHFk5gYs4h2pABk8G3wzFaXjGyjAQNRdq4hM5Ufo8CPMqwvWeGjA5UR4iGFsQfD/PH977yxACYdWFolZS3d3obZZK4gGXo8o3bHYMXpJe6lp7BUjK92Xp8dTl8bN7P4odMcz335sfzAAAgAElEQVTx5JM5xPxkCGci28ZeGXztG/9QTPijn8R6mzwC5OD0U09n/+osl8txq2tR4X/7t788+P3f//0g6kwIIBI8vYxyTZk4UhVBX7x4OVsEfz8McrYtvIgRTZzZ9BxtTtWcn6m1Vg+M3Yi+LXS/lm1wMTRV1Lzt1TDegYOLgw8sfyBE03qfasy0CAeGwlt6kAexnt/PHS7h+uCBMEUEwFYYwvO5t9+Oxf3K4Egs0qYnfvjDfw1zXQy+pwcfeu75wf/2v//24P/4P3+nHO8dCuBERLYLvVsRdHDy/fgM6MEdb/PM6aeLkWkcYxG0kzE+mTpbWGiLBhajLTBkUoPDTYOX/sunBhcvnQ+OX0m552Kkinqenph/uKlACqZhwXY6iJ3YFfZHcB2M6+m9jMlv3bg+uHn5XFagbaT94/8dxt7hBx1D1eF4zJ048USdLmnIQujCn7G/eo8utqABoRtMi1kttCGMjPXvZ1xsaWP1qBEk2nQi9GQ/9OrdcwzvVMqrOdsITEKJZXh/tD50x3Bm7K53t0sKjZKTjQB/aEC7ufpv3/xOd1MCxrNgnO59/hQT+yvgD+kxMC1A2zi4zVDvS1/60uDzn//83tgYb/ZeXPlwIexNP2FEoX/wWwEK7u8UhMEEiPGbqtsr0CWn+N4Baj0SjXHIFfRWBUr9gYwAn1JisTQv2y3fco/1dmkh4+yoZVTY8YwHYgiaiuX0zXdicT2b6Y4QuzSxyZQb6MRsjjCZsS43Z/CmQa9EkjHqUDtF2t4OPBlXUyvt3r8WFZngUO1TId6DWef71tuXBhdClJDaXC3Tq6b3JF2//o1vDCzb07BLUbfnImwgdG42PURgKQkebMCL+sPVlew//c47bw9Wp7M1UFTwtfUsOojlVpl2yczEWPX+E1kOZC6S5fxQmIQgE2wVfHslRHg7BLrb9pEmjBYisDAuT6633n41UyZbg5sZ55+La+2l8xfr+0uf+KXB8y+8OPjyl39n8OILHw3DvxtYzhdxwBsXSfUE7ys/e7Xai/bh3VjsEgjmxBMnBwsHD5eBUQ+kPamftcdVKmHfbXuNvxDt56nTZ6LK/7TUeXPjaOfggWGvHztDMVqYjMp48Mmpwakzy4OxTNNNR1BcOvtatOJ4r2W6bGGurTw6dPTg4FLyuX3rRsGkJzbEcTHAuhOi1guPj+W84tg+aj1y2ksnEU6O5pZTNKJCY3Brw9HkfNIwLk7tRkjFC282Aq/TvjY0l09oEoqm6Zw9TXvBhKth8n3RUBYzLSovNK2ecCg0N9DGnO134ylxaTryqBAc5lVavwW4QTPaXdk6NbimIf7qr/5qOWl51jbKA69750u5ZP/ypg5LTBJgTvq49wBw70ymcWUmI/cexHu/4D2kiuu3igsVW/pU6F4AtzCCJNTIkCI+lzt3c5kQIB/fxDHe2glTz0TyX0hPl9mgzEXGOnroeI5qXR28/sYbgxsMGlG1VZaTyoOtjcGLH/7I4Dd/8zdD8GcHZ19/LePOTN88tRzkbYcAXy0Dne1zSHQrdVbXMh6ONXQ10ztUZFvqPJmplKU4UhAwkKsHWc3YlZOAsggHcJpGOX16PlrHYuqWUxdvX8+Y/GI1FAGwHq3ihz/8Yc2TfvGLX6xlalXHGNrGdiaqMZVpugruELJ2uJ9eUriaRe9vvPHa4G4OGbMy7Mblq4N3o06zBH/uC786WF5+Jj1q8503L/tuxqXG2NUe6S3NCtRYM2nX4gXGgLOQIYT9v+ps6DC1vaGNiHovIK221xNkgIRXGoGvWto5nfWy/6Uch9TrUuwJGxkTz85GG4tG8zD0RZKjJ2dC7S7kVI9DJ7PvQXrv9NT3b18abK3erFkIMxHoQr2VbfXWWnrV9Vi3y9klDNeEzvjgzFM5vyuutnAvLmZEw+hkddX00dAZJcMxNowSKJl6tChkLs4snqns6sWXwPQiutOGrOm0wu1Mix3MjAPGNv42LNMWyjTsIehxA3ilFWrolztd9/F3vgveSwOvPaANQsra4zYk21d16nHACeb+3NM9yiFvEA5DBkSwjj0ZNVVQGEnRewqVVIn+rcYQeQBYB1oaoT8DwKUhvQNw9WhhBlNKgJOvdPJWHmAjd2r8pedPv15GJ+f9gHXrTqa0Mkd4/NQzgyPHT6dHzo4cIfCz74Zh7q02w03KsnjhE5/4VHqnLwdJh9JLv1zEaN4VMyJM0yV6UTCwbnLBMye8P6rk/TCdRoRgmsHNqPQaHazr99ph7eoGb51YMLLn2bj5EVgIbCljwPEQmPrbr9n4x+ohS9Xkz4tITwAOHFTSOWodPFH9lN8Xspw7925ZNMHLTZC6zDD34Q+/ECL4ePl437h+q6be9sdZhB8yg5HxN7gCfFli33zz9Rp6lKdY2usnP/1p6h432cTTVk/GDVF7wJOeCQOhA2rmfLQgc+/aYjsw+H7q5BN1gmQkXA0fbPezFO3KPPRO1FqazjvnLg6mbu4Mznzg+WxV9OTg4GJ83q8tDi6+/fN4fK1nCBVmyjScoY/1y+qPcVyY3DQStdPU1/kIr8MxlO2LlxYc8092FX1FgNTSw5RrGnE76jQHE9Ni6kQ4ErwHEl9PbOoRntWxZiRCwjo4hk6Czj7j0qi/NjQmpz53FbnTOrpov9ODJh7a6KH4Iu/0ZuKYIwdrD94RLDYTQGN4AAyEVPFD2qTarycY3us0Rok1FEKxoLlvTm+QfebMmfoGmM7ACtbI3tlpoQPV8y5g8+BecZJ/v0sndIZGtKyKyheoiOABOObOQ+K2I0Vmonb5phGZ91fj5fTCp/7r4OkPfTTO8yHCH708eOeVnw3GMk5jrOKaJ3+/f/d3fzdq9Qdi7PpOjSnV4WAaRcNpGOMlU2a8v0hzweYF/HcRY59OY2hisAIDDeZUxtsa93Z+v/b669WLq1tt0B5mMBywNQ01eiK44mpqai1aZhETdZ11cnl5uY29wwwakpRHuOuBB6NoF7tpUqfVx66KhC5NwIZ12uaXXvrE4MMvvFC/5WtpI0866jiYOONYDEH7oWZLb2yr7scz9lRHZVhkcTKuk9d9f+2NIiD7aGGQg4cPFXx6QcKHxlFGpuCrttlJO378oy/G6jw2+Na3Mg0YTYSgpILH97G0nf3B19LhI4MDC/GBDjOWZdxYNkKLBgRWtgbpBM+IuDoPOEzbYS6bMdxPr38r6rdLnC5wOkMSqJPxDrT4xZw/OjSNZt65Fj5k6lMnwRGE4OQaOh66I+SVp/tgtIMjzkpzYWjtjQ65Ggt+64c73XsmKPe+eR4NI4yOvkcD+NTP9KG60KLQo7tyCSv4UFaVM0xcjDyaGPMgHITwla98ZfBrv/ZrtQKKFEBYEkOYjCqzVKFn2O/y7t87kAr3vRohaeWloa7duD6YDzE8/+EPFeO+8865qIurIdZDWUXU5qZVgBSG2HtpvAvZ3+nQIYebWdyfc48y3huP9EZU82GE3bGopymjxoFRI3/v936vrNJvvfV2SWAwkcSHM4TANAJDz9X0kFT6cjTQiMnjxrXrxTyOesEsxmcn0oswwJDgTz19usbcb7z2+uB8mI0RaDf1tGF8M7xkCWPG7pxaSmWdy/RGNAoGlPn0VIjnSryrMOeZM2eKOeCFAGLkmk05XCv1tqa/Xnvt5wWHxiWA7kUIqstieounn44nXsq6cP5SOXy88JGPVi/CT5xfsHAxuHN6iLy0yVKs5R9JL84l96fpjfWwH3vpY7H6v1jxzv/Pr1Zb3YkF2BTO1LttCMEFFbNwYmH8KuGT/DD7kzE2PnHiZOHlweuZe85MxYOos/fSntOLM4PnYqc4fuqD6SF3g7M3Y1w6P1i5eTkW4mxfFKG3uMBy3wSppY3wHnZJe3CayVApwsi+aWh1X9xA3Wlp6Hgtu6KsrHNGapsATscoSeCAayG41Nvac5x/wPSQwWlC7Bk6JfSJprCX3pT32FhMFmgXnqfmI5QTR1lo2O//bFAGB5/io+SvPeTp8hsjg52A1SujCW3eyx8tu8bIgHJJ7PAoYzaeJHZsdIcEW42ojHjuvfBeCe+EfvddXIX1dL4rA+IL+UlC8jz73AfLxK7BvhXvFUYq1l1xTeHMpFVJz9H8+ApnrdDg7dd/nkPMNwdnPhzi+8iHBkeC6B9/558Hty3hizx9PtNKv/M7vxOnhLbUjzCQrzsYqIOlFUTioZTyw57JMsW19baAIosSCDXCjZGM88X+7DJiA72JyTdKHYZc87W8gsxDqjMGpcoeOXE029gequWG6nEi005zt+fSg9u5o1n11Ztq/J3vfKfufnvXGwqM2sBzG/s1KyytZSVGO0L22WeeLWaSjvQW1M8Ym7snQtCrczBgle1q+hNPnihLvzr4rq0w7JsxKL72xuu1YGEs+dCK2DI2Izgmt+OfHKYicNkrjt9uAtHm/NodrPYGR4iuB6ss1rS4Nm/KQ2z1zrXB2eD19u3LEbjZpjdLLKZijeedhpDlQ4BbwaQ+fbWZFVvq1elI2xmf2+yQAAQ/fJiiNG98N8Oi1XVz39cKlhPx6VZXgvFo2oa7rRM85EMgwTFciSPIkzaiN94edizg03a9fcA6GjzjhjLsDz+Aq19eleGrsUzVV+cooEtlyttvgfBRJ3igCfbOpz4O/1RqBQAOEUhskP3Zz362KoaISSjfFNYZXnrIpJb0IJ/3Cypm4YT4o0FeT3/w2erVOHNAIK8qPZ0eed9C/G6Tp4YTVFCP+NGPfrTGlzyOMM71d98oJtr9+Mey2D/lZNqBAJjLtM5v/dZvZZfJxcH3v/vDQgbLpnL0gJAFKfJVf/VjCd2NFXR1+0565vQkjEJ5J54eiBOB1Tiu2cB3NRoFNf9SBIcTGKI/17N3pkXS/tWAxoYWSPD0Mk21spp1uzGimZPc3c1YLyqzhlJXbQA34EG4mFWvjaHBLI5v8l+JVftY1NSn4+Bh+eB67AHK8t0YK5Mme4etY2IEe/rJUxlmPBv429pe00QrK7GWJr/MFMXOkI0SgttrYXgOM/KajlpaDJQcj4QZ1IOKvrWdg+Zi3TYt1IcAV157peqgB9x+0Oa8wTaeJZ4OQr+RacE7K68NbqXXHA/eZ2PQNOU0FmFheoif9aWL14uZDmbV0XgIeWe+aXHgLzhKyLeVbs37zsyIXlk7pvNInum7o1LHUy0kyu7BzwAuCZfFtKPx8907cQ/FuIHLhUZdttLtjiFoT7mGXcdixZe+pucSTzsJuKAzcD2H5vvY2bPQGbnHq3vo213oz9pYAAeBgYm9oxWqu2fMPRqKkTthaDAJZUgXX15u3j8A8E3GCL4zbAHw/ry7V0YtZsiTe4RytnBplnB5AQ5TUUmpjPJ758L5Yo7jx08UIysLoyn/QZwIOAp84mPTg5cf/qCk7N1Ylm3KtnLzyuDsqzlbdilLJoPcfUvzZXj5/Oe/UBvNXbhwqQSTBincBxYOCIIGCv9Fqsf3OEaRlVhVWYXNucINpt/YeLT6xDiqpP4QJ3Clh4M7UxQZwJUjxWyQbT6yGiIyup0VbJyaA9ej8km3EYsyBlVPROF3vY8aJx0B2vAdl9mMt+HL1dcK6/30XISMbW2oYSvRHvSYq1lVtbl6tt4RDvJzyZ+AMAVm699j2e6HkQ4e4JnQAof9zNYiYGwXyzXU8OBB0k1kum02w4IaV0YzOnr8WDkrmM8msCeu5Qzo+IGfz9LL/UttHTTB+iACYztW38JtrO3HgjNjUL2d8eZc1Hz7dFt5xtHkxvVsWH/tZnAV187AQqNB8wRY2KLwgobQR68bfGkH76pt0U7UcdqLgH4JnFuZ0tPb956eYO5tIE/57YRW5jNDgWZoScbzmBiu0QjaaG1TWdef4on8IhDDiqldGD3Cqcfr94ilfG8MK6bw/zB2Z016Hted4B8UqgAUCoV9IxaiCiDABRQ3LdwlklqoxfIS4e5w29HhvnH4xjf2B3DMN5i+mJgJt2/sCE/MONwaOTy2rJXUQpOUZVGiKIoUCGIHse97YZv/72QlWFa43ZPki/etZ8k8efJsefLkSfUZJ7zRi+d93GMxMe+tKhnDXpdni5ENHiJyo5sUEKJCA6pTvXRt0f/u353B1ePjuS4UCrjULWa6az/tXGCmZblncdYbV2cXD3Pj7Cs/CNFEOkNmGIZjSN1guRGiIRA2rF4/rHvuxYRbvpIjRvYNZ2M+jWQt9WK04+XjbY8qhD78cBKX3XP/8N//5qsZ9nbWENNUXbdJlVyrKLEgnRk0kSyKZxJCOBrTb1nm4BcuH8o6ZQI+PBncMu8/iEDAhOOJo14QLWJZRDrVbVNbwgCTpVlFm00uW5I56+ZhUzz/u365OwMhk+XyYhSJ7zJFS19iBoaAAkZpBQ4Z3lIWibmuYApZRio3VVLc8No7YULQv51T8+dn3MIgGzI9YUZykBk3ba1ZvW5Ys2JNjUMXDDQ+64omNdb6NnE9+ZuTkM97hILQVOc+O0h8c6YBluZOspYux/zNmGye2jqsWr02/c66diAshl+5OtOIa8OR1GMzhlS9E3FkTeXZBck2inGt71sXl1RvPMhcFUGNQUbCHHJKr127YZja6rC7NRWSuTptcMYdOrC/BNHZC/tLYGmP30AoZzBYVkwLhY33PuNAG2NajIJupEPSN2oZnVvzFzik7X2p2ymVZf6HUdSNVgkW/hUa28BfDPNYitqQ/d4VwhmtTwByZLZdWo3m4VQbvrXdEmtkSpFxQY+EUOczgqjb1wSHou1eMK66Ou85r/zVV18tpSJUU1GntpRkom0v9MoA4FqXaCrqwHmhAfRhBa79e4UUY56KjLHZ3OSe+QyRiOruHduGx598ogLoLb2Q9uaaOlxw5FkDAckroxkJh3PJqUwqfvTRjxUDXtn9yxB0tGqWFRTPYFZpiq5meUgy92LeCMdudjLlEDjkcX5cvRINFW+08EPXloYRp8buTrrXQxbbm4QObkjive/vKYRunZoe3t31bvVDuKXUQTV/McgIIh9LTHBJq3Ny7UvQBhxzLplfnj5zsghTXxVLfoJW7JaCn30HBHFkO+P5bNvMwBKANVZjlgRj9kfoIVxj1PYYN61j99BENgxIuN7rRrA0tjmy0y0wrrxacInJRJR55lwY/XSe4/javn1bbTSx7jwvZossITbeY77QZWliGk4Iq/Gzf/m+ex9ItpUtCRLZlLaO1PjJg82RKC7ADISA5lTkBd52z3T8Dw8EdzzIjTDhkV/mnq3byjFneVA7UgRz+TeGtm7c+o4u0UmfQ1eWkbQHV+Du+4mNCavB832fPNrg2JLjHC6tn49EW3Ow2iXF8vAsIeBZ9MUqEk7b+UZ9irEtRi7sNM3cjO/Wr3pozj/eK9rMd6f5LhCMGxp4+eWXK+Zau3034pwq6mebYc9eBQTVjfAQBqLByBpSeXU+z/guBLk2C/CvVtz/9p56SO8DBw8WcpbF5a8Om9md7mBfMbPOQGnf8Zy0kkAHe1TlJaYNEUlJqNQJJoMt+uVUmOFIvI40Y89uKPH9zoc+UkRMAy2JtlX0rUIG8937IDjA71sx2WoqkN/6z2SVilQfmFbm8WDkyQZnPZN5Mi3PoSTDBeIHo0AE7R48tL/mk1s2TRe88l8vXXpPZaeQiWRe1sI9F3SU4PnCF75QGRRttNi1a9fw6us/rNDHn7/10xBPTFsCLh8wmw8uTHJ8TIgICEf9qz6GbmQLYRaPxNSRh0w/EDhGdmjclWhbWmV8iUwhy2tpaV32T5+/mnkjH0O8w2Lj4W5hPOdwLm6Z4+hy1pr1E6Fpm2WzM97vrdNtGY0WskznHcxhzokQweAab7tv8cMPPigybGui33idW8SZ5xCyfdvGeTr1Xow5TjDalno2y01HYj0pzdxtceeOs0VbPX3ymeAWcoOtWANxhoXOKBUx2s6Y1kbhLoypXnTIGuHQvH0hR9Aebr4by3jL4oBFq5a+rPN3h5V+aFM9Popr+ad+/3v/4LmivbzXvwkbRVSipUnhmnAnyot/CD7gZ24JLTZe1iEPIwIPqcwAKHNfmvt7bkX/o99dMAh+56FeHPNzetvWSLjbRVBTW3MWcxB3Ok4IAeGCNp5+8qlhevPdJUUtIxm8czlGFJIhCKyI3/KB9D3TW6Zqzy7v5MKJIGGszWtpHO1jPs4YsEO0795P36S1gYELWhpCDYx7mzZsqmUtZh7GZp4ytUh/jiBCCt4wESktYF8QCNz5sAo2b0pwzfrNYeBlwSt8swBayKX3jx07k1ja+4bf+Z3fGb70pS/VLiU7gNT5RDTUffftqDn8W2/9LDCdK7jM5/UDnL6ZwJ73twJ2loaMJRdCkEJL16xdVVk7aOWDBw5XGl8BEpfipT6eOe2KOALNOGwvtdPs7MUQZ81HG2EWwUegKtItbVi/cZiOk62Z5G09fnE0uvE5cuhw1qTjIY93nhnKIiFAOszqMteThWZqajoWUEJBgz/zVoV10cfI/N2YKPB/JnuuT2c8fO+LhWNsCBT9J8jFeduOaSlyeejFnmDtGTNt3IinGhxoiXOtB22gKc8ohJRIRH9zbI0Fj8az4IgPpDMvHCvq632rC/mnP9P/vvOti7N8iObQT+fDzthiOf7iL/6iLB3edM7n5557riy5Xq/vXu5o5E4QpBvi6g93wuiAzn25V/Lvfes8r+bzL7ww3PfA/ZUc7Uxc6JKarVoX72c07tGc7Vvz5Wizhx97tEwWJ97FDihNuCxBCCX9gtjzmYO9+ZOfVqTSxPyYxpkn8sJaLrkUcxF8CAnhOCf40P7jZU6CUV8gzCB5Tj8rsCBOGARC6orgIcQM/DWfIJkjy5k/rsODnGSIzIfXvgg8RMSsM/+ytAGPNg+IATaPunjuShGyEEOa1XlNcHPteMu7JPjms595sZhYm9L/EEDG6oEHHkjQx8nsrU42j0S+3LrV0uPqk7m9D6HCM+sPf8tbZd7MQTaTAAhTiri6yttZJ1TEnLbsciP1czQdOxYPdZiU45BH2pE48Hgjzj/9U5izVjRMC3yWRzAtz7MEoU0RNNquX7xTgTJnsy7PUlqQUyIlFlAXuATZ+G0caFnLjPBoNaEYIaOO2a7NNMFaa7mRLuBP52rMKAQmpuceeODBOIEOFENztmHoa5mvX4uj0tEuE4HRWBs7Z0WBV3tdwVzLWHSa0D4T+mQEGwFnHMytwWwKUwwf2KXvQY+YnKdd/f0DT51n/P7/U7yrbYWgEGj00ksv1To+RfDUU09VeLB+60enw86z3rsT2dW1kE6pWIFwDfS//e4NqqQAbu3X8//WPxhEYZp+66XvDD/9+VvZcndsuByiIUHNkayNzYumqk3kkabMMCY3AsJszs3dmNA/2wmXTQj6+NCTKFiCMGCCnTl/pt6puU4YCeFdvLjnTj/u1BdkYGZ9rv4FPgzNo96vFaPGAnA+1MmFJ4tovO8Y1cV5r3ZzzQoEWtjz6loS2DLiIYJmVh7OHmHr4udOt/OIeVwx0saNmzP3Ozj8LCbzpk0bh0ceeaRMpm6ywy1CQphTU1Mh3OwEypzXeq5NIJK5g4cF4XPt8ixxJkbcuBkzuCPhDfztmNQ0DoYh5MyLzXcXBV7LaNrB2JxtNFgnkmComB++WCQ+BJC+Xs7Yno+l5GBykW0sJ3uaEbhlNYS3afMGbqcizgZLC6ZQj35pB+HynagXs1++FM9zMXKsqzBWjVHu6xe/gjFqSR+kkMoGjISRGutjx9bMTs9aJBRcCiCCR+3Ak36DzZIiTX/x0ofhn/AJRgKxYq7DrHZ9MdMJ5t7vAJX2A1topvAFZ/koYO3F7369X/vVb/eNj7b1z29jwcqwd5w5zWph9eh3Z2L1eMc1pU6aMEgqNNfTkXJ+zF7rTPw/A6hq+zf+QTTe/e53vzv8ODHOGPhTn35+eOChhyuY4qWvfz1mUry85iRh4tr8HQQcjpNH9BHkAX5zGJkGuH/7jmFTtsGp9+SJrP+GgcxNmXqHsikBMjoz+q0YBP0AR9fG6vU3kcUb6x3PWPrwnsir/g5mrqQGQZwBJuw87yMHs/VGBOYeJxACMv+3lHUpzhKEJJH99mggAQnivaVwfeutn9RgIPipEDXmvJrtmOZAhByGEDlF8yAcGUfssUUgCKhKmM5ceGJxEt5n3fhiNh6AH+z6Gt9SMeL4OEJpm04IzkWLMqWIBWRjxXjeXZ45suUd78FH4SYCyrc1y5ttPaXgkhygwlYTn3xgz97hSITV1Xh50Q68smAIXdk/mPPHTx2vfoLbM9qgUT3nU5ot5nwxirZXEVRZuskKTc9r5j04gXP7tvWtNGvmzTzMlxNPThibw/rIYUY4cHSa18sQoh3LgxigtjOmrmVhbNfR/vVYZu4VbgOr/ehg1ib/jFhrVtsMIR30E+Z8P0YCnnzulDjk2hg1pXjn+q/80C/05Nv7aMXfHJ7gsk+eAxQM7ntO8Q22XiqyywOQUt7MEKG5iw9k9eIZn15UUn+rbPZymb/9gdnvayEehNXnk3ffs3V4MQ6dhz/6seHtt95KVsicaRvHhSCDcXG7aQOBSZQn0ol00tamLIVMhND8ZvrYoI5BmbOWCzgihOkRBsIO1cPbiP5opl5GwxAQtSg7XywflVQzR06BA0xTTBDhQfNPLM7uk8BFU3DAwREEQ6R+IT6mNkS7fjZeb3VaunDkyqYNG4atceisW52dPsEn+AWEXMmSmedcQ9Q8tBhYnWAnDEoAJQNkF7CLE4bqUxsAYmYadDuC1LE88yiaTewxRhUk4f7YrFe3jyWhCHb1z5xPrulocJtKwGWaoD8sI7hgUPsGTz+BkPea0wkjay8rdXV/w+ZNw/o1a0sL28BgCUpGETvDwNEES5sPgmH1ahFW0YoxmY1PO7uap9i+64WlPQnJJYQI/EbkXgsskjLQ8BiTwwvzMql5xXnEja3torevtjXfVRHwpkVwzTo8Fi202NMAACAASURBVKcobSdsFBzGzDsshNFrifZLW/qszZojZzwEBhFu1ppvBk+XAkMGvSK+rK9zOopdgCefSliY5zA7HPZvNFRllt5yJ++28faeMQJPj64UT1/jkrrB6LePZ0vg5ncvNUd20wDq2L44D4RlkgjmZhhagQjPqUBpABvFNn9aEAayD5hWmT8v2i7EimBx+fF4OTcl9HPnIx/JjpdEcmVZ4miWE5gLL37xCzWQiBgh0RqAvhwp+nu/97uF0N3vZVtizDcOL2c5XQ7hQc5MkLkoTI/5ymyK6Xksg7t01bJoiXg2M8fEGOY91laZpvIwSw07uXiy+mH+czPIi0ejBtBFfRVEoBhgA+i7EpOHGEjiycBLU7l+MQTLbMVwK+avqP50Ybhy1fIK1TSPRHS8wMIQMak119EQ7aOPfTxrupNZ9pldEormQXSmI5bB+AEwp+Uma6b6cSvr5kx43nIaafP6u2tL38Vzzblnz21tDrjd3qXRWVrrolXg5Fo2nMDb+cA8k7Yw9qW0a2mwE4opA++yfrW227gjNnCUEMqcWV/VzdvrrChLeE5hXBhLSVt8FWIIbI7B1ASXteix0bZRxkYS68KE4ehY4s9j2Tihg+abiQcdo2cBKeZ2YItC4pCTTlkYLYvF2VQE7KJoTTSqL0xtDDme87Y8VzCHdrVhzNCLa5xx6H4isePLl60sGK9cOZ1+C7wJLUZJTEQYZtBjXSWmIUbeTMYRF9xMX2JwZ69xmDD3byci0GaMsdCO6QmfDRM+rF207RqLShGTLxa/C1jfnZndn471Bq/6JUKP5QIP+qfAKz7pJb8//ENOJ4j+p3/6p8oYsXv37sFyiAp1VkMq6NKgMfNsVXEKFAF8qLSrURr1Y098Yvj1L/9mAuU3DO/t3VNxymcSIGDAJhbHpE69dqZAPBNVW4LjIVzSM+ftMJc279xZ85I3/uXHw6kw9ng8lMV06QNvqeelhkXc+oW5LEdAEgmrQARmNojyHZ8+kV0zCdRXMJfSnwXPe/G8OkGRMIDI7ffeW2Y9HLh/4FBLdaM+woiZTEBpU1sY0k4oeHWqQw+tc13+L576jXdvLpjMf/VH+54Hn98YksNM6YI0Bl8RJRgILLBhEFMDUv5StKZ5uqgo+Gw5w9o8uogge7S9M52xVQd4OCF9I0btIPp56Qv8cH7BKeeZ+hwI0OnB+3B9Lj4Kvg3r3nDAytgyPVXea4IIgwnY4Ch7+ulnS/OIALNN9GIi3OBsYcbAjqXwWRxKS+O4cixq5rrJ2iLDybyYALzu/AtoxQYN+8bhdvRqm2e38Q7HRdufv25pr2kw2hZtwKn+Yfax7FCDP8KKYKtxCu5F/TFpbTFlVq+LtbE8wsr6tw02EidejYC4mF1aI1lhkGxgQZbr5oU54YPJzYzjYzDBQwvgKPbIP/U3Bs949zE1vr3APeUKV/AGvi6g9M9YqE89SmUI8cMFL1o39YC1K2Fyr732WmUomI6EKEBmkdLfoV2Ufq9XDjgf0UxMmb+IK333/r3D2798ty1BTW2teeT7u/cXgKKMFOaY96RoMZ8xLzH/4gDbvHHT8JEHdqb72eweDcPRYWlAAbukfEfiSLuUJAIIUpz4Jz76dAiW1maqrkvd+kogERpNqxAiGFGBWAPRP6sSzaMPoq70zQAZcNoScRoYywMIl1aCR3V5RkE0PgiEF9szrA5SFvHbXEAAIEpMp32MZuDAgPFd6/DBjb/B4rfeI0TLeaYkdoVxkkj1yiKaR0NEE5hwcrRh9FYiMPKOd7VBoKyOdoU3zh5Eow8EoXYwLy1GWBJ4HSYwus9ngZkw2ZKENfpbPjT3zG31CW58u2c9FN7OR5BI4XsxXvrCW3B3OXjRPwQ7LnoqbViOIozUATdwp6/+BqtplcCjm4ETkauL1SaNMRhcE2JazwYd1quLZgIjgWaHmPjyNRnvz33u88NDiQqUj1ukmXTHgplibrZAFvCEodHqroQWHzt8aDiZvOCT87NenmcFvohH0K4CRqUyoWbseikTvKi5X/nw2zv6j6EV/UFDxke97vd77md5sUmK3piLTGpIfv311wthENkZ1P1eVIxJan4QWD0zt6gTAJB3LmF/nFcExX/8vf807Nh+7/CLd98ZvvvyK9WGJQqINf+C9L179+TeyxV8IQTxLqZYBulSkM3pJZWrTec6BT73MJxBuXy9EY5MFU8/8VwRn8F3TxuI0G/aQZTQ7UoFNHuWEy0UuNXno/gbMyIeR6jqExgR9epZawUcCBaiO+G6hsEhXEIA66mK6xgZE33qU8+WxaMNDNVxNrcO7flb0a6iTn3glFMPoUKTwcX6JF+XTN8c9vz8rK3nOfNOdWvbt8CQW5Fd54IX4wgn42kfDJxninYPh0jVw7LyrroQWD2X/nc4PItJWW8f+cjOsg78TZiKEYY7baxevao2zW/bti19Yn3lhIxEdDmlEv1I4astMEHX9QgH7S0YYwq3vqKRiqQLbvkIOmzqN05wRAiZ14JBvRxPmJe1Ya0ZnjzPi+8dGtjKwcNJTrg10z/bNLlCL0TrZvW6noVrRZon5vP4/GXDJ555Zji4f9+w991dw4ksqVpGncj98Qgdy1Xhinqn/1M8gk9yyzjMLf52v57JDfhW0Kx+6Cd8E6Q19oHb30oxsoe8pAID4rcBsbZpEBCjRnS4V+7lTuh+/4+KBg2KZ9UpXY69riuzi8QcbzRSzP0VWW8FFG2FSCSreyhS+1him82LJzOv1bbcR7J3+I7lWXMPgyLTRt+gAFafd955pyKrphIH/d6uXXGCXAjRhPiO0sQt4IWQoWkMqvoRgW8f+LA1TxiltVbEyKsOsRMTq+q90obBC9xoU38JFHXqs/oIRVr3nXffrjp5rTGye+Jm+0B5H/7hQ1EXuDCxQQSPa/CEuMWEWwc9ciQJ+KOBP/GJJ4KQRri0nt0yHELrEzRDs4zyY0QhcxAqI5l7L866N6KXGnjh4kuBJctMvOAZA+08+OBH7mhAwoJ15aQMnmt95NBT9IUAYd4L6zTWYDYG5nloDI6sQ1sbRVNOt6AlTVuKtuKZhCeatjRsLAg49068mJUMYfduAjCJ+TN+HJnuE54cSawlOOp0CXfSKbumfnTitwIeH3Dfv2NHYHo004DpMMlEwXX0SHJ3pf358eqrhzaFD3V3OuFcQ0/r4v+ZiLN1dxTTkdkdSvakY8NqL7+NLWpt8RCBofEfUP7dQgGZAlAacOlveGdB9b6ooGKtAaejiocUBAXZOoHQIAEwOt5LI/Y5bvACtt9tnWBqCfx44fnnhs1bp7KbpOWesrmdM8UcQJ3mg43h29xgXXbUPJVoFpsYfv7mz2q9MmK1Di/bFynP2x0Hf3UGjJCssz6nkiPLcGEWjrsnHn+q1jnL7AtSMIH+YApt+1sdBlY9fsOHb8SvIGwIRSzeYeZ5Bo7gp9cFJ+rwDV+YRLuYyhzy8cc/XvcFTyBQ8zC4NihtsFuseB8P1+CFwFEnWBX3o2eq7VMxC9+LQ/DJJ5+uOtWd1Zwiuou1de983m0ht+a6bdw+JOjSaJnzCh9LE8WAmEO7+kUDwCvhAF7Mo08Ye9++vVWfcWR1cJKaPugTTW5t2bOdaTA6GjNts6GhMnLES44GZzKd4jB1nA/HoLk+ocdRd+Y0TzmBJsVPWz83hmDvgg+u4LGEXMbI9RqP/G7YimCO0Mjg15ZF5vL2rdsqQyXGEC129vy+Gt+FURzFKDGhrUqYwvHmG9suEIz7kSMRPokLWJNsLPfufLBWT957++1kBE1yDKsw4VyuLqxR8OHnOWXuuPffvR/6ieZc3xcntGgvv+EZvPrWS53G6A8AQnYvBgIRGkCD6aVOABrqxMdrqLjWPxoDhI9B5URrEvjC8Pq//Gj4ZRxIx7JThiS+dbPN+Zid2h8LMRWyMr8rTRWkcxhwNlgbFGEjeORWrt/MfE+i+g4PYsAcx04fr/m3gXzzzZ+UBUBD0J68607+i1iq98CuXx32/rsjFUyYeFXaBo+IKQUz699Y1nYVfeHxHcmOJrhBdJ351M2bz8J55pmnKvMKk/OhR5pmAjct3nEM7yQv8xfuMZW6lD4W2pYYzjucURIKvvPO25XPG7wSw5uujMSUhM9yzsS8titLP+Zbj45HFlGqXz28zJ4N2eW7WWASEwj/7MzRBJ/92c07vz7zSIzJ6liXjfqe0z7cY+SDBw+WQLVbauu2LcMLL7xQzH4qAvpoosmWhgHG0+6yWFRLYh0wpZ1CeYM2DBMExODyUhIqvhsz/f3QSJbMUj8HlKkVRq5xCA6NmfHqsILBOPjbXmt9NRZi08spGcG0bev2WC3nEjkXX0GYRty5+s6FVnybF6uzNnkEl9owPr4XBgYBQieSdeVE5tqO5ZWlhkVzOs47u58WhNe0qXTaCnrr/VBg+569Xw/N/qN+dGSsvv/9799JVO8IIMyt9Hr9vpPqRyMKAupM6kHS2OApOuY5jRhwn+7s8uzcij0vTlqAvwyOP3njzXJ2xfAbnnz6qYodPXDoYDJJvlkD3e1+ThmI/yAbCqSe6RsnMPK6MCkJyoMthJMZVKbkbFyyAeKmd0I9bTGSc3/e37snCdzfGaanpiKUsr4cuBqxiRiLpA4zgFsf9c09AwcHBp4kp/16f29lDdF912IPlFbxXjFynie5ucTSjWJeA7Fjx/aYnGvLaYhpvv/978Y8PZHcVg+mrpjS4VFt0VxwizgvRRMQkiT7mazJCjABux04Dq67Pmb3kQyf52pvsv7yCdCMhJYlIMKhUuBEw11KwIQ8VNo3juak1mhlVwlZlTdXXcZfqe2V+W4CqxEN2BAxmCWspy23bds63L1lUyVNkN/6SA5za+vIZysOwMqHd0xlzEE/+9nPDVNbpuIFz063WDWyjJw7E6EXxnHKRRy/GZMEwMyOBWKHD7urDhw4WPRYFmQEI+GGUeGfgIND42asjKnnjINlH5tuMFYf4+Ux4VetzPJOVj9YV3ByMlOA2/mwTBzjSvubwqnLTi2Cun4Hj3Ahef/e969XyqhrrIlc3xBLcmp6W9LuLhyOx79Q22TzrPcU36YB/lIHeP6tgr7g7Zvf/ObwD//wDxHU+wp//Ff66h7a6qUOOveHzise8CCu97s3NLdRne7EbVGPGeR+N2X8JtEB3X43j6don48/9cTwn//L7yeAIXOkrJu+9N2Xi4CZCto0EKwAJtkPvvf9MnfmZRlhae5VaF0YrhKERxvT1OdDmOAdDwPODxXI4rg7BLz7/b3Dhkjco8lG8b1Xvz9s2bqljh8VMaYtW+6YPOM5R9cGBdk7ZMqwzIF4maDRSzX46V4GlanZGBvBtPzUTVqbq8FJKxF2QaUECFNTd9eHNeIzk9MNXnr5m8P/9X//n8PDWVP/1HPPZj17cZmq10MIlm4IBHulnVmE+HjXz6fdS2EeGVNYODzohIllLdrE/mg5sd5K4sFNySH2/POfikMnzjqfEPNIBAJT0fhg1HPRhMuWtcPNRH7JDHotGkT6IXQg3vrylUStUUghKAcJGGNFP9au3RIra2OWjzbVOjfGXpSY6q1bp8qhKSQVfgU0YGz4BPdTTz4z3H/fztCErKKLho3Zg75xWF8J/44krsAawHhOawQPwT4eWA4dPFqHuR/Yu688x6wPfosFC0MjybVljm1eXYLVGAROHmUC+Vp+O4BvURxlMZRKkMEBAbcgy28nc7CfdMadydCqeupgwNCCv21nxGu80I551Rc06tsKwEho7lKmTJezr/5KApBG857pw5LQOouEY25xhBiatTsP7VhTx80EszZ6+74JJn2Hv7/8y78cvvKVr9QynjBNFh3LBwMb17klY9ZMEhXOlW4eUmFn2k6onjfYncE9h5B7UU8HDgIsqi9Npx6Pg+tLMcM2hrjVceTQ4fIiyt8LKZhXGz7atTzxhRc/P+zbvXfYveu9rNldCPITKBLNtG/P3jhQkv41xOBZ9RE6onVWJADjgewk4pSxtXE0jIKYbMx+8bOfzSkUG4d33v5FaSMCwCKfQe99KkQH8BJCHDlxsugPTWZzeWnqMJH+gxvjEUDMSx58hH5XtgKKRFsX3wCGYyJn5Cpf1n/9r/9r6rs1/Mmf/Elpas4qOb1WxDSL+Et9NkDcrITvIspsBvnAmnmYtwJTwhDMwksRLNfjRbXBAY4VRPjqq6+EsCdzOsEzyV2dfbPZPLBolNezeeoxFJis25qnwh8Ck7Wy5o+BkzYeuRktFYgQzfIEXDjpAQMwn33rLwaSlfNmnoVD19Vn6fJHP/rRnfRFBKCUS2IS4MzYwLMiTmBLAoRWx0S1+eFsHIuRIWVBnE8Chp/GkjuWnN3GxzgbF78x5Nypi7pcz1A1+su357XHU63P6LTTbVlOEX6XLwv7bGuyljyNL0GMNry7OIKFVu18QBBqu2gmUzS0IbhI/cfjdLyWpTswsgxF1Zkq0MA5ciqOt2bNgrX4JN/g8W4v2mVdffWrXx2+l0MRhGg+9thjtZ7tt2mFfunr3FI2s0ohFnAe9Dei0JHe8YakD5kUsDonntXz/lZc6397B2I4SZgEq8PIHySZ3U9iLpg7nY0Ec1JARxpmVEriBLkW4GnhvXv2ZMRvlkOByYWIrMmCVakMGmmXU0JY3/p1G5IZ5N5h/4FDCa/M7prMpV6JObsmzPL4x5+Iw+auSOMTpZ0WRiMnpiZ9zVQhWZ4Yxp1YbP2zubwGIlJ1IkStbzzY8MLM9SwhhEGYlCSmBPZC9+RKXrt6TRg5pl283X/2Z38Ws/oHwx//8R9n2elTab8d4UkQqMeWw1OJXrNGzfgSXcSxBI9TU1Nl/hpEPgcm4fkEXiAYe54JYYzEwWfnDGchM3tRTPNyHkUoEQzexwDXTAFyzZyfyUlILJ8VSH6DSTaMTZsS457948YBPbjmW6Qac7mtf7flEJpZuORPf/pGHDM/irA9Vu1NT08Pv/Ebv1Hr2/qDEYy576KXwGLPNB/I+sBNi+1OVhV+hD2795RpLVxWu908xlCdkY2JpR5jIqKsM502FmZufCVwocN6bpZeMY9rvglj9F5RWRnTHkRTU5cIWrjVlk8X9N4zZpI1CqmEeysa+w4eKFwuzHwfDq9H+EdaVdvG0Sd/1PiGZAMz+m3CSZ36YCpByKKp559/vhI+GvPy3iP42dL5zJ/FyJ1ZAalSDK1SjDXXDnevM6p3/P2rReU+imcAAzB2/vtZbxNCaVsjoIQ8vvra60W46u1S2jsifg6lM1M5zsVc9q6Yw+vzDu9gC5lr290wMeSAxUeQvKWJu7NRfdOm97Kn1va4SN4cGfOdb387TpIlJVTMgY7HfNGuog7wgh0ciMzA2s4Wm6XuOc7F4HjGPc/T1PCFyDAJs+/ChRZ6ZynHM+a0f/7nfz789V//dUlX+44x/L7Me+ybFW88FqLjFT0XTduT0EnoZ/mP82TtyjBshB8Tz9QAc+z65dUSHjQIotcXQtM7DgBDBFu3bkugRMumWeMS5hUHviJebEXwgoAHfdiydboRS57hh8DAV3JOFS3LtGbqixablxDcsdw3fZqcbIEw8CXrKiHyxhtvlEDBALS2nOLPPfdc4RW+4EqxrCjgh+By2oVntXXsg6Pp66HheByi8AevPsVsGQ/vo6nOVPpNoSidRtGvyD/9uhBmxLSWO+eOsSNjr+Z62yJJgSzI+Aon5Ss6Hw92803QkOrTvvEnuGdo+Vgyl2L1gcN4YGY8Q5hacluVcdOeNWxnTPsNPuPA0Vhzl8DsutJpTzsYl5DmV7j33nvrnutKCYN8+7vjsubIbkAGAjAgJAwT0UMe9gHA3AZV6O/Gsv76twtBwFus7oMxPaZ33FMDy6Qmvb7z0svVadrVIIID8vdEC/8wTD4vbUusvixIAU8hIbBUByJ9b8Rs846AB4418I8nMOK+e++Ok+js8INXElRy8kRc9kk+EA327e98M/PFmMDZ/qgduaQMMDMySvDOb4zaESepnaifpZHI4Kw47MyttOvjOd/atoyGIOCPc03ftfln/+2/FcMgalkxzJ/U1Temw55riAau+Qh27X6vkMoCcYQnYmaZIHiBNSei/TgbZUmhfX72s5/FWkmqmghCEp23Ux6rnTuTgWPLdDGM+G59FRShgCETuCIOHliJ9DD29TA/55gyr/ok62Tbq82zK82NMTD3c/ia86OkpBHea73T4ezWqB9JjuwXPv1cxUPbzGCO2zVbeYKjxQQU6SPG3/XOu8OP/+UnSZiYmPkE/hgjBbMU40bYKZ5Ff3fos662ITQWTuUUcOsZTOhj3Doj1TOp07e1OvvQwWB6cT40YSlKYsdbsTyuRKvD7+JFphjtuF0WAUYW524jBpyaDq6IwCVk5GsXVUdQ1h7sWRpp0VwN2Fn+rT/0Az7Bg4Gfeuqp2h2Ifzpf6AuB5Bm0UDww2+9aR9a5rpFoCUyEOBCcFyCzI8NvzxcCZiuZ++Wej+KZM5nnkOzc5s9mnmctmc1PczDrPpt5K+YEPEQqBoyU/r3/9LsJdDhQZiRNtDAEZwO7tWW7h3SwSyed1J6tfjJwionGFMeORjj94nKibtqhXKeSpgfB7YzThdQzn7ROCWaMiED0Vb2I3XWMDEYBAjyX0b0Fp+dI4d5ngwHxvMZSyXBYfPub3xr+9//jfyvHz+czR/zMZz5Tz9CunXiXZ4cOZ9Sxk2eL2G5myWfv/iRtj3a+K3mnEVGkVGmCy3GIgZNGt2Z74MC+wqX1Xdru5z//WeHSOBEG3/jmt8u0f+6Ta4bpbTlaZ61UPScrqAa+4FA/5Umz/szRRbssWoaxYm2EuMBp2c8UAywlzELg+ut8LR7l73z75QrnRT9S9C6KB/qTn3xm+KM/+qMy8V1XDyEEx9pWl/BbwgDse/fsH375i3eiiU/UNVOCvv59Ifu54XtJzH5joY5OZ124q/OOiW3qkOc6oxswNBLj7M577ik1jYimtW6N7pwb5hgeOIwKE2xR78CVZ4uhck1U2bKJZI0J42JenxXxJYCrgmAC48rQ/OJZ4QO+DrN2/e6w97/VDb94hJVlrAkNTIu2wNTL3HdHO2P6NqeiFTgqaFBSXRQO50rn/g6ISnwCzR2ANFDImgUQoiCfhv/85z8/LF+9KsEaZys4guQ+njnkpqT0UY+5k44qhAdzGpNYV4Z8O2HEW9eul8ytz+dZ74FbZztSMKDfEU3p+HiZJSKgLM2cjUaGjH3v7y5P+b07HPp9TxCXuV+e9W7NGWNCqlswiPrBI3hFfwgZc0h5n8ypaVymlqmCiKQlk7zQFyu7w+uvvzrY4IFpEcAnn312mJqaKgbzfFlAEUycVdevtwALfoPDsVwkiXc8C+KHF2GBNO3FJP8joKyjGi9bGo2NkMf27I3gd1/eaWvCN29dGL77/e+FQM/U8Zx8FctyOsO5CFjSHe6sfRJQTELEI0jDhodV2Voauqr+wyn8dFxIQuiomn9+/bXhp2++UQ4uCuBilrkWJjz0k88+PfyX3//94Ytf+GKOXT2Uvh4MoRsry1fNPI4xGQ/1WO093/3e3rS9v9a7McxYvMq2V44kyaAxU4pRAxC4MfK/RZM8wq47GN4YaqszENrs3vdOL3Zx6Zf5PdonfIWJqqP6GkoaS3uprMYALOpchO7yDJqQUohjESMvyRjdTkyE3zcC4+SCDcNo8JnJWr0XDil45os/jWAEI1jApjDNtat9fIcvWDDaIQTRI3j1yTV/KxWi6UcBFyCZvBCFmcVaewliaVCNdmT6di/g3Cn0cDFRAOvP2iss7QuzzznGh5Ia1ZKBLCFSy5wOgZl7eU+7CoK17/VKpLRlJ9fXreIIyYkGmVPZk1qDwkmSoHqwK7aIYTQaZ2Lyg0KAzJZjieu2n/Wnb/2s5sVLgxBrtruSfdO+2enpbWWBrFyToI9IUO871EzfHP2izlszre/aWR6TCU4sf90dj6vfmAhx7X6/HYpGcLyd9khT8/bf+Y//IRrq2RokuLHmzVyfiETHTJjZoO15f1/WvvdWn2ndkG/qzTbNCBoDDCbmnz7TaAbS4NswINzTMtZX/+5vyzREKQJtCIzjsUgk+3smMDC11yZdLgGESNRrfNUlgyZiJkQJm4XxSotZHk3kl3Y5t8TMvxlvsuwm+ij0lHCBp2UJOGEW/sEf/MHwm7/xmxW0Amfaou2Youo2vpfSh4N79iUqbXeFiPKsd/oxvs64thGD4NFX/grFmHT/DRrs7/iu9zByDoJTEDtFYEoalRAN+yGNuk/A6r8NEMbdeNnhpV7jYnvpaFYGFJloOPlqz3QUjT3wzoXCdNbgCXWWkanbhQtpKfgQB1GrLRlzsBh7hYPNdAkfueZeFx7aNr5wBj4CxjixWsCEofW1M7H6asKBUYoxUqFOGQhrYUxQRCAkzMsa6oB4TqnTFfKe6/1eLrpRz2NKg8z5svv994e18Rg/+/xzw1MJNt+bsMVXXnmlkIdoAQaZpB7E/POrr9UGCTPx0a3ZVxpE2TCxJs9OLmIKRSplDXhB1nxt88NQNMuSzKfHlyxKhoqVw9FDF5Lcb80w8VDzDL/6w9cLMaMx/WhfG9Jpv6M5i5epynpYmyUWA6Q/vNZwo61gL20kOipzP+YPwTU2Gi9jrIxfvvvzsmBo330xI/UDjpirNPULLzw/3JWgkP1h0lURGLZb2td6V4iDlqh9r4EfQ/rbtIa2nZ/65b2aF+tgfpa39O18BCOzeWnm4DfDWBdiadirTcg/nbEz+N/KysAbESYS6S1NCKH49B+/8fpw+OjBYXpq6/Cxx56sNV0x7pxnTMKNG5K2d6VlreDl5Jnh+MTRYe2aVTWlkIEDQUmo99Zbb4WBf5G+HUp01qFgIUIuhGf++Ou//uvDH/7hH5Yl5+hY1gXcLY53VySeadHp4y11kiXI9+Kd7sQMl9a8Q9bxAMfb/2aqGQAAIABJREFUnlzekc1luWFimUUzBIVbQRw+cEwojHLQJRc4Qkfki7PpQconDD8/uJPSWPCPsaR9L2a/duVXmw0ZRgdX0scVacNOPIxlqyblUMfChhaY+oSC7YpSJ7Mmahkr9+AcAwrEMT/n9BQgwrIMUZbX36qBadpIpnKELJLyjoIH/cZjfutX5yf+lu73INC6UjVOnQ8rsqtLMRX6DRFMNUWMMG2j0i7xXNdRDde1IOrW7Hv+vvNJp6tDOVRalobcSHKBh4Yvf/nLxTRHIvkRLOTz3pYJlXow9JlI709/+tPD2cQR740AsBQl84fBtlEcgzEvJWgHsyUhzqUdU1PD2rvWJ2IpMc7Z78sjKZEdBDz04MM12Ps/yJGk+/eG8Q7GPN2YzB/HImzOJLfWe2XO1JJLBtQ7a7NkJsLKPLoQG4I5d/5UNIiTKC6HqI6XpOTwQTQECsmJkcu8ivZ+JkLrY5nzYDTLZor7U4F1uWWVBKMwCWVJuRzNDG77iZnWI+mvrJ1nkj3Ttk0w0ea3or1YDafDcKLEViwL0609XNpu+7Ydw/CZ+bV5/58iuG6EkMAusfulmO68y8ePnirHFCFtOc7uH0TEUUcbyMFle+GlhEv6IHSHnVnDP3Aw8+CY5uaUN7JGzmFn6yRv/G/91m+V74EAY3WBV70OHZ8X4S56SlCOVQnCZyzTpUZ/TNxmXqKtm2GEvjLgSBe0hi7sPYbnTmMYqWgwNKCPNUaFYeKl0WmnbwyibwQ+v4Bzs9XFArHHGINQKJ4zhUOPi7LKoQ9SOBEAUkvpB3gIIPeK6dM+n4L6nbpJw6+cSDgspg1cXVihIyWX7hTv4DGlM6c+9eJdOPSc6Q+4+JTA0EuZ1h7qxUudmZkJkEcauN5fhKy5f/vt0wagzYs16uPaqjUra4/n6nhEl8ZbvDDm6+EkaeNg4VTTvjYVEkabtyJIPpL5OWb4ccx8El+eq5mY53t3v1+EcCsIY+5551ICHxRLW5xrx2OuMVXFz6gbLAui0WwU//TnPze88bM3h2/Fm3zo0OG8n33TYdxVq1dkPjcTQt2TOZBjRJeXNxLiLCExUzucM/HqlsMl10hj0WG0pA+Y+wb/+xOc8tu//dsluEhrXmZpXMGzMtp1pEY0zB9mXZCEB44zFVDCPzGaebjnaBPfsnoWseabFXAxBIXBxEPv3r0n/b2YgI1ES2Wzvd1Ozz7zfDzNkzHVdw/7E4styunixexdzpjQPscWfBANu6tMOIkZpNspSyNEZGnImCJeFpUpCEIlPKrf2frJ9J2enq6Y8c997nNl2jPDfxHnF4I0HXA6yNkTp0swHE9MsuT+RzL2TE5tMXc7vXUauhFLCRN3xmSlLLKOnXEiJNv8uGXUsLTzq4yMTr2rn/DmHKiRMmPRLWUVoZKJERiZyZZBpaKiMb2HHo2pcV8Ss9rf15IGqLRtHJ52fJkyEgKjca6C/3Zwpr7GgFnCzHRoImOA0RVw6F/nIRZrZ1bvaUPbrvmo29+EjvqZ7QSwsehLU/199d+JtfaHRnxUQksqzC6MMvcl1+f+rUHFd//42zOAB4iOMM1+9s7bw+59e6ORTtU8Id62alNHGuE06dSkYFvEd9zpqkhLydAWhbjV2+E0MgvmB1mR5iVJA7uFeR5mebnORvPRejQcLWiv6a/92q8NL37pi8ODD+0cvva1ryUW++2kHjpRyygTETIIYCyS01xuJoQMFif+6QetUQOXLuuT3/plv7XfCKB5ZnMiRrT8xz/x0eHuOKWYpEy72g4ZZtiWgBXtKN5DnFIXaZOG5HSiAWUnQVDgoWPmmzdGa57L4F+Iw4mQNUZXsy7O8pi53jYprFqxOp77HQk8eb6cYu9kTnzocDP5aQtJBy5dattLCQXjBq/G2kcUkvG4GtMdXm+F8Pw9L4JzRQTc1N1Tw5ZYFM8+96nKAiLwBR6Y8KYBpgo0bm0oMD9PymPZObTDEz4SL3gxcsxjx+DAJQaGE89EZNW3thUwiUCDp54fq2hrVhDMxSXaUJ+IMt/zZ9fMXS8mTF3eJegPRJBrjzOTAPZ7Y46EdaqJEoVfMKkfftzP/+0emG+1dMHa4alHK9bEQ6U5wD1ze0op2lx73rX23ou/w7bVt36tM7R76vKe6ZqlRBFzlh31QwFPL6WKG3DNXHDDywD3Qg1qEK9Uw7OdQXy9eO52Pr4BQqP6qEM6Ug4EGfPfS7jhjUwy7t46HeLaXJFPQiclyWvM0kItCxl5561sX1yTpRkpc++L5l5hflxRRjHXAqMCFR1W+CVZJ4MEpgoivxhJpj9iqcFmsGixnQ8/WMnwRVi9Fu/yd771nZr7ncz6XxFVNAlhJmBgLMsH3oU4uIMHC/zaFRlGojJ1eBld8zdNRXI++vAjJUU/OHSgNgU4atUyzo4d9zXBE+cPXKkTwyqcQrt27cp86npOWlxfIZOymMjWQZBdCqFczxxNNBTPteB/bdJWdll5n2WACbZtvydnOG1OltHV0fKby+dx7PjhMtEw9I1YCPrU9+1ejcVzKX0QzwhvtJl+T2R5jNkp8opHW0L9qalMY5LRlNPy0P4cMBbc26RhbiqFklzc17PR3hz2Wvqtn4Qcj29lvowVsmRpMxnhuu+Tju1abWvfNIpwNDflHIRfeBLBx6x2gDrcGTM0iQZ9+xvTq8OUxnyau4vlZO5LK/to11TFSYxBQ9XPyusRi8I2W2krJPBbyQ+Db22hA/jhm1k5EYdwtDV6Xx4mRrv1TOBTwAk232HDula0mXoU9YDbO+XvSRv8Ed/61rdqGgT/fDjwqG+e6eWOad2RgSB6ZZ3A+sMa0vCvFu+67rt/PON5dUD+B4nWQVz33H9vrR0/++wnhw8yh1r/ja+Hsc6UdDZA5p0YmXTn2JqfOa41PUyprt5Z64Wu2SUku6I42s5swiMzWjWPhpQu1WV9IKXN+zdPT2VO1ALQX3j+08OjD300jpsPar3XrqujB49UCCnGl00RTsRMqw98GLgjHIIxsrVDDIiBBX584YsvJsQwOa0TP2xnD2m8KOb9aExOzEaYTU62zJnjiYcW1PLLXbszaK/FFD5UgS03Z441AkhQxoKYlpxbN8Mw66Ixtm/fFhwkQXy0NfgsfSFM0Uk85bzLgjA48Tbclbxg2+6NZbN6OHU6foHM7Xmgz2fOaczg07fxN5ZwWUJ8VnvJPrJ588Zs+9ta6+T67/lfJoADUfmw5Gg5ZiB4astpTGT+j/GMJU2NkNVPA/omfJjRMlEaW9OXXG4MlTrUo+iXJS/zU5r8crKFoisFHOryfq/fmPdxd59FZbzsrPKeMeR03BG6cc5VFxDYC/w0KvrSPlz4GD/50y5ebCsZ6kiVJey1K0YdnCK27opW59X2G1zaBoffplcj82bnyrOWh360e+0ZfICB/+7v/q7GkQB0Nrex1P8u9L2nlKqFBB9A65BGPei739NI/wBobvGM93zUMfeDEeSCEjTvcCybJjARjcm9/vnPfzFmVJYBQoSQdT0mMQSRWL/7u787HI9JhlhuZ6AhN6KkkqDbKTQSs3Mk0l4BK/MabD4zgYN5DZZ5QSZP8EiYodz+s/3zW2SXAZcAfufOjyQJwTMJcPjF8E68sgfisUfMlscQKiI3pzNXswXP4JlDYmCmcGPOTTUn5tAz17X0dik7YyYSfA/GEkbRBM4Gtmtpw7rN6Zuc2Fn/3Xd4+N53X4kHfHc2dSyv9d20VG2YU/KUXo23dUVw5aTHBx64L1TczPK+dEPL3rrVcmbFMCwiOLB3T/bFLoiwyaaV9dmgEAG2btW6EGVybGXnjnHrTsMSUsE/aW8pzpiDu3mJm1VyMnPea9klBm+mLJgRk2FkYabGdlGEpndnEh6JlrpAF31XqmCWoa9l3l2MEjwrnKONCTFctGCuCwK6TtOnHcJAPMGtJLC/FryhPe0YC58a+zyPofymddWT19IP2hvchEOykQauzZuzaSR1UBzGNw/Uu/CAXrtFyslFkPd2tKuYQpS1ESbWD+0SAFIDsyTN7xX1gLPTZ4ZVU3UNjaoXnj2Hib/73e/Wzie+EhFjTz31VOhzZy0J/ioTq7/myK3DmdcEEBX2RnXM7xroAO4+YHTiDkDRfLUeFgnLHHG/AI5oy1P1Lgny8cc/MayJN5kJgvDfjMkgFetk1nktqFf61rQ3L3VrT2QURr8DdOqVglZSAEi/mvmuPbqFhDzL6wt2sPmAFULHMogYGYKLQKLNzCcxpu1q1m8NWoV4BqF+M3vHs5ShPV5C2t0yhH5Zw+ZwsLnBflWwCLvjteW4Y/r0XSosjYULLZG0NcmlmasbrPOZR34QAeUImPHxn4egJkOot2r9+FvfeSkxvhczl99eARGLE6yCiUhxKYZtBd2RLZnMW84wxGAJKaNQY8V7Duagok55uJIE+UfTzpC0uISjfcT6uCTLXjPX23opBmQONty1LZsCSPTX0kujizb20tuYP8Ob+bAzrISFWlGwD7xvaqCJOKKMXx2xEyb0fUcrhzquxSLwTA/i0L64cPAYV8WSkr+FmtZYp5/gsdaLPgkGOO2MgC6Nq7EuOszYCdaoukYIpkaT7ntPeigWFfowroSGPnLssS6WTnD0tkgyQmZB1ojhz/PaH41yIGCWJLxVe/pguch+506P2tZvVmOVwJhHU5rSwWMKugcTL7oYDuNo6vfss8/eCfjBE4p+aq+XOwEhhcQgr5uvjZmaJ03lSgO8MTukQmgb/BZrTIp7X6SQ3R+OSL0apJ65cGb47//P39RBbdZPSToSUWTX4RA0BJLi6pLJwm+dMwBrghTHkljX5lBBGCSyg76ZS3JBi+CS6nReYBLRMz9rd8w5a8HMNlFbEA8JPK2EBuFyJQnnZ8JAkwlHNECQ3eZki4dHP/pISC1aMAR+POue5t76a9B8vL/BftqNG+vbXlH9IKT0AxPb37wsS2KjMcmuxpE1L3AVDvP34uDmnXd+GfjCLPMiuUMs+w5+kHauZ96YMMbknY6uKaYXYaZvsmbcvSFHjd5zT+FBoIi46JG0h/jkzDbXk82EeXgtWxPF/p45fWHYe3DvMDYeR1YcZYXDjM+CG40ox8f5ARYW4cKT8RaogljMF3l8jav+mwOb8wqMwABx6VSf9Fmo5YIQVxf85vBS3Yykv2H/SHYWm5jpOM+i3QROyK9N4LN6EL4837dux1SPoNBmmeC5fy5CM5UUA8h5foeZsuUTnOqgJNClOTpmzp04yJrmRL/mt0x3sQDM/qtJ/jdvJGdBZ7phnVzWVgLQEty5WFEUwc1FEuTHoRqNuzDjBG597UV75ukLme7BBvxYal0c+qDpg5RAkalB4BnJujNhQBBScwSrAv7CdeqCg8JDcE0hMKcF+qA3xRhoszN/XXQdUG7g7pJIkTKI02CShF40MF7sL2u0SwONkizuQbzwxVqjy986gKkVmSAQ+Xi2+iH6DQnNZIp+OxrI3HlFNLPBwSTaPnzw4PDaT346nBEmmIpIOYNV8Ia4FBbAZCQqGHrnCkZSOP0opgtz3V7StLSE4L0P+srsJ5kduqZwYhhk/XXwmbV0c+r583eVQw4MiFcsNcFCMPQczvrODMJA5svwYz585gxNJ82vtU9JAMaLYey8AuPCrFPGqq4+8FivDEGdj4OHANEvdVj7nQjjb982neyjW8vcvBjYjY2NDb4VuOkEoW6wM7mLUWLiCuCAW1bDXWvuKhjN+byPud3zvm9tY4ROH+qHO8suskmWRUPrpXbP93e97139Z0Xc5ExL//vYdSavQKLUyRQ3BtoBh/d9/PYxroTLXLjU3Z5Pu+lfL66zCLzDoYgAXZs3u6fcure/Fe/30pPtoz804P2IgPKmw4HSnq9eFCz+1peLGVdjr164Wb620QhclXbPuJnCzQucFEVrX9twbY7fpgNwpr8KGrNMSjNPT083Z1/q16b3PauAs79TGlkHXETcHCQqYLoh2F7cB7Did69MN+eFcaqj+eYBpCV0RLe7Z21ptOLCLJDb+M+Ffvd08lqHWO1Hpr3s6/QsQAFnC6PAcRIco6/O9kXLLOY1EChpva1kmMk7pLGtgLbogRNh2v4HNULrmNfmyN0k0kdSGxOTvLT/lZjc3jXvTWhsScEHduasqc3rqw1tsRZKOmZuyvTyt4+8yAcOHCpHE3zauH/2bOboMR9v5MjDq1cNvOwrOZkizpJTpy7EYUbINTPOujOCmgw8EteLAFqa9rDTSDSJde0V2eC/JFpMJopLaRscjjDhKb0dLy682KlkbK5Fo+nrlXyQjVBDJzUcitaX/WTppOWVD5c4TCIXhFC8ayxrjMNQfjN9LfkYU9aQgihvZrvm9VgqrhsD7+THHdq4EZzfTICMe51BfRethJ/8zgsl0KrS/APmTmvGgsAwZ1TA1umOoDLGQVsJgnog/xAKBUe/kG9CBhObK/c6MDxbV+y3JUXP6Id3G4PZYRXH4mR7DszqqP3OgR2Dz8SyoOzwiT4ad45OAn8kU4TaIqrOtDUT4ddh76B5x5g3PEBds2Z46Sk7dA8H+qRu8Cn9eTD3Uozshkq8BGDZ+qRpodKnpqbuXK9BDTI9Cyh/s/s5koqIZq+71+cDOioQ5PEnnirmpV6ZGDSJdml/njjBAwADg7q2pt0vfelLyY5xpLJ7CESgsRyiRVtBuMF0lpP35iXZfACrgbeFzrKR6x1OW8m0J9SPwLKmzGu5ItKPuURnlFcyjFf1xSQ8ldQ36V2WldaXkGmDzLOb6KuY+9Z5ncWEoFgX/qaNly07H/iaxGfeM035VwzohazdnjiVXVknzpQAABPPu6Wm0VozztQkwujGjfSRky0EsSLxy6uydnstSzlCZmWaFP4Ht9fzPvM3lFVaSH/NA2uuGThZJZiDECIopQZiOTjOlGBcENiZe/OCF7B0vCIebAYXCEhCB3UrvruAPhdh6D20oHjex9/zSi0i1NDJ7DO+0U/Tc41xPasN9zCuQjiqx1jrZ7cY3OvjQJCNBj/oQFFPZ2QwtrYa3LVclemLOvuzoeJ6V/1g6syim95Vr7Y8hyavl0ZvkLvvHrjArm0KgTYVlnkj4aVg0B5eqHZV3EveVxqMeWC2qEcR544XKDlWnr4aQ3WCVenffv+r/cgGljb0omUUYXYm2zY3A1bHOnAq0Wg5uDIPiJivZzx3p7FIOmMJCcxYEUbyLNnhY4ueU/JuRaR6h/fPIPQicR+knM3cyIL48hBeISnPqo/GMifTlo9OzwsMNLIBQQhLw/jOdRJMYV5ir7BsirQUbey+9VmMbVnD3Ei5mQFrXtK2VbJFN3G4zFS92reFDa5IX0s9+/YdKGsGLAbBeHgeIXr+XLzscMY7zVEmosi8uA+GgRbBBe7b62Je5h3zddOBFcuz3TL9t3Z8LPgIWqvPt6OVRbdxlDlRQf8QhqATMejqZhmciPUi3nxNlkSu5zohdiDrvgiDw4x2zcMRaM2s9e1vkXTwWuMT+Iy3+lkATrUYz3uWsDDf9Tij9IGprHAQqQM+6p28Bx5/N2JtxNiZsr3TiFibnuva2PPq9j5c9nf8DTaCyjPuwblv7yue8VE6HP3bZRoRrJ4hnDCjV0tJpP/le4lgZB57zzvw03Fhr7zfxo02Rqfa9yzYIgWqjRq0gqIJHNZhHpq90mDr/fS+/hof2pmSIJDdx9Dw02BJHbPljkZGlBoW1CA2GNPYAWVBmukwNTVVyFGBojHeXCWoqoZrbpwBLsdAnCn2cUIoJPzwX5IG971d0XKnh6nt26IJWwLzf37thyV1aFp1ArYiowK4JZ3lCemEpEcferjuM5Pdh3CIMP9y9AkNb8ujOkhYHm0MWmZZzEGZ/8sxNEsQkAEpdtd4fiQwYuSMa8URc+iQtqwAzjPnC1tLhadTp8RmJ3tlYLG8QROD9fDhI9Vf8PFya1syP0IMQ3ccI1Bxvqy7qMIydUM6eT4BHbEMFoQZFsfXIE8ZGBAuycyTilCLSOJAYh4SpPqMkYtwYvEgwpp+pfoLCTjRfh0mFjyxGMAF5rFsN7zvvntDMG1a04lfPcYBjkrbh3rLcZP3PYPIFL+NA3jA0N/3ro/i2WLq/G7XZpk5+O73wTtXKxLErlkR0N/q1+z76ug0iIFRn/sEszrgChwY03Miucx3G0M3GDps7t8OE4PdFM7fxiiv/6v+9PaqzjC193sdHRd4RHDO4kQTytslZJMVwxpxZhWY1F0MHTrtdfpusDWBoz59V3/vN3rSN8zsnphwz3mvlzvHqvaLGqSZvUwa0IYdQQCBqAIICmeRxXExN2wOYsxHEDOzYjxm88TkgmF6KsnAdz4wPPfC88P0tu0F2Mv3PVAagsZRH6JDvEcyV//BD35Q2xh1qo6JUU+YWhpXpraBxGSSDnjXR9EHxIDInJS3NPPv4L+073hMyJGFiZxJHeqFGMLRqQv6KVc0RksVlfBOX3iH1YmwbZo/nbVhAyAowhKBOGRwm3djOBoa7jzPcuB3QJTaMwD613HZzjxuWzi1b/C8h4AFSWC69/fsq6We6ls0KC1IgIQsI8xIg1a8S+jRLNqCHw4vcN4MwZ7NioDUSVump7Mne18FxkzGGblpy6bSJPqI0LxrXZnWLe9vcBA1NOttbcyASPVhNEtq5o3eBb+pC9zUlCtgETSYLZfq2h2behbmjgd4hhfjpiBaOFVKoITuFO3AoTbcH8/qhToIZIJOPZ0BPI8mCCHvAQU+PDMS2szl0q4OXoPvGv/Qg+fQhXe9B/ayPEMntVEksNDUVJpnaE4+JdaZrCFNEGkjVk7+wxuyk/DAz2XA22FwFAvf2plLv64p4Oj0ghfxn/rR19xSXmuVdMlXHQ+QGrTM0SfyEKcUEmYbBUZNg3LdXQEYXP+6uCgSLl0oh9DydHB6ekNlsByNpqEVePjs0+RiB6ylJQOA+BDi1RAws95C/HvZN6zogEFjbtp1I+64wErjljmsSzJ5negHQWJfz5+OUAkc6rkZrSXT5uSYpH48lHGMRPNautE2pqFpF0Yzr0h4nbZQnz7DCzhpVr8xh8AC4Z6YGbMygQxmr+diiFHYokiyY1lm095orAP9F25qsObik5PFWMA9s9Z9y2twWidSchhmzRbB3YqgjG7IXJmfoAkx8Kqbaa/YRGGzh5Q5xo9JvSWrBXY82et9+PChYd++fdnymf3UgQvDWEpRbH8Ex/jslj7yAnyccjy7tKw1VEEWEyO2lCbCKeN/I062TpSNASLQcXUKGPzyPfcDB12TahP+fFy3xKhfsl3mzRC1TQSIP2c5ZeqBkb2jPuOjaL8XY+Veg6kxDbyyvADN0SUEd2aGAGsBUXm8+mP9Xt3aKs1a7VBS7aMN91ltbU67qJY8Me2N7JgLuKnIM+GU623a0XHjXffB1/te1/KPZ3zA3Rka7fCPeJYJz5qcW0ojuwBZKlUa8E17lIMpA+y+ijGT7/4sTRcyKsaSGSGkmblf5q8h9Bt5biR0sTiEMpUgBoEWZzI/Jln2Ja0LryZpw1So6KkQva2JXRI/8JGdtWTy/qH3s9a3sphcVBVmmpnXPMzzQ2ATMQ1nZmKOpZOYkrMIAg4m2oikXji+argRwoQE0wFMKwOF0RLIT3BcnGlOIQQ7NhLvd87unQmTcwTBh/5Ka+NMKlaAAIsLF5IgMAx8/ERio997vxxWn/nsZ4fnnntueOvnb1Z4HeSXoEq+7RJQ8YQSADPxMi8MoYyOxmmSQVoSHGkHbs3JbeO0ds0JRkvK1gEG3mjnO9PInpNgjoY2PoqTLyTv09dF45lPpQ2Mb93XEt+ZnJu0afNdwxNPfDzx70eD03iFL1wsgWQ6NTHR1kpHgiMrEFejmY2vYI4yUWNVW3NncQnGsGIxnxBYHOGfqcDNK8HxrVltHWaBTysCcNBpBlH6GKP5OYpBTmwhzfrg8HMbajgT4UuM/NX4E0SwWXf2fSPr86YldqDBF8YJpaXPpf9Ke6qbJs5iWWigTZPiDMA5EVZ5NjSaVwpWVB/qqHO0bGy5nVhsOcMjUvOh5IyDI3FbbMLF8zkjK7gBnyoevP/BRMxtTD+bj8fqwEj6YcViNM8pC9OI2AorAKybdCRwhsuzNGas0CTmBbdv13zjN4UD2smoBIYsL6zm/qz7oxDsBUSkuDkX0Rit3zMQENc/3iOdCpkZBI3cc+89aVw2wpyTlHtMM9JUitR/eu3VcqBdshAfpCJKSy3qYUphUB4/wIPBoWtjieCRVvXFF18cphLeCR7jIVk42M0nIdpuGg4rkU3gcO9HP/phZdw0ByRd00whv2v+RdeaUwXSmNP6V4OTB0UulQbK8snNSAv7UWlrBbw0hqT1nEkcg8zqnTvvH1544YXhqaefGB7YeV+tNf/NV76aZ9t+2jYt5CC6mRDNxPNGCl65zGH14VopGHidmciS4XFEXQ/T0HzuwZkxgj87mCKfAmeCZDJ/B5c+wh0T0t+LFgiuiYZPPSwN9wmA1RvvGj7z6eeH//fvv1bwOzOa0DYG0vlyfyBex6JUiGNwcPPWbABQiBAMxr2886FLOF086cTEq7UhIjsaijFND7qA8g5c+wabgkaMlfcxMqHjGZaEw8BvpB799g4mJjh8e10IqfevXWpmMYEXp88d2NBRp2/t+d0FCBwrZtAChC5lXksJlBkfhyAut2uq97O/72+JBzpMG+/eWJF1QklbhtEoilid1T/yPn2pZwN255U2FdR2OpH/0VwvnbfgQlvo7O///u+Hr3/961WPjJpoQ+k49DvPf6iJXYDINkdsneoSQQOFTA/NFn9/yOSZi2adc1nO+404iORJQxEOEqvTYOq9dKU5su7ZcVfFNkPq977/g3IUQSApI+zP3PZs5pSvZ/PAokhBCL6QLXrzE1mzOJE2PFzWQkXqyOZI8lkGIgzkkobohQtWFEMvSwDK2rWrixgNZOvDrRCsM3jOWM5YAAAgAElEQVSZbhgi8+AgDEI7kiwbaacIJXDSxiwFcKpDbiqaQ0DI7r27C8bnn3++ltLAwccgKueDoycTO72r1lONmlxfQkSvXkyQA7sryxQEn1JJ4gMLXPP+gkekk+NAo1hCWDG3Ztt3UsLoGPOqmZQYQQEb5jLIvT+u2X7oGeOlH4jr4WS4PPTB4eG1V39YArZp5Hhu58Wph7HyGYkAHEvOMzDRcFV/mNO3a1dnY65pa0JWmxIjEoRoC7uCRX+sIMBnf7fV2fq7MMSvWJvHyOpqzqwMQ2D1bPUjv9WhbmNl6fBiLAEx5mmmaM37irEqxyI4ctN76oGDLlx49005MAxnp3cyRIUrdaBb7esXRgWTv73PvN1xf3blrY7zKVr+5tVmIVgJqfqT020eayFtWqNXt+ullTFI6gGrvoDNPUX9+uoAQrsGhWuiXYkqTUXhRp2e66W81l7yUakKDbiHNdyL+72ooCP2w2tZ9ihNkK1jQW5mkQFwQUzRoyFUm/RXRHJloTxSbsv0tsy/d9TvVZkbm18ifB8MpEOcXSKrHMmB8GyUN8iQDZlXryaVTtSR40UgwkB0ISSCaWIiqUsTfMLMVh8cyfShHwhAPUzSa9daRJGB1t+amyKaEOb1mJXCHmliMHSkQypm7ct0PMCPfKSlfZUBxJxZUgJOkPt33Dt8EG/2qeOOIeWEQhxCAaMhgm/nVy3OIWbwrh0WjLkaB4kCXv29nlDGYowQgDtjMTlpLWYpv4C+e1YfEJ36xauLVHOdE8b7xtV0QZy486g+97nP1FTn0KEDZUVNT28ZFp3P2C9McErg70Srvk548wJjpxXXWQbFdHF0SYMDhnYQeJgjv7VrRq+PYFH8rjpi0lIWaM4YGmO0ZW6MnhRteK/TnPeMqf6ZOnlOfT1WYO6z3ld3r8N7/lYXmCUhNI7ep6UdZ8P/AYcFd57jKXW/w0MBWLaCP1ZiwzHNGyERvwH+avU1YeJ3wYAIlVgOqbR+9jY6U3oWrMzov/qrv6okjrzhAkSsJllVcr8/X5Xknzaxyg8VNAQ2qe1h13S8I9/LriuerXcCT12KxC8zKpLJUoc5hHfnnW+xrZs2bUgAxtoQaEy74Obgwf0hwORIStw1j5/8RwZoMiai9qY2bQ6RfW44cTprngf2lbPIBoAlYULrrfMKmaQSYg8hhSnBZB6DQU+dYqJls/2FbAi4dL5ghkx90B6EYw5zZNOA5fHeLo4JjokUpzZeylY5WUxIbA4LhA1GUt6Hh5pZbbOAc5yYPRjKwBJI1oolCXj04YeHN3/ys2IEWhnD8r7PzAQ/Iw7ZXlYEfC1zLDjsyd+K6MII6rydmGF/s270M//UN8ZsrNGEq78xBhx6T39LQOU91gcB1u/Dz/bt25Ki94WYb18b9u3bU31ExEOS0CP0hem3QBkEV17X4O12hJ93MTB88c6a1li/1u6i4PlG4L4S+ul05XpPywO/rqvfHFl7N2NFYCh49Xentf6+vxX1+O0DD207Yxgo89qw+p37nX6NOdjV49OvGwPCWKoklhccuU+YWBqEa8+OBmddSVy/nmXD0Pf8pK6ijaenp8oCtWoDrjpvK+9hdPm9nMQBJg7T5r1vwSxlWmeKoD3KrsYzfevwCWV++eWXK2GloCybJpwrzvGMVruVjBb1Tal/AazDKuodcLMTQm+oI68j1fdIBjooDTJaQMXyZDzkBZyfiTwTDyELdaN1SdvrcXB9kIwRR3Kej0FYumxV2nU64Hgh7HpMMsSoVibnsRzCNpE528okkLPLpi8x0HiQ7PhQJrbTGjAJqTkWzTsW5DHJDx86XAOmDzqtf+q9++7NIaRI/FyHGAhaEC1gk7wSsVbwnI75bN64alUSHITAEIC/MbcQOsT3sY8/VtvMEDVTm8a3fZGm3po9wLJncoQ4w5gjyn5hzicDzpw2leBhBnt5ODlZCKvgF8yl4UZ5p9OvWSa1boy09Ud7xCtiMuXQj2a5NSYej1UieKZPI7zTotjiyQ/Mzz77dPwQp4ZvfuPbyWTSmFmdnHLzF9hFNCvcY3MWDkNAYNOes5uUgFshicxn9+BKHzABgkNbPt7p395Tn+etocOrcfJeH6+uBT3b2wS/9wT2eMeE3rVbs0tf7qnDu34rfVpV70VYeA8ji7pDw72AG5Nq3zPjoTkCq7Rt2uArUTZv3lTbC/ENgTQa3IhTsBLjXfHo4ingUH8td5k7VzitPqbP+gNG49vh81u76ExGW9M1OeE5hN3r/QGD93sZBQRgIBujuYmwXCtpH8TPfaH/9u1TQIcYEGWf1wmeuJW/JY7LzwAbrRhPHwAx8q73dpc5Nz/e4ZM/eWv40T//S+a+0eL5iGaCSELk0KFkfLxn0/DCpz81TEarBeVxwGRPatodWwDGSL/M327dEsDQCLngCMLVtTFWwJrVBEWLOtJpEp9JZGDE2fKG1/ZCsEZ+ysYIFxfz3IV42OEHAuED0uGIxDx8sC3dyPP1wgsvVKgp5MMHorbpovwDEWhrE0i/495tSVxwuJaTJpdmHhrtj9iK+VK3OgkUUrzMs/QW48qlJX/WlQg9dYuAmx9GJckR3fJlK4tQLkYjFV5SF1gRzfL0e3IilkaEJAJwgmT5F4I3banPkhlz7cknnxx2v7encn/ty5IU3JomzBtdFiJrlkL0TtUNTzXuIVC48oEn+MHY7tllxMy+krHSR9d8+vPGwhjJo4bZ4Q7BM6n1g27Qj2LQvA9+19XVfxc9pT1ea8LLKpcdYvV+6vesj3p9XIdzMIDV34tjTZlqeE6ap5UrV5dGvpZdVZ5Dh6wPcHThsGbNqmJiy3inkjTiVjQ0WNUnZ5kEkVkuqGtoJ/osMEZBZRxYNQSPor4Oa2dQcBKi9h5j7unp6fIdud9xiIZ/lanjHW9OBi8hJlKK04PnF6H0hnRUqUEC8CxS6EFRLOZApLx0LZevtAyL3l+8ePmQGKxq2Lw1WKrAfodeb7l7a22x4+Q6tO9wDZBDr2Xut3a8cs2yeIAfL9NvMh5c2SIXLXAyBKTS+DFNmDpBzPUgnEnk5Ah9yTBGii2rOXRjkDa3PpNYYwTkGU6yOq41cEKgPkKYOG1EAmEkrQFw/UIccecSVHE28yrzYAepvfiFz9X8Rd/PnBEI0vJbM7shWzscMSwTObDfjeNrPBsnwGR9Eo66VHYN0xWzpS+W7SoAPwPOQcaCQDDm1d5jRdiFhdhc7/3UD23zVch1xlT3N2vG1kqZUmQmaTC0LB2SFDz99NNlKQleOX582bB63upaY07zBSsKULdIPfhCC/BcS1ihG2lxmNiK7XydeToNed41DAKfxkE2Fx58zIyw9UPxjo/nPO+eD0sJH4g4M0aYt+5lnMzEzd97u/1bu+D2HNrxt9+LsozH3Jf6h69hZRIuLIngY0Fi3sml7fhaU0DvoLW8VhFcNv5wcBG6C/krgl/CTJShJA5wZTmWYwtcmRjl3VnFFxxYVtMvqxG96K9rxvSTn/xkHb2j/2BVOh4xuqJ/+qPM/9M//dP/RSchEOH+/Oc/r+M/AQ7RtKMKVNYR0ytWgR0ezASEfCUMfC1Z+knlkzHV8mKtNS5Kw+YFMTKCnCyTRItar8Mkjzz26LBh4+YwydUsf6zOhvotw569u5J+5Xhp4i9/+UvRLjRuc0ZIhjeZXMTBfRgsEnsBKRjpHUSOZr7ljOTRSMNa3yQYY+YLv3MiY8GafqRr1aeV0WYW1zFbZ4Rr0aROTqzdS1nKoiEnlySSLIzk5IMzp84PRz44Fjy9XYEVv/0ffnuYnpoOoyU3VcUbh6GzzzldL/zRFDyjSxO5JgHDuUSBIcSlmZP3+apR/yD5n+F8WXwG43EOrs43XPngjTNZE59MRsdF0SDjwSdTqxh57V0RVjHhwuTCDTkVzb91clksK0tJ1uYnE05qg4lwwTWrcxje2nWlHVZHu8gjdiG+gE0RNNr6xbvvBiRTDvPtbAoIPNLvKoiRQEFw8HYzuMXAspyycpi31nlVpD9iBYr5ZxnYNKrhv43B5QiAM5mG1JpvLBB1oi/TH5bAzTCaguEFnDgBU//PZBXhcnAu57c5RiUvKFoM4aePodh8M3ebad08+SwRHl9z1aahOTclW1iaLKq3coiyHXDaXxDPs7za6ViS6WWnWQQsc3lxtPYXv/iF4aOZTl28kuXI9HnZ8iS5D53Yd13TuvDSgsApIOnmbcuYcDWTOe7qinknLCJygq+m5fUPj8ETxvWbP6bngIPrLog6M/vuH+//qxBNkmDHjh3Dq68mGd13WjI6NjoTYq5kUDHpQxpgdtJrJDHDbQCSwD1A0BJMy5UrVrddOZGgmGVpNvEz8c6fShbDJBw4/MHBIuiNGzZHKl8Z3nv/rWH/of3ZLfWxRHY9HdbPska0k3l3ZOKw8FacNYkRvpWgA9KQ80cneRuVXCk4QnK1j/na1URihaHnZ54HcXI85/E6sWJ5sm2wQGgmREcTd/NZQkAOCulplUsXE7+d6YG55P79B0vAcUTAl37DCWsCoasDTISAQjPa98vcXJ65Pq1NS1onXbZkWZZ+jgbaFqhSzozgaUW0Acm7NIwprdChZPngpW5ElyNPs2YL99pU142bNvgnP3icfcaFP4F2N/1zbrO6mse/OcNoAs/QakqzCuZleWPHsC+m9Z49+6p+G+QlVJcNcnRBGDNCiUDvH8LfPN+UBmHBhUJr9/kzbaVowzPw3bUTK6cTqXf9VndnaHTX/zbE+maTvlBQS3nGTfFV74fv+zXPprk7sHpOveqU6wz+xC2gy+j+PNtoGAxwqV8Xkh21xTYnfDjrzfdvvX+4N0tONj1gTsKLaW4s1evDow0GZvRIhINMseiy2gkNKPCAWnvf6+Kd662f8CRSj7XSp3gdH+pXXy93AkIgwYtS1mhEJInQQhsnvMDT62XI6YOlUqaVjiyc7QTkOCeYJncfYVq6uRlNad4VuTUsjWl4O8e/UKU2za9evanMCabm2+/8uNo3Z9ucxXZHW5pHWS++zZmR3yJ8mG6KeVuVkvQx3QxGAhfsdhJ5xOFFalquqWio0TB9XgEnwrbe6Tcik+dLIb0RD18BIjx27ERFPumHObJ55T33bM288vFaMiszPMjmrb6YDfwQb3OHo0lbHK+NGa4LtujBBMzMnAm8dlXM2JNlKtM2GzZujPR3VnEznZ2XFSk5vJ/5K4Iwv0dYY7E+ZKUImaYegjTJ0qNFCDnMTDAYL/BbV18SU1y5kHGujSKBZcWyWBo3pCFqAfkcM7aV2gcuwMWHCc/isjTIlDT2mBRDENY1hwxzj4TL4Pd28C9gg/WjPktsdqQJbMGIQmkDXDRopmDBE4GpzkZLjRk746JHmhERmzpV1pnQnyQV2keLmMHz+KLVYZmoRZGVNRQaIGR78Wyj0aX1DU95JNqYuR348h8G5dRSz6KFS2I9rczJICdrmvPMs+jyrtBlTvEM7aFvHWoMGWswNE/YETb2Yo9UUsUwXDQ7gYzm4cHuPqGr2No4KZ2v/O4CD6yuw5XpHL4y3erveFbJmn/b6eJFwECeg9vMkV955ZVCIkR2yaECzzYktkqaxI03Otse30/Cc84AHfKMfMaQrh3EwHtr/3IReaThkDOVaAsAqgeQ3qcJmdPMEwwyXrHNiZCadfLEFqvOsAZqh04GAYzg4xmEKAdltR0ovoOowE1z2z5I4kJON2/A2zUypoYHa9eYWs5qdYvIwsjWox/JiRnb7pmuweetJjAQAC+3/nqfN11B7JekkklyeHMx/XUiBY8pXHLGMaEliF+fky3GI2AWh4AxJNOYYMRQJL1gA5rdnuRbYRjPWPNdlI0gBCrLSJAJp4vpzIU4D6/fSHtZCtOWuG1alCCs+hPEcz7RdQ0XbS/w3Vs2DB/96KMZ/1dzosaJ4I65mnb5aeAx2ogQgieMpF4aFo6UGoPg33Y/TN9pp9EJQekkw5YTC670rb9XgiJwe8bzpiPqc91zBAOB2uv07dMVTP/b867Vls7Ux3JzzX3wNqbXnwifsiYCQYTMtcJP23zh3rKlK0MX18sZ98TTH0vuuccyfpI/tGNx0QStrE5aOSRbNJaaqy0JFsGP6VlBZUHmGQIkT/4rjzkcKB1/VWfe1W/w9sAVCsbfnvOMUhMISOuMiWkRIUamFS2xYDLFS56FEB/SrRCYCevxE4eHf/zHfxz+4Wt/W+YjZ4rnESUHiMZLk4Shvecj9HDV2g3DYx9Nt4I07WB2MJirL5m0PzTOh0tyIY/nRABzVut9MY8wQbizhyJmelKmTB/Quo+5b7cAf4ydV7IbinndvJHozu4jBEnyeRdBYzw40JbskMaBc4IDy3LTgw8+kPn7J2NJrKy/JaCz+eJK5uHuM6XbeUzR7Bks8NL86tZHhIOhnbd04Wwi1sIY62KhmIpgLl5PqW8JMedcIfo1aUsCewEWY4ETQwt2gR9agcXiaJdTWXeHW/f0oRxC6aeVA+Nhu+YtAieOwwMRSOturK+0wd5BGA56M8X6xOMfq5WFfXsPFwEZb5qUQF6caLNOQI1Im/Y3/7W/vAROrAUWlpWM0HcxtW2uhC5/gr3oNpT08eoMiEBdAw9ao738vjMeyT8Gj5350eVcwi84Z6+5593G6IRNmwL15wlT5jk4LcOxmuDLN0cYp6CTKS0psgIfeujBjNPawJ3Q4eCh0jdl2odOfDC+Nvo6tHZZHiU4YzHNz9SotHIIsXCTfv7PirGv6VbG0m9CDI9wSIOhl1FEO5e7IUxHIZF93qVBG7D2Wh9EQEMUiYQZLCFYO9VxiPCOyCsd0SkNa6sDwBO7/b4gZ30Sna/eVssd5o8ilRzVOZl5IATRSsxI9Yo/5tCxGUBdsnD6puHNBRdEcHgnjdT2RJqyBc9DMM0Sop5N2AZ2/eel1W+mOJgxG2Iqkzmwe+7EidO1Fo7Rnnv+k8PU1FT6eiREfqpNHWq+lMozYNFRdQ22zOXAoz4feOJIi1Kuv8FnnXw6bVpGocEWhLiWhNHFPgsCML3gja9pQK5bFloSreDb+MDZRHYFsRT4A3iRtalP6tAm4tc3YybmWijsiZPHw1A54zeOtfnUbQqrgnOQZbTj3nvSb/ugBdiciqBM4oOY6bzpZclk3kej2vJI+6KZO4yTe/qLE/s+anRDSCPIThPm3gr68K6x9JxP1c0UT9EXfxdTpK3el/6sb9cUvxV1Kv722/0OX93L48a42g4jC/hg4TW8rSwvtvYuRVBv2z41fPyJx2rDyKEjpyPYI+gTLiyNMq83fHd+AEaDJ4kd0lcbI25nCsPHIclhOeNmeVjbHd653+39dhyRPuzatauiveBHxCMego/OS2VaF8LzcO+sSnRYJ3A/AH2U3pjfnncZ3khxGxvWrRc4QRg085vZKfgew0AkJOm0v88kp/R45h93ZWkmR1BUe4iOBALsmjWpK5oSg2rn7NkVCbvkrZXWtM1HxjIHAb8OYgqnF/o2H5+fnUUj8/MJIhcmUOJ2HGTXM2+zGBCoCw716IcBtXSgnslIYUgCIxM1NdR80XN2ntjeuXfvnvIhtB1MZdhASc5zWl79pAGt9dqXQ5sX/mIKFzEmPlle6JGsP8KxPq9fl91R0cjOZ5LMfkmYjRWzNGl+6vC2aASDtiJ5yDAZHNHKmEiE2pkIxYxIOW9upj1LJgSGNXJt96QLYxESCyMM7ZqSYuhCCI0Hl4OSUGCZGHvMJuiGb+TggQ8KP1YDpN6dDExg9sGYLC4BKtLpYGZ4KvrJuM/E+hAd51nj5H7lG48Nih4829+BP787PfpNI6MXhaKAP3+r31ipo9Om34q//fa+oj5Wgrb8dg88TOFrV9pyVa4U3cC5qc/ixVllCB2diOXCqns8Fsq2bVvLaZkBjUDLqSdrkiopzHkpY4iiwHUr9YqZACcecM2ya0agaPYaiyUKZa4u7jwFvrl9gVv1sE5feumlYV+ckJLy4SGl99fvBPw0qYpIVGgOqMLO6YgZ0SgdEX6rpCE85kOkmIiknTuzvSqMjIla0Hy4L/97T0ZB39K1IhabFE4mBc3N22PlYNmz60gRjxMQEC+zfus2JzEgRPOPW7WOvDyaCaMaJKYMxwqElZfUfDkfsEGI8EdMC057djk0yoOMGCJRPbN4cbR9EANpNB/EqUsdcHA9y2n5oxiOx9n6of5JZctUvxnhIOG792zE6IPC5Dd/csjXTEzIgB/iaTt7aMeLWY8+djRHquQ9fcHILAEDPxlBtShMahnKUSz740Hev2dv7ol4C8GEgG19NM8319I/7YIXc+tLS/VK41jKaPUaSzDxVi9blsP0xrPyEBweydZMBSMLyNB3dKCI83WGNUfd1ezikvFEClta2hibKyucmEoxc6YS17PF0MF0N7PeT3gKwYxxW5+CM0IuC1VlsYxF0Ha8oZG5v1k4lhbhCEwY23hdTeaTeYua5u3Pg1sxrhhdXX5j+CLE/OsZz8OR+WxN/EMjrqFLigseuDe0d/78iewN2Fw72tw/cDhniS1NqOTEyliKK2q6ZR1cG6tXR2xHODQB15bR0KhxFbIJJmMQkGoqlNYLPt+9dPg8C0YbJpw24XxxqyQUCVjhA630ciexgAtu6ryCODphudaR5Bm/IcgzGMyc7cbtLIan94Bk3vEIF4LzW8csjEOz9xGv2WM5SG6GKXkZM+Dzsp2P6eaZy4ngupbjPa7HSbQsSzGyRl66lCCL+TkaJYRu3bKfgGdgOca8Vy7/aNlydsW5YE0zIMTBlgit7DGWz/hSYEUCkOocXRJyxarJMtNPnjxRgTH6InietrmYXNxORLChYM2qZcP+vXsyB+UMWxUc2Kfcsn84cM0AwA2YLFWNLmjxx7QmjcJEdaqfs48w1cVoTlrgZiyS7dtzpEvqvBL4jqe/Yp+devFu1nUtURmPo1nDJkgQG7P5ruxTpk2NhdQ/BlfgAgbj4CI0TmfNtTR4GN1a8sUs82EqdZg+ETqEGOvEaY4jIUpHuWJWQnPL5s2zRH0+fTiftfeNWVMNQ7A3sqxnTn87f88kHpyF4YMIhbuOxdlzM4wqIwsYHYvqPDBtLYjnHU7m556luqKtzLOVntBRSKok+eczBu6bq1q7NmUriipebtr3dsaCkJArfCae42but7XZxsiUD2oIvHlGHAPLbLGlqLRj2oTWZ2LdWPs/c+po8HdhePKpjw9TU1MBCv7Gg6O7y8q6cD57ubOF0qYgY8g5qt8Uyx1rIYKR/+T05VOp+8Zw17rQDOdY6XBK7kNmRjfeRzt8U1/5ylfqQ4AI03zqqXZuOWHT6y8eSy9q+cmLSpMWIyWV/N2Z2m+N9Jf8rWDICkeLhAhm2v2a04RNA7SBsyncN0+rDebmEwjItRaZxYs7UZKtUuJEutGyiKg5TSC+OVkgyx7UDgsnkc3zBs/wy1IJiQa8lpDyNyTQ0tz/GGAsRC51z6Ucl7IsgQAIPRUWA6gHc+j3yeza8qEFObBoNUszizPYkadVL6eVOTKhJdqqaWWe8Ej8bGm7cjnbFbP9ktfbweHnk/ScyWqwoEl7KxMiSsu98/a7OSdqb71rkDg1Dh/cn+8WughfltSux6s6cyVpbuKEO5GY9UP7ktcsME/EamISLk9MODyJ88W89nJfiyUwE2aFN3Vr12/jYM7GsTmRIBvLTYcPHYo3/p5MaSbCdAeHmWT9dK6y6DurEubWGJWggMdaYgoD5/yWaOw4sCJ4r8SKAS8Bc7mWYJpZSQFYmsFI0d01VsaHDwNOwGSVoRRHrsGja/Dq430fvNtj/P2t9Hue9x6BqtCIv0rH2pzM+n2jm1heEeTwQrgot2Nqwbv+PvbEIzVlFA9x9vyFvJeD2WLN2YsO5sJ58I+OumMY/rXpmmf8Nt0cG2uOSbhRmtBv0wPwew5M6O1v//Zvh2984xsVFGIVyZKgmAVjBVbF872uOyGaKiXNIcIDCoT49KIxTKIxpe5V5yETAoPkfMKyuRlNxA7K98I4vm4mXe2lCxmQLI1cv55lhDicLiaaCyPeyL0Dew8Ob7zxRjR7NNq8eOjOhflyEsKtqyHaMDXtJTBhJpprJrDW7pK0fbUG2PzQ4AZeOEofRhMksVBfahdKdvJkLmTOeOVK6x+vIUshweaJEIuGT5/1rWvUNrCC+eMkipiAQFFgBq7mV8HF+XOJC89cCh4wboVvJnILnrRV6X/i6T6deNx2MHhDfMCqHWJw3X43L+3lmObqVq6FSXykEmaS85Dal2xpjUTWBqFwIps3/j+67vTJz+u6E/uDbqC70dj3pQGiu0GAOymR1EZKoijZlCxLLo8tW7LHKU3KSTmTKf8NtqtcyatUXnhSMxlNKpXyK9lOyp6SbG0ULWszRa3cQJDYt8a+9gI0gO58P+fpS2FcyUP+0L/lee5y9nPuuedeCeIhFF5WZScVH9qZ1FYJmNHm1ojUHPVxJww2MzRbmVIYvuEdEU2FgC2Fae/6TaeAZHdYGH16ui+0Z2cXP5fgd8CeKHhMn8Aa7qKNInC0VwSXfrTDUmquhfk1AvS3VfxAf+aFaRnhsqO0Q3Doq13g3Z53v8scvXzvGRaV+xywbs6WfliAvqO4zNm9kj7yVY3V807nsCPuchj5dpTTI48+0T308OMR4DnZM9pXDrvjYq39I2+njRgDxdP78P3RuMZAmZyLhef35bmZAOkFSx/Zzw/v8pNxNdqD12PxhwnaD3/4w93HP/7xilX0grdfLjbnBgPvi7VNFPDa1YBhABpvTK6z9p17IMpngOj/AjDmzXelSElFkkYbYRKOR0rkQNhomHv7LQBc021KhtXqBGW0N5RAzY00+Mbrb1YCyFBqpMzMMsfkEydQE8IMKwZzzKTed7a8I2GmtH407+KyBDn41QGekj6SM+4mIjkfrbF8IKmPqzaHMGV1ZctcEGR+jTntwmlEU9ri7lwxxgy3FdkAACAASURBVHA0cwEyvh3/cy7IZpLSaAryYQAHwlnrc06xAnxywx2SVsQSU67Gv2T9lA8ZhF0pjZ5U2BRGKCEYQYagEIJI9blYBZZwrOEwzfiqLAEEAWfGBH+I/UrWg++evxBh1q8v0wzyzeGK2VeaO2ZsRffTJIIGV5qY2b4ucLoeuNJEzUpj9WBAsNia5BTCSk6+/gSDYmuVRhV0Yy6q/WWetX6MwOA0/aAPMG50di8Roqt2yIE0V/iwSoFOxDUIU89qq+4NifWM0meK+a4xcv97r8nd46Vv1733+YweCTpa0xq8v5iI+zMXYfXgw48kTrOv+9HLP6kxCVrtiFUG9lZlwIjFBu9wwE0xxmo7c9BWi4oPRcOUEkjsAJ1aoQDbu4kftMs4teNFaWhPrEiSFniBAdi4z7zuvVKxtl8X9iWEMuk0wlczcQ+6R0NegPtfXz3DhIXze3yIMCJGtvuJabxypDcjMJ5n674MQj7wwPb4D9mTu3r1iu6pJx9NRLo/Mf748aNJh+yTFG7cSPg/66PWHJcna2n1XPzQmMq34mPawijog3BWhaGWJ4dbOFCyeuyfRP0z2fg10uwio3NfiGwgUfAVvdZrCEZcd1b0czRnnxGPF7N/KG1DAmJmGQjy9MGeW5161u6HMIey2ap46lQf5S2zaoAPlWy0RM0b8cIBS8FzEjNoh34jw5piKL/3wbK+NM1M1s99hgdjxsgi4uBpO6Qx03qIyPgw55UryfeOFnQ4OKRL7eQe9Ak3W/J3c+F4If5m0FXr8sZnjmCnL/NfiM8Kxkxt4yxiikAxt7U5fG4gjDaY2EC6zX0J5qUxYyHPLb2NxKdFtLQcTV60FAFgrMZlzVayieJ24BGOrN/8jjnNp+CUeTcadK8LbS5Db7nAwOUZl+d7eOdzAmZg5v6IgPxlLRI8WR6KEK52MgaumXk590m55mey/XRs90T38wSaLFESdjuSo04oOnbnvgSehpOF5+Ie9asTvbJLU+VGOLtam4sEXcbYv+qRjOmXvrQ5ghv8whEGlrfA+jIn3/vd8wWnNAGW5umqYJcJk+xusF7lRQqMj/fHn7pZQxr8lxJOI35zmQgNFXkR2Uwq5ssgFqAQCOmlMBnkOTVBsfT5+Zg6YfaNmxNE2PF4mXo3bjxY+3m1KfVQdDZhuJKeK0MY11LO53KCPnfiL1pbXpkJDoRoImKrbtSGJKdv2L6pWxuJNpsgjCWWxUjc0dFonCuLOTblXGmUFdEeCNPupgZEn0lSfwGtl6J2DKlBthhhdzbZTjkJMgKP5Ba8AT9Ef+LEqVpHx9Q94GP6h2G143MxRvnqWe8OY4Plxu19Lu2J0yfqHuYwWEE+RDH1tMdM600rkrkvGgBfzG/wNQYpnojDBgLEW/1GUPjd6Yru1zZ/l6CmoTdmKQqB0t7m2Cel5CgaWAxa76RW18zdLFEFfgJEXAzPHTtxsgSp5AgBRO3eTJ8yqSR9VK3x4EwxQBd4NkvHvL1c5uR7e4vNV2KL7wh+8BIvcZlLe5ljT9yhsXzvvflrUz/aaX2AexF7nvFeG67GBEpK0ayh7Foms//dedv379/XfeS5j1bAc33847BcMdbhw8cirLPd8+1DYe4r3eS+vdkuu6uWoZjW2g3F5/6lJdHgBG3NlsDohZExGHMbi/G0sflObOGpp54qn9t84B+OGtO632XO7ap15Nag5AMvtYIkdmBmm5shTiMIoQ3gXQBl2O2SfjaYyPBizOflyXdmes0n+iwCKauHBlkRhDHLTFhx9qEw8Y2ZqZrUwGI0dAI5otLDw71JWCmdIRCmsu8T7emunDrWXZ06lQO8khu8ORHH9HNpKlsLT2ejf8Y5s/F8d+1stM7unJSYSPD63TF5QpXWnC8N3wwjXklEMsdwRJs1pJuDcTGTfYeBzZn5zvfGtEeyDHT27PnuUgJXfFYCxlKZhIcrMaVZAnvGc6xqtBeYYYyR1RIzwriBTYMdOCjWlkkXA5zKzqcf//jHFZ2+nI0kd6/SHP3ZU5jikccf697/1NPdxMREaVmSemZJkwguMeunl1wCxC/P1xwwiKNj9OtFQCFw+NaG19ngBSPKY8bcfGtE07ZKWp4ydhYR7ejsLuVttIVG9MO8rs0HmVd4vbuZFQLnclVyS/pyD8GEflzGYDwuTIRY2+fGkJJSPNOypHyP5rzcy9/VDiHlBVei7SXcEi1v94K139pzhBG8UQANFsZH2Kv3ZofVo4H3J174RDeW4hMnjp8OLjcuWVBRSDH5xTyOHj3aHT58uNv/yIPZ4PPBqg4D35asCE0XGmI5Gu/VlE2GD+Pr3Zaeb4zLOJoiMWfvvQhNCsPz4O2v7xsDN77VV52P7AvAQHzC3ABr/eq73/2ueyr3GpI10i73uzwb0Eae9RKTae1T7U4KsNevI3H7vaZVcT8aOriLaW03TZAD8bY+Irz4saSPCCE/RPkWWibiufe5YhJdz1LKWwff7N74yU+7lQHAujD3xgRiLofBjh46GuTHD6NJIsiHom0+8plPd08+88FEqHP6fAJnd2/3AgWCAZCAMJeZWAhOOASstfGFVB/xHizMUeUMa8d9lLY3bZlX2QAb5GV5KokcpdmCTAjdsX2szieWetnWbfm8/CwZWOZWgbmYsUzht948UBtV9MPFgWAwt264b3JvFV3jM4WyY+6GeGMyG5ugFZgpK4RQnHvFSsCkhM/JE31llotJuD958mTBmfbVPqKaj1XDv0UwzMepqb6wPs3seFBF/uAdDJjK8OSzufDZ+c9yBO5kDuDZV8AIk+W/wTzrHqsG+iqGs/Ei+KlDDTIGEX+E6VW0FHzoQ2qjMdoE035nDqMr3+f/6k+67b0E3gRGjaXa57P3UXrt1oaGMEtv5eTZJTr2Gzfq8Qff233h93+vezZmtYP5MFA6qj60iQkVgLy75nZ38vSp7ic/eqXiItciTB2tNBNc2NyAiS2bqftmvJJiWmKU9NzaMJHvjb0xJn4yVp/BShs+9+vZ/YHymBvt+r3N23ODf/Znf/anvtQZQHpQNg8iQgx+o+qZfEX4nsrV3kveD+yDmfgXQejdkoZJM0zUuJAThA7nsGom0p1EnJdHK4pKL0Rjx9BIgOZGqmYkUHNZlYgw8uydSLwkH9wKEvNMnWuUNsIx9Z9I5urs5c3SZHbBJPCSpJLz5y/l84pudcYcO70bii+4Or7FXAhoNHtFF8IsEhK2JK97Zczrs1mju5UTEYdyrzOcaSMSxVLZSD5vjx80kt9mpi0xxCTMvN58/UBMqsOVCrprbFfypFNnO/efOHmsxjG2fUf3niceD2GuLElt3XN9srwIL8kvM4li8zdnoskRhzzfCwlMXc7eZTCfyAkQT8T6eeKxx7v3P/2+7rlsLP/Isx/u3hdNzBSGNJpXvWvn+GJi120+bpZLWBsS9O11jZlVVgRzd20YbnkIyv5dWUr2c48kc02BflrNKY3BfHz1aO28bomOZ95elwJbNa/LoopWUy5o1+6YkWE+TjANSBDTcnz4WoJMm/4LhfQEGhP5ZmqtXQstKWqg4gmz2RZH7yV7WEGwhVUyioJ63jsZY1n6QMzTYQLBUltZ0aiXC0zspqL57Qd2zYns53upn8xuwbMbobF+VIKxqe+dlNRdu8ZKuCvlsyqB1ieyCeZTv/Zr3R/8699Pnvn7okFjsQSH9kXrWyzDyZOLoXOZdvIC0GEmXQLz7TffqjiDBBp7p2fDB7MRktdv2A4b+GROxrVj+5YS+GaQoee33kJq83qXr5aYHG2AAXcDQ/cCpy94gKHbVZ6yRu6VCkwRaYj+WkLR0L3A8x7jZwxLF63W+1T8zpXK72SCpOPAYJaSQsgGwTTD0CZYOcgJ5V8OcfJ5Ii/yO1+qjyCfvxCELE4FOLqg4xcTbR5JBlR8343bu4996rPdC5/+je7cydPdHERH8pmYLY81lzDNzZjh16LtN6o8mMQFY1JnuB9776eZS+Vax2d1bM1GVUVCTE4tJL1p15tXLtcYBSEEAiUOTF+djRCKf5WkESdp2LPdWy39muvFMCmrZue27RW8WJ3UStFgEWjjdPpkRamDUUkXJD1kSUk1fskMtMapaNHSnEsazdi9CFgviGYliMjzo7VJc81GO7N0HF176tSpFC7IgfLBAWLC4HxRFgTLxwaTuzKtAhsCgjakTYyHxtIfptGfy2f3ChoRBKL/LvcMBnYDUbnLcq9EH/uwmfvM2Rp78OJijrsfU5uvefhc7YYx4QUj+tu/QvR576p2wCD3VZ953nfG7vA7CUra9B3m1yYYgqcg0uc///luYmKitlASEqw+ghkT2uxjm6S5OsXDSEcjuIa2bAoD52iarFgI3MHhQtyWTZviP0cY08j/+NJL1SfTnAkeR7TaMW7tyVU3TzhyUqXvm2XS5mYO2i4aTu/Gjg99h4fQEH6kXPFXb6aHhgCmNeI9wJAKkGiy3nvIPQ2A7uk/ewJg8xkyQpzLo20xnkPUbsR/u3w1WkC6XrSQ/Z0VGQxD90QY4s06LE0iUAbYTFTtewYhXrx4IYQgqSLZU6m2sCU+2o6sre7MvlwVF/Y98XTtkkKMlnmYcUxFwR6TR0Syg5zPtHxFyuqE5sxJX3zixZjQy4IglTBtzkDkMqIQMwQrx+te8wUHcPG5J84s/0Qq28hRqZhhJGbrY489lmDIO5VWJ21z/aUElRIl1rbIMQYivMCJCcv8BFt9NASCj9e9cDdu/rqLheF3bWHgWzetLvSMbO7Gdy0m9qkIYsg/k783M18EVvAJA1niIXhVEOk1Tp8/be5ypOHB0hFi0ber/QUDRGZOXmAtN8B3Gdm7tGKM7nU1X9WcGg4a0foNPtxbNBic5La62v3+uvwOXnejHcHLSz8VE8hvtZGf/Z7Levf6bLLBfMb2wqc+2f3uFz5fmXWFggh3a9yzEUbaOXshLtrRo5XfwJU5f/5yP6YoKv3rp41v4C6/vA8U0+Bcl5/+5CcVad4Yl2ohVgprRrQeg64c6ZN2JEWJomvPq9oLfHvB00euvfe9MXnPOj506FAxM6WBFhsuzLMYuT3gCwPVaQOMciOA7Woda9iLtFKKFo5J4qiwkvokx+Vsp5sL484kLD+ShIKhMOziYIIXwcW6aDEXDU1Tjq6UYthX6rc+pz8afjrpcWtS/kc527PxRy4nGHHlmj22Tj+8EHNqMZu8tyZlbnPqf+2KCbolGm80JWCUVZ1JZDhrjyF8p8Uz9Ur7ZMaIRhS2y9LXSAh6bcxRZXEs5ajHDOGCXJa1RIDNG7EiNC+S0HcQTQhgXpIW8ywLo9PMC5M5jD3Ch0Vz6vSJQoQ2MB4tHxyljWiMuCAQoj0w9wJbCPSdsbbf4SnoLdhZsnGPqyLV2dcNngiEQGOG618eNa2MyPW/Jn4gYaQP84hkKOtgRTT0fPpCIKyG64EfH9tcZI0VQQV3/hqBsdCIJgJfnks4ptayFR4ED2azEsbmZB6+a8tlNDKrzDi05QJ3V80rc8//dYFDe7m/PeO5mkt+JwB871n3+g3cFvI9eva7eRXO0je8rIoQ5mp4Zi4uhet8GFm8YChpl3A1Oip7TdGJWBQxkbWR0GCK+GcJbTauYYJm5mYc6OjyhYvdP33nO91Hc27ZssRCZK2Z163Af0UEPoXlstYfZNZYjVMf/hZ8l54BV3NR4OMHqdojCM3tbYIRPNtVjOxDm3h7D/ga6YmuB7TfdAZgrgJcJuFZGuJ8zMmjyUi5FH/M4FcnCLU6e24RkOjj6BJCR5N4oB3EJYHi5u2Ugr3RL8hD/prlIXSSLIGU0QSzRuPDMGHXrNlQyy0yiExc/vRPX3kzmvpWt2fXWO2hffDBfQFo0ugC7umsB962frgyyM9Oo+iBAjoNAwj29todpA7zYhAdI1AYtfyt2znUqwgryKt7M4cGZMLeQXEOP7sWgrd8ZSsgAN+MTz0UBtmwaWPqOj1dsDl+4mhJUlK1mJ3pmRFClAPpwA8swaQxLvj6vhGw31zu850xubfHhRiAIJF2Mt8IV/0QZnDhPhYHk2x1GNn8PeceRRaYt7ZB2gpqTNZ9rTL4zN3AfOhBoC2St94TKcZUeEhbbdzabeM2XsICXNxrzPxClzYJde3eCUODtZd23NfPs2fafo79c97f+xksLHkVo4Yh4UhfYf1aNWEfXs2yEP/ePT/60Y+6Zz/84apagv5mE4gteMa18Be9i0lkdiW0tVfjSUP+uu7MBBbBIY3ud3PCxNwlkfy33zhQh/Q5eRS8yhoNHMyVIpAvzm1gUYihuIoWlmCnTS9wtFniW9/6Vvfyyy+XwrBxAh4brOrh/POuae2hBkyA0jCJBCh+u/cyYa8GVBPi955NNYmzkUgc+DWprLB9bGfM2eEiGEkUPSB6ANEo8rHloJKAjcid/ldnBofx/RWBRXiyYIxJlDa0muUbJxNmj67gRhj6WnzW73/vle782QuJvD9VVSvXRktMJ7NKUOZWoss08mJ8dO3oVzYZlM8LRMQcN19jbHCAIZvlEQCCBQcnQA6n6B/G4XMpSl6EE3gA/uIScwG2rCrLZ3YkWXsuoo/ZSdNN3+iXJUTuIfheGINr+07briK2jM34vNzjGcRYlSdqNxeh2mfQ9c/HsogGMRaEZt5g6WWOjfjd67U8hKhNDG5DvdxyCf9KFDO3hwb7LY7cI4wM754rZg18jLGEy7LegtOOPow1M6i2CWF9E6uW1oylwdY8zRcc3aM943mXztJO31YPD/d61tG1vm/CxHN+M8bLEZ622HIrrPO+dfBgjYkFwWoBS2M0B214Fh3Id2h00DPWktWQ+Yo1VAHCWJzGP3s7wjyCXkCLQLyZ1NdXf/6LMrHXRMBXO7lX0BNM1FtzHnjrzxzgRt8Fm8zf2L797W9XsQ6mPqvPFkZHxsCnMd17FSObdI/4Hmj3AlRnXu1ynw696rdIlEJTTOO7eb822+M2xneV/GFygBR0xD8IEeWz5w12IUwimgf47uNnSvSnUeqZMDpmWx7tYsyJgXeLa/J8nNwbWZNTOgcSbCWzvEP7nj5zvNIHVRJ5+umnur2T94WQRcgjpBK4EgQKmdTYzYckvRn/O1jPuCxHReNFQwLSfHwrc7TRHrMAtnEtREst9BG4moe91BDfzhEW5cQ86n8JYtlXHeu1Ozh0sKSx/bw9ws5Wm95DIhyAZyNcn7302eDfvgM/cPTymzbAUDIOK2Y2eeXtO4E5Zt9I8OF5l2fkQ+vXXH3vb7UXWDEHV6wNbEPsWZRLpNx20+Awgs9lTG0M/mIC2V/ahRO1vcCLJqKBtIuRfdesKVZNmapL/bYxaB8MvEoo3AMT7Xu5+rmIlveJJI2J9eW98eobbuRCvPbaawm8tQPjI7jTjk3/Yg7eO8QNU0KW+cmJgHfWivjLrcRnwFRUXcbistD7ylXJWIsi0eeKfDefMctYjHwLLabs1TuHuh1x+dYu5cb37faJIoQMbe1q89I++Bm3I2O+/OUvl4a3WcLOJ9rYkqdxuvfeqxhZQ/0ge7Om3QSY7X3r0KAB0ctvDnwW6FJgbZQZFkInAWnYs6fP5L6cnBhzha9lAAbpmd60sNB9t/yW3bsFbbL0FN/as9p2/1CSSypLKcSxNjtWEORMNm7TahFuWWZam+hj1voSBdy9ayLLLBdyMNzL3ZHDJ7pPvpCTET/0/hCZUrikeM/EYIAAslu3GAARQxpAm7MAFASqtOEv7fHufDNGYxvKktq6MInvi3jThme9R0gV1EvMYPvmTaGNyVpCOXfufP2O6cDE37lYKoQXs7gPeiEsDNr/BQN9eLn04Wrf8Yv1J4VS37kj2oQ52Of2EnKNyI3btkxwdj617wWBMKwLTNyzJjD1nT4wO6ILeMvk1jsaQDOEo1iD9t6lodyXr2uc4Cle4pJUUlqnPuWf+Ii2DoKTZ40FHlza7+ksGz4SGXe5p718Nk40pG+X510+G7cxS5L5V7/5W/Erx7Mk2O/nPnHiRA7dO1LmMzpjdQwnTmFn03BgAg+XoyhEr/s03F5AzYU+wJdQJBwWl3zqocG4DRmHsr00pTnrf0viJ/LozUlcAncbv3uY/cxqigQ+4bjNzbOCk7/4xS+KiTHvZz/72Uo4MedeYPdWo88NZjV7nbsAQ4MacyHu9qDPOvVge9h3yyL5mLr29DquxCZrmwZER9WTYkpoYzj+FZ9oJNpqlvkX6ZzsxQICv42vpj8b3gW81JCWMO98YL4HE3f2VrRnmHFLfBhleZhKTFPHxRwJomy3m8yeYeuaZ06d6P7vv/lKkkROdb/3hX+VjRnZH3xxqsaiJK/kE8RZhBuiRWT6v5YcZT6m5ZmBQPo2UxB8Mj6Ap21Je67EuipV6+iSrCkmiKFahCCGe8CR0LqQ4MmOBOGeffZDSX09lHOT38iSzapuvAglGiOuAnBbh20MTasSOpZswFpb7YIbL9/1RNBHTfXNRelTRvvTQsypxhjCuRlhh9gC+fKnVmSP92BgqF/zdmFywaAdu8aqD0wh6CjifiFLLIoG9Fo/PmlWFSxNoR24de/NrK2Cp4SXuSyH3c34FU3siVvQrs+8KlrJ2EycOap/TGI+7sUsJUDyWbtD0X5cmrB8PkcAp49go+IomADT23/ur7iHACX8iET/yq/k/LBkWk2H8dZmiUnewomTp7tHH3siAjZLdxGEdumtyZ5kgowAXbcx52mHoYdDl9dTBhmsB9OuvAFLfehzIfvowZoghI/h0QjvuCFXkkSCTszh7kzM6dDx3SxZrYiiq2W+zMclRhDRVG03XPrefMEQLp339OlPf7oSTcAHLeAl9+NV821XZXY1Iuaou6RperAxtgc00gjIZ+91WpuzQ3S3loDuxHu/ZSx1XIl1VyYVDepv+Wux9xfC6AZLM5FeNBNA6pc2WJHgA2luc4FkB/WpL6ZulmttNAZm6U4ldfLyhUplk1xuPfjK5esZa9ZIV9qsf7f7x3/8bpYaZroXPvlcNzE5FqKZK/95z8R93c9ysNr2LWMlbEhZRIGQFrPXdz7vjWcoUXBmKFiAQZOCK5KKapwSVBCguQlicAKawFNIfWWqW8psY4pNTo7HX+59VLWxbXyw/t0TPwuhF5bgqi9wrsypjAlM4QkSe4IToQ1y04Z7PWPpzhyksjYtS5jQhkWMacO9lpTMhzYEb2P3GQyd6KEvfRtXowPfacP3+vKMv5ZXCmaBgZUxOdPqP2POng56a8bcPAs2vnd53y59NXrTT4MhE9xd+uBTE2lNE+tDdRrjpl1dshOlW7IA12VXneL6s7NTJYyuRNNiXHQymICe1/Xr0wXXNh9FAiSRUEhFj8GvcSvNVO5WGF2/FBTGBG+VN42PgCfEXH7jB89lw8+15CGsvJ3Ab5Y3WV0ucxToih32Lk35Xl+EKX/YLjPzQZtg0+DlnkaLnnG9u2nCjQaHma2HWatiIrvuBWwjZN/3jeX3vCet+Q60Yh9a748vLVMiSJIcILBkInYz9aZjb9KLXNt8zxQSoQYoB3qX9InQ4fj7DlEBmPeIwSQB2yZxmlxigrG6TFqGkF0pX//mt6K1Z7vf+73fjWSMZRDkPPDwQzFhsuk+0jKk0Q1G0hJC3IRK+k8WT+g8hBBDKBpHf/pemO3Lk65c1S+52PdcRBYTM/HugklPeiHMmLdgBK589X4ppz+qBQGZB8lfMJ3rEYU5umwkEeVfljbL4sh3aL6HtyUrgZGlMUWjNyRjdJoAI2sTccZILV+0gJJ/BCLNpcGpfPtMVHxi05bNFasQ2AJX68zMwHYvAvJincAlzeNzjXnpN8L3QoSrPkTzG71ooxg/f33ns2f9bZ+N3wV37Xu/aUsOtO+savhO9RHfoRG1x2h5wutKrDQC6vmPf6KYVJrlxWhkJiqf/fJbl6oGFiWC8RpzoAEwlr/gIAIbIsBgLAFb89Qn+HuhC2mpKyMIwHtmOvn55SL1FotxZnb1ytArN3tdzNGNsfSsa7vqnjSs3X95CWx9MPnbU0niaTQPBl6ung4C/3uerZMm/OhLgLBmxT6X8+ug7snJyWrMPSatsQbkvuEAIwDReJkTsbMru6iWFFJMPIAFEMBAcAJRCNu2PZLH4j0Ak6iIKmKqHzBzJ+MRheYzeFZmlXu1aYKQWIDMd6HW+l0K3qVIUwxsnMzCqbNzybr5Xnf/A9nR8pFnQ1C9ZbAra3Kv/fyNWA5re6IPYQkOybq5u5D1xZjLmOHdeQfmhfjAgIASvBtO3uzsnN1JkCLa32tu92Hwu0sBDe8Rz9poCcev8tkITZsTwBFTewaxg5ekAf6neRsvxgcjcxIEZKa6DxzA3n3g4bN7eiERiymCRru+81fJJYJqWfohcN2HcAgZabjaAmPj9T52Wf1tRKSN1p42XWhH3AMTGyP8NgHu3kZw7b3PmBhsezXQt2EOLmPStvsExNJEfTb2sh7DDOBU48t8W38Eh40PNDSzVBUPSknu+keDdwkVb751oHsz6ZS0nXVkc9UWwWhMVhP0T9N6+Q4s2rwti7oa3KXxuke8APMas3FFmvS8Et5jkT2ya3v3cDZYaNNyW93Tg6/a037jLV+wZM0VzVgdYVnBL+1ccFmCTz2cf+qgcxPREA1HE5MEQt4A8MlPfrIirxptnXnYZDUM4HcFXPI7bXw9mUyV1pfJ8SH4HxBmAhBFEyNCjK2N0Uh9RKSutX4NEkEp2EYTax+z8iks5cj2kvBgcpBgbyiCVqdqdDDJIJGOALsqyy120EiG2JSzjs7nJMSXvv29mt/+rDWr8rBpsz26OfQtWk2hvsEQ+OJ0r+Fq43eIyIYGUVyfzRcCPAOgYAKhQ4l4FzIDR7DEaGClSJ1IucDTgvEvEYTTIvbuzXlRmT+TW5utbWSijaqDBi/5rO3RlX3Q6Hrmk/W0EjKK0nNNwKIJHPBySoK+jI+Pr5a1MBLYejV8I/xVsWlHRQAAIABJREFUmcvWWF5wAD+28NmCaF4u32kH/oyz5hVGurnUh+/cMzvfLyEiPKmIvjcmffndhVCbQPC9l8QbY2q01e51v+/N3VxcfvMdfPtegFUlFnQ7E2F6I4JREcPtO3ck4WMq4+7rv1n2WZVgIOGif24eTe3YGGPk94oxGMOMfe5pu+Idsev58O7hAknquBkF4VJAAXPZBacOWreCBZidfmHgWNRxOfpx341PPxgls2//3mjZ99dyLJpaPrgUAEufbf7+NvgYCwHrBb9tzmAAF03Q1WDyT/nIfvSDF0aGOFkkir79JClnACCjpHXivnbJ3W2XCUNkVuIqsKVzGTIGg/hd2q52Yp5J47wTKW5gmBVRMhsRkSocJoDAELk0NxMdTdF6ALSVUPuQTCKr9Cg6zTfh4w/H1CKIpqbOJjNpS4Jg+7vXXn2j+4evfbObiJVhjdc4rl2aTjWStyIkblcSvbxwmpUwYfby1edTrsicLSmtyBj4prSDvgdW9JojTRVj0shMW/MUkrkdv1Ua34qlXT7ugyQSl598Yyk10FiKefIXPlTKRFCgq+/RRMnhgdlK8y2PxgYzl3GARaZec9IWRqo2o3WZwQRDGXEZv3VXbYM1fLN0jLcINmPz3sYAn+u86PSvLS/PYUB/vUrApn9CFe59B19wBU8+t2cbofpOG+aV/+te3917r2fc7z7LRt7TzsZjXNEHNccCwNJ95mUZ01orpYBZ79//YMHJnKp8bf6ybg5mPVniB5+YQNWmPuBA3w7Ew7iR4tWFORnf9J3+WF8w5xLKx+6FnPn0uBJsddW8E8sR5zh37kyslcsVqIVfV2nmCHiXvlv/DRb6dBWdZUxwbKz6c28Tfu6p0xhbI77QOQmHgTAWosEYvkMc7TIYzwmjL49WjVLOcTFHK8VtZTSzUxBXhODXhIkVdlsZCdYGggDtOPE8DWCg85F42rRzRAXH2UhGv4/t3FX9OiERJa5KuqcsMsxrQucDzKvRrorGqSpiR43D2ZQSAtiZCAvmz7YcxeLEwamp02HYNTl5cKyix4vZRnX+QpLe00bQUMRlN44XInLSoXFfTDmXipJnfOvC5HY5ASRzKiCrq4gTPMI8akArTLgQiQytTlE0Nzt8TGRtamudOHEyyMQ4IfwQqV1LYGzeBEXe5F5MmefCdL3PKcgYotd3fhY1hSN919nKIYyyiJbmok2AKJ827RHBdqnpY0sqcO7OritwxCw2ajQG4kuL1hce8hDfzm8y2DAMmJi/bXuXgoPLeSF8RfFWJElG+whVfn1rs/0t5kzb5qoMlO9953P/3S9XRwQnXb43X/3ygdFK316v+cF1ODjx+9MfeH/B69VXXw+eZAWOdA88+FC5gD/92U8KXnA4MTHZnzwSjYzmrIywtPQl4UOVGzCovgJB51TficDPD2GoBPUiuDKBGoeqruhYBhlhoFaY4OegcsA5tPDcpQu1T3xs931lLQbDhRdwKnw3IqrZ9gLBOMDF79okOODaGEvo516/ucpHNoDWGCmpAX4GXw4zew9orgZw90MkQnNx/pksN1LTyeHhy0bjM8d0I0HraJAQL6lNSnuugBNmR0SkoUwaFyRhUsxKIsmJhZxjSf0UbTQWfWvH7zQ9ItWvGKA14CLsCI71QdbuPfd1P/7Rj7J1cVUW0/d0r772k+6v/uqv69ymiQmHSG8p10FE046hrVs3FTMb68rAAfMan7VsGlH/hFoJppj4ivoNJButMnWGmIu9dgLowZjYxijy6jPmI23BcGxPBEkyfE6eOR3kM4F7f7fBte6P3w0f3nu5mO0Kx6sJZoxe2vQ7nFp2sSsJfCkGmyGMP+RWOGwMYC40ku2MLA00YKw9Efcam0AoYZXdbP8VE4bIWUj6UeDgYip13sh4uBCqtZRfG5GhL/NpV6+BI/rSrvfa5Gq5p2mhfh59f+GSGk/1HasG3BoTu88zaMMKxshw9gjn85lUFhUv2bxpa4Tl+tLMY7t2F72sC95WJx4ibRVdwe3GZCCWpg89GQe4cIn8BhaW0MDAfMHcEpPxeK2PMFYggusyMx3Bj/lDv87dloHogAR0M5K1fOWrVibP4iMfez7WXnLxI+TAx2Xc+rr3ffvNd/ACP/Y5czfxpD0Q7Rn3DP5pLl+YRBsggLk8jNE86K/LPTpuDO85PgYJwxeRDkli2A9M267OexqEZgvuEgHOtrlITxvg86mI+FakNsAKsF0PAJ0i76AsfVwLodAqlnLs7aTVZMr4LMeW5rwVYWEOUi6vp911qdoxnYwtGlhAyiFl7qWJb8SHP3L0aMYz1D353ifTduYeP81eaH0pHWt5KwApqUzLQKpiexvtYx3bVZpPQoWzhW0ascMptlikb7RnXtSe6Pz6IG5VBIrD2nyvZtiqBPkwEEvCGrM9wdt2pHxO2rZPeF1MQ/tcnbPLRKfhLOsoeRTRmb/Ji87ch9OWlQAF92wuCcsXbErbpj97rakwNaC5G/0e5TBDCI1FZMve5kSp4cYZwTRJuUmBOS0El+ig9hknEARntSUwfd5NEE4egNMxTx07HiLvVwsUCYAzsB4M4xUD5H40wrRFnExDghodlXAKk1g/t4wJFstixdDo9hmzAgRAh2Ph0eyeFVglEAVZ4N42yl/95Ke6+/ZMZKvm2RB6mDPrwC+88MliPJYeIbY11sdodp69HKEO7sb6/PMfSzuOBopvW+YwBdEfpaqyqj7FeOz/7s++jnCOAyyfXson89u+5LBybWOcTuVNPv9caG9V1qDBayT16CJXah4EyTPPfDinO1JG+Igwi5UUmIEHePkLXmDvffvt9ddfr5xrgksAmgJzf2Pm5aQ1ILfLg42RNcS/LYAv3eB3Hbk0BKbuQwg0FSQK6wsaODPH5eQESfsO7vKMQWjHNZXKHoSEzwbpPQFC8mhXmRVSkvAQETVw93hfEjVRac+qHDI5mQ0TV1aXCeIgcd/PJhiydcf2OtmB9tL39RtrKjnj61//Rvfrn/lUGGtzltq21r7dZZWTzYSL5OXbhgl6gdYXc5cMwMRxKfPTr7n/8vA3m9DBJyG68vHXpkjB/HwOaoubsTZCzW9vHzpUc5VuZ7mtWT3aBB8Eb77wcDvBFX9nA8taj87zgwPOwerncjY1psCpNFNgoy04FYziv/rNeqXvtANH4+PjtWLAkrkTGJlf+x3MjKFpCZl6lutUJKka5XAdZrMHXNTdAfLWdfN1tYMf4KiNSVs+a1f/7XPBKAzsc3qMGd6/XxHaaZYBuqPhMD5rj2m9adPmBOgisMNc4iIPPDQei2pftSNCrZD/1NS5WG85/SEwpyDuf2B/7a82jonJPXEBD9Z8KY77dk/WvFhFxng3sACPZaFFf42FcW9pk8XBgiC4FbFneV66dj6HCVxL3kKSbzbkOOFUvhncmnLFcTUvXIoGvXm9jgFCqyWIIjjBiiWrP1eDD5i17xrPGcPXvva1Oq/cnO2nRv/t92og/yTY/EsmBmgEoUONuzCRxgHcBQGt4x4pJEh8nAxc49qzl9X71YM9U83NZZF93cYgnLZOelkxZV8l0+BdGIxfbpBtTNo3eGY0LQKoCAxi+Se+w0iWEtynT6ZvBSEy5hpLtjJa5rqafOELFxKp3pRc8AR3zk6drzra733y8QrkTUzuikQ/FWY+Xm0h7EZQq0M4/CzPCoBJ3aSpIGfbqm3pM4fKZd6A7qxh452dudkdn06B+Zj8D+zbV1YK4WTNEyZpjR1Zo5w/kLK/Gav5G78An7Z8p51NqTKCgefn+6L+vrdHFsGK4JPOcOSz/oeGYuVEEPS4iSAKgcJrhH+ivKOJUG+LBbA9WjpFDDN+wkqbnnWfy+eG7yid+p7rZN5EuGAgV8RJGjEYarzw6HlmKrywnHzWTs+0fR/yDdBBLVEu/cZiQRPGQBCYvzl4zndgAs/W1PV7OyY9/MB5L8xz4Fro68zJM9kt9Hp3LG7YucDDmNDLyrTHgpiL5p3cM14JPiqfXDp/qdu1fU9VWTVvfXpGnzOxcvQLJ6yr+WjeW7eYzxGqM9e7+3btqSj0+RRj/M53XowFhSnvdGcvny/6dN90Iunz2VDBsrAyYjcanLEqAqYlhu7hDVb6Ml7j8Fl++Isvvpj2v1Mu1LPPPlvuLou3wRWMauz+8WWTyBowGQzl1S7IdbUH/cXQJt133OcZe4Zf4XfE7682aUNaAlAGwoTyWD2PWQgOxCiSi0lNCDEY09nsGvJZGxgUA+tDn0xU7YtOt/tNktl4MsjUvh1QhFNmWfPqNVaCDzlJ8ejR4+V3KDK+YeOa7v59e5I8MFV9rM1mDFI6dmZpOdFrcPJCaMZPgKxIQINgkJvLROytin4dVoVGkly2EzFojVOm0Y4wE0Y2B/Pn+5gXbQmR+jB2GlPEE+z1qR6yXVSOkTlz2pz7In/upSlEajG/dpsw8Bv4ghkLYFf8RddVJnkCgdoGQ5e/cK//GkeEcxbm6j0/X1vm5xSGZjGB673P50O11drwobVZjBrJ4DP/Qx+RCYFzH6n3uQ8I9lmFDQ6EnLnbl74igopAdfg8XGM2cY4nHn0iWvtCnel9KsUMWUYOvFN1VfzBjiMwlieAntASbf3Mhz5cc+lppGci7pLyRNJB7y7cLNoaHukPG5czoDjE0+97IkknH06655Huhz96MUkmP88YE3CMtYJW1SnfviNB0dEdxSMDEZx7JiarLfMaGORS9DDXN9i6/OayffEv//Ivs+b9ZvHG888/33384x+vyj1w62pw9768bcgEXI0hgvbXjQXs/G0P6cj7HhlpLEhg8kCSCchT9kxp0TCnYJOBnk8QAqFhpLHdqXkVh19fTKY2EQDWN8LThxfm1h4kAL77EWRLXiCR9escYUhVQ4xQ8CyJvSlMZoO9tkWYVQrhmyxPGmcra0u4XA9xrkrFS5L/8KHjobPeV+Fjr4zv6pqPgIowDZOAkVS92UTM+ygi4NopZSxVCzufBZJEOOVY+33PxHii5YkSpz2aiT+rP0E8AqyCaBFgxg4n4DObOTnl4Xb8Ugn/b731di1bKVq2dm1/FCxC37Nnd40JcYJnY56wUfzibC6p/dwp1J92L0eTlsAMrOHNpa+CUX7Xv6sYKb6xLadsRfdWlDoMQ6O57GozVhfc0aj1Od/dS1ee9Yr4r3v9prJM1QMr/7vHPTOe0PE7WPJZ5Se8/c7BpDiOdH/8x3+caPv27i/+4j9EywlCRfAHF/ft3tHtHNse62hNnlnX7dyxLfhc3X3ney+lNtqZnF+1q5jotddSky7CjLabOn2qxr8tAU5VaMwb/ZYLEbN869bEVEJ3lARBdlchyfXZEsrdXJ69wgmcXr5yvpu4fyxVSHJS5sa1GcdY6Ot2rVvDiwqqNrYkSpDsudWx/naBVMGg8RC4FeyWeIuQpIUlZtn5JCvNkTE2eOgbLbVnq6H8U4zsy9YQALb3ENmQ0ZALuL4vJGcAng3LvUs47kcUiElACuM1M0gbllEwpt/d6zeSFZK9p6EIAUwIgGuyfFA51PGJ3ec3fRsHIPOFmOTrEyTyvN8RpKgen+nEiZTODWBiQXaLqaJBGDC/CZKTp64Vc3z0uQ+VNF21KpsuJse7qTMXliT9tvj2ieQuSVlA49GZhzmCE0tDNtCatYQek7RnAOOL2M2yzPkCPJN2+86xSoVUULDaCoIxL+QQXmDS5lhwDpzWJDhm69zpBHKYjfy/lfHTh4aiYa4nYp3/jIXwGh8fL/iBHTiCn00OcGQHDsJSsrcxir8GDB+NBgqfmR8YMwcz+VrTv3zxQsFbkMc9xumvwwLcqw3wABufA+2ao3vg2Xdezqh2T76qv/K+BYXyoe6z7IUWGg0QOBfT96aUePr8Fz7X/dt/+z+keuXp7n/79/+p4Hpj2vbVE2HAxDSyf11iz9Awi3JFlhxT3231SPfWO28nkHmpe+6536wlIRYbTWc89+3ZWRoWzAiWoCz99xYcGMID+C5G8Lr/eiqCGNO16xe7V378vdrI84EPPNXtu/8TmcOdxE0SPU88ATzMw/wdJzScqPrtlHbF5JYcCWLZZGCGXl3o12f0Kv4wMTFR2xdVtpUura17mdh4fOeqYBfAemEMPyIsDXpBgt9c97732b2+ax0YkB1QNNzly+dqbdKAEOuahOrXJzjgXkGKxrSiqiSNvjAs4kKUfhfQYlobl7aVAm0CoICbvmkpk0sBoSUTmGlDIo4UIx84+FYk9vJUENkdIrKDJX5kIr4ZeMZJW74dZozJtVry+90SADt27KxTIzCCjDHsa67g4LMCf71WzsmOMbGN23hWOnUg9xi7MbtfG1XsP2aV0jZXUtRvJExlnjT6YBLpHdd69GgfvDP3Bmdr1Stikh09ejRM/Fr8+gvxSZUWUp0zSxLz19IHPPX40SYB1pboMK6NGdoEP4SFwJjkDbcLYUTjZeIar0Cl/l2IeDqa93zM2DOnTka4ZdUg+ONCLAvsCu5576LJWDwqseiLcO8JrffX9V2fgyrMsniXa2b7Zdbjk/3Wr0AEzjEQ9E9AgqE1du8/+xu/1f3RH/332WCzKemtR2qO5rCQNdpTJw+njdTm2pDAYXLgz5y+EQ3+RpY+rxVjKQX1g+99t/v4cx+La7EzGn1TBbWux1K7kX3s9+9L0DH11aXErshpJjW+0JD597iIwA4cQgJ5LpZd5mgVZmzX1lhHUSzBaxIGQqspR3Uxhy1k2dOFVll0s9mzXEUtlgou9HDDvGilN6v102gazVj6Ff9QYvf++/tCmMZjzu1qTOxzBbs0QgLy+WgGQMfMCOBeJu4n9ctgV2uQaS1NE+BJk6AsSRYpupd2SD9tkWJexdQhMGb28WhLWxR9B/lNK/E5DfhszPEbiTqPje0uE5SkNE5mNf+YKS0PGyHeCUAQ7pakXcq3tmHC7yarbdLVvLTrL/rD2CeOn0oO7pEICSczIugUOYgpOzUYfzPm1kDWpR2DKd/Z/AEZXGSeMZm0R5pjomXLwmBJjscsTNo1iZwrc7sqUXtzl+PseSVYRbEFfIzd+5ajDLlS/cAdI5+fupTi9T+NTzjVbU103ToorXg787WZQwqhtWVz1S8Y6MNn48IILuPs++oZreHc2rvv2VUugZmmTYz57FTvSyp+CI/8Q4wFF8ZoeQeME1yO+Q8eiAoj9wypHwzcw6QXFp7zQrgEQAUIs05b9MV0ykUY05CUwuYtG3OY2oPB0ebEWZJuGZwQWISwMR5LPMQc0IUCigJVb7z5iyr8iJacZvjKK690P/3ZKym/9IEwiCSYFfFvj3ZvvvHT7pGHx+MiJtI/a5kyY4vVYnzosZglbtbVrIp4b2nuVsYAxrtizp84djgm+slucnxX0VidWx1LxnwJfHRxLUG2EgoJChOUVIP2y+TOX/eCETo1D+6WfQ6HDx8uvPnNBV6uglOeK8GYMbnq7Cc3IE6dWq9im5MIUt0gzyBchbA0qiHv/a0SMPFxhpP3aw3X6XMQOT4+Xs8Nx4cSzFDnuQaUicyFUIdzz46UitW2w81pFhMRwcTAtJy1PbnU/jIjaTwmMaIURPIaSTLGvn17a6cOwItGk6zT2RONmJ58z3sjNE6XgOGfN8Zbk/eY++23DnX/85//LxEmfSmcu9EUssf27NkboSHbJ+ZSYDCU5QXMsSyIZhnfDAHXAuESXDANQnKurnxc88d4lWedkVh6g8ShnJcs+MJXrG2PCifk06pV/YmIc4l2Mz/B8Mzps4ms/zwMOd3tZFHExL+cdVLCb2XWJyEdQWnXiYlwYt11MQSzKmvYYKswOhy1Wl0ICCNKFHGBFbwQbggKTsGRUC/Bno0HlmTWJ1g0FGvEspMsJm6e7Yo0/rLgTAVV6YpM47uR7KL7Q3EBMOpc0lTn00/VoI7WLvMwzCHmcKcsmouV0AF+yvAqaHf+4rlovB1hkL1h9JlozfFEfGPlJMlCOSjH225ODr1D7k6eOhulcCrCfXuYflu9fvTKT4K3d6LN9ndf+N3Pd0ePHOp+8P3vdu998rEEoTZ3W6Klp1L44kS0+UDO57p08XQxFxhYYlSaCjyHV/a7AqcTHOTCDSQ+cvbsmW4iqa1yJJYnCHY5G4GuBkdbtmyvffDqtK9bn1zq8NWNCFpr8Cw3qx8ufSxPsCvN59Wb1egS7HvrsiveowTFgPAC2OBTY4LDe5lYm1n+7SWgH0gvOdXKjHzzm9+sXOsXXnjh3e2MHihmzF+D8Szmk4xwOwygI9p1eZg3XnM3k0QBh2RJHHC/e2k2aZOkkYFvSVIFwnHMRu+nZJkkAoV5KAH+7LlLRWQlTJIU4dIPzXw6knBDTHYMKssGYQuqnTxxursZKSif2pyE/e0nNQbjByyC69atNdHIt7uDYWZApSldvfa+m4LzT9czCBpifM9csqncGK9fox167SfyDMDjYeC9e/cW4M3P/lcMK8Dlc4O3BAjjsO8Vsvbd/0DBRzAJwYjeMsOVcrXnWPqktoxBgNFcMZ/lI7u1rGf4fjC+F8PY2q7+MLoL84KZPosgchN4WJ/22b20G6JhHbCuZDNVjKAITpu9yW2ehCSi8gxY2ga5MkwIkH43NrD2u7aN24tZLuqN0bkEt7Mcg0jtOScMaHqCd9fund3v/M5vd+cSG5hPEQhJPnciFASluDfo48jh4wlmbo7iea37/vd/mHrVv1OWGhxZHiwXJCMl/D/0gQ92f/P//HWtELQlOwfMHXjjzRJY6Mt8wAQ+BEMd3wvOThIRa7AywOIsPIYB0TMLyE47wnbz5m3J9d4S+F3ubl64ks8bl+ABWM0KwRs9zzXmBS+Xvo3BS9viEP7qEw363LtLvbvivnYNeNjlSzfZ/vWRj3ykosXMVkXWmcEu9+rUACDf+z7U1UsI3yNwCDMAbQJqk26IKLhdQmK/i6hVoKCRlMLRl2cdG6O9DfEfBRgEVbZt2VqVHeciCCSAnD0zVVlLTq+nWS4nmnotxfYwDiCauPXVZSm5S3pbImLGejVhISpoLrQtgYL4nNNjQwOCNhfEbc2U9iniyLwgnp8MBjQ2hsHMJ04ei1sRLXHyZHcsJh8ECPixKPjnDd60OUtDHxhs+3ZBl5SXyRjkMntGIM+aqzEwp2WZqWwpU0sU1bhjtAZ5RGmEbBhmwfulz/K1mZDFMGEszFxnMMc3ZyLezRy050RGAvfShWSbZV30SpbJzM+c4NCLxZSOipj9hRsvMBBDcL8XP5lpitjBEi7d5zP4Ivj+3KzezdEu/xFs0YqYh+8+97nPJfPq+cKTVQoKQvsEjPZ2JCqNnlhsly5cy/FG36nApvRVdOwEzR2BaWVq5Zn3f+BD8fdvdj//2evJ398Tl2cy8ExmWg70u3olxfOGE9Evvz0rATlzSDARbV4MQ15P1t/qVVlezHE13g/mRM+hwE1ijsITI1lq0sb1a1nmS2T6bvB6+VLczJyYIp/AHmfVSswbTHANeLTLe68ezj1T+w3sKCmCDr3Cn/m74B482vWuRvaFThANB1sShRKcpIGH+SSItg3AvW0AfOSFmJTuuxhpRCOPLgVU5sIgiLd1ClmknH60B7mkt9/14a97rA2bmGidzxj8zTdfL4ZbvyHn/qbMLoLZmA0SxlGnKUTweMaSVX4q4mRi+905tAILiA5wmLzT0z1x6x/QaBZMiakFds5mxwoiKmaO5sR498XnlQCD+ZTo1Z8XoseUCNH8BNTMbVVMUhqkHUtaTB8XgX9u/mDTTjikvezQYUE4rhXijMtLyiSY6wuMfCfGtRhi047sLfAYiIBwKX3jHW2O4CWG0GaY19ij09MeSynVMCKo+nOOsnspWk/F0sEICwzDF5e6qd926Y9K9p22zQGO3DKcyint3mJqY8sPYAEu5mDsCNFz2vLePZI9LmZX233jY+UjEoJTMWPHJ94XQs4G/iV3alkqhlpmEhvAbGIQBKdMLdYMH/P0qfPpsw/k/e3f/m2Wrf5d99gTj3df//o34yd/sBsfnwwcY6lMJx/g/JWCOxj0WjDMnB8J37lZp2mwxmwXVT3TKkE2sAznBJLMJzZWWQsLEQKXUoxAauzqVSl4IdUzqxmji788jpfmtm858eCad+MlcAWHgmveN75q3zfNrFYAmsDUaBXc2lX7kQEU0jTUiBpxSQcDHITvAmyIaO8hz3N8usWl7XyIMTZZ/30QNpyJGVirPpi39R2JJs/3RqKBGMUmfszZiMI+0wqo5P6dWbq5mELr1+Mf7n/g/iBhTz1r/Y9pjYmvhpEeTAaVMq7GZZnpVsw05rL+lbuRI6w07fzt2fhUZ6OtTwdZlzOvZJalhhXCZvYhOhL06NHDtc3Pbio7Y06dOp2px0qIhCzrItHWmdRlAgPApQkws5plmzf3py8w0/Q/MJCth/FxPdcTem/GEZg0kIAb7Qk5tD9LAix89nJYOyTapABHdnmR6dF7YeD8Ld6SKkvaR0unT0E/JnaNj9+d+xCYDC17YsHpQhJj7BtHZBhsdEnAWudeSOBLOy5tuKSwpknEUMRub7j5mJd7ehqJduYT51nzB98eRr12RmcYBaOtS0DQchomNR47uNCFs6bPXziTjhayQyvLdml/Nkka2jR/6bEbkxiysMB33VLtnT5zsgi8BF98UkkjD+yfTEmnn1Ts56M5T+vP//x/KiG5d3JfCdMLKR918OCh7uFHH4klZE29F55XrpwvtwdOnXHc74+Xcx1LrPCUNNm4b6yJ4Yx/IUtLNK6XPd6EmBMfFb5flcMZZDRyH8y97KfMw6pJTwvp9v/nQov4Ay1wPQlhY/Ldvc++G+xq7QCCy02l2fKXtgF4BAWQ7UK87TPzrSFSYTzSNw9VCRSde7bd7z2kNTOJFBX1tFSlvQouJdpKIp9J2qS6XDY8fOz5j6aPgdLOnq/N3REctMzmMNtIoplGZ0eR8fs8nPsh3jLLzOy1aNnnVKpuAAAgAElEQVSTpZlEYR0Gvsrm+vi51h/Vf3KszJatG0JcazKOvnggISOYFHe1zKRWilcfzCaXuTH/ABvD0QolSZcqdASiBUOwgBSfCUWCzzPkYz/vfh81H0+b7nE/eLJSzsWd8NkZUbQpv3hZNGigX/Cn/Ztkhw94c9m/7LN4BeLAOJa/boTYzKNJfVq9hHX41v12QGkPznzvXjhqVIBeiomjpYyLzw033td9ESqqp3jOfFz61yYF4TvWlsP9LEP6fv7OXMVn4KuPcyjjFCGW4COz1JxWr+6X7WZTCAJh85lLeKdvc9EWjXr//XsT8d7ffeObf9997nc+n4Sc+7qvfvWr3See+9Wy9qamjneHct4xpjIeuePaR5vGoi3zu5IYTsuJEMDFBm2O5rs8ZvZ88hTUvK7TQwI7QTM0bQ3Z7qwVsSDg3XOW8cCkXT2seutKv16+w7AuyupnP/tZ4YGV6NlqJ/24fqmb8wHBG7SrMVqLlmnYBP3VgEtjvouRHZOhf95v8yGwG/GFboc7VwZBNJR2EZvB9fW9grAwwWiSzNXr8lz/krTRH5rGfFjMQv+VaNetYfYNMXt/8MPv1bKDqPq6RAFHk2CyPlI9O+2iBaLhQ5yiwnb5yGu9FjP5akrsMouuXruUeyIhw+A7x7YkoLIlAbUtEVS05/Jk5qwr8541siFBixXLRxNQOdm9ffBIkJSqI6PrMkZBtqmsNS6USdxOpNcXk5TQa0s/CNZpG7QKpkC04ABuGMN8Bf2YhwiH9nKf7xvRqwOtOsV0crZPHD1WZzjBAddB4DAUkbbCvCFE38uMqisWRB3rGcYFc2vp+vYebuv8p9wovlCbKxLIQsT6rvYzRn+5Ef66PMvMxsTte+d2eYZQIJSmw2zoqJ/jYMEajbgsKfnNC27hYfqa+m2LxVQqlYDdzNxACDfLijmB5CMfeV8tOwmOgQlG1jZBCU9nzyT3OrhZkxhLuDHCv9+EsyWBJzELwo4m/tKXvtQdeOv1+MpPdl/56teTmvnRbmIiO6bOHK9UzUtRGmAxfSOWQeCwkEMPNiWN1qmi17PWPCeuEHirg41W0HiGkS5764Ppb7eUI3JmZyk4y0/D5X5dzwaXmSxvMceN3dXDtGfWBl9w9Hv73OAoeUWm14EDByqajXbADK20K9/1TrMvIZrGuJdhaYJGVB5qA9GJZ0jkQq2Bx+8cySSXkcDpgzSfmbVLpQeurXikuv2jRVQxP06eOl5I0e7l+Ncl3Qw0/qgAF5P4qaeequizCalaQrhMpOytw8fWh7mZcbUwnMjgYM7jsQTmNESm1s0wyOakzj39vvcm+OEco5jAMaNXhXlpUPtFIcZ45PCajzFUsCOnSbheffXnWYN8o0yj3leytHWnkgv273u4tEGVhlkieHEFGsI4IQU8vRrgIQH8MDpNT+o2AdCQWH56zGiwt45djJ5AnoulINNo2bLeHSjEYjDIDezAeKHOFe7TLi1PtZ1Q+vSyqwszVfGD3A/PCKnhtI2xD0b1xGfM5iGIFiwnOanX+Ha5Ga+1dWvlcOn5ujfviwEDB4Tue7Cm+eUtLyze7p5JqWDm56Ejx7L0dDX0MVDMNbYrwjRmrOqg2mcZyddfdkXBQ6ZmsvqyPdF+d/DRX19oIcwkJzprykePvRO6eiw1z7d3L37ra93HP/HJuBuL3Ss/yUmZu3dGlQ1WDjwXcufY5gS3ztaz4h8jK7cH2oraJzMw8EIng4MSavjmcUXC5MYKd7acCuSFEIOXWDXhh5F87+D701keM/6igeCHMCIMa/MEOAYm8A72Df9gzQqx/v2Vr3ylKppQXo888khZCX4Hx3YN/smf/MmfagASNdhMP4QI0cVw+d4FQQbTOvWdNcqeucO8YYrRrPFt3bwh65Y56CqBnjVJkRvJGvOyIHg0a7Ebkn0jlc3ma1VEmBgAcztLDO4bHGROLI9m3JqtYjM5XG19LecMxo+8Hq20Y/uO7qknnwwj7w5hJLqbestHjx8N08fUjj8sujufLYjX42MffPOt8lmfffb93b/7H/+77FZ5TyT/+ki1iW732LYIkA3RvGtyjnECJzGX7PCZD1HQOrcigUXHd+7O2uS2DVnXzJk+SUC4lGhkZenEPz5y5HAFL3pEYsh+D+u1jPN2JUowSRG11MS+wiitZOnJ7pfB/GOssOqv8r1DWXN08Jya3ok8ZXxruxPHjlZyAMGG6Ss5BT5iARhrIZW2zwsO3eOFwO9mnKJiKmjYt309wuBOtMnwUuqmZAyCwNjFLYwNfi21QLscb3ujMbSLoMOYhMVs1nfPJBh1fSZBoOATg6MX7bEyCIfpCHJELYpstUCSC/doPowmpfLRRx/q/vXv/34YYkXWzH+cSiwXUpKXT5lSwkmZXb12KEx9LJtgjkZL51yxaM7z8euPsE6yBXbt+s05JO9MgrKXurHEUlhv77zzTjc+MRmLRP7BheA11WSG4pKdlrJ7PGNbCM2c6tZt2hzhcTTwkEIZYRWhcvbM8WLm6ZjIU0nCmUpfzpY+cfJ4rVmLR1yJW8YNE9M4mnHYsitOxAqluQkpv90M/QoWwqm99NcTi9gzmXGBT2giQA1Ew9ZptLktcIkfKQObJv7zf/7PxZPttAlLm4LC8HDvtbxJYQzaiKBJVJqpNG6Q5jsIbn814pmMoy4+ss3aKbITRGZgida5DGxyIpJvyTeoCDfiW1p3XpFgAYQTAswRyymRZ4kyL3aT9+1MQfeD5R9szL7kXoP21fq1bWfQtZg9F1KhQi0tJvI6fm2Ic3PSQUmwN994raT7qdMnEiAZjxiMb54lBCYrhlT0z2UuNZ+8N8fSahnP5Svn4mPt6/5wzb/pNueg9Je+9UqkazRp+uLT/uLVn5Q59WSEy/geWwp7M13k2dzBD4zFAGhCRF5IS3R5KJHkBHnLR1Z9wveEmmekZtIofWqk9MAmQAmHPoAHX0NhWPBzed4c4EkbCEK2lcIBxsAXZ/7yKQkf32FKY2rP2//rKkbO39aO1FD3E/TmoZ3ZMIiiDJ63TNbDzVIK4hQTSUHECHL32i02krpjqlAyXa08PPTw/cmymuzePPCLJGRka+D4fbXpgrvApFPPTNBrxYooi8yNeyCtU/u3b0cYxKRWuF6llaljZytIWLAlCKMVxQuOnTjZrUvyzOYEOCiT+Yzfcuala8moSyB2YwJlF5IMwtJbs2p5UjGddZylRtpuiT7q/OmsqSu1JHlJlP/+yRTTe+bZ5OWfztgvd2eTDHIzFgdtXBH1LIFKPY1qqnlfjb++dl02Z4ShR9IvwQh/mNgFti4442L9zd/8Te1DxrSWhB3V6+gbVp7L/e5tV3DQI7EhTOOIoTG1G9sDvgOodtX3IRomgqqB8qZvzdtzmedDeMwOhAKRsfnKl7EnlpaZCTMginPRqGsifcd2bYtkSxJCIqVyj63BXTh/KaH8ocphFX3dOz5RaYnHo4EPH5kv3wlRykAbzqSYL9La5uMvsiYcJ2Pv7eFIzTdeP1A+sYysO2H0oawByEYTIbUjyPi9F6gzz3ZyAdEiyLIl0v49T743ySaXu2NHjsfUCoPk+e07t3YHDkZYnDnWvT/LGpMJruzcvTX3HEu+71tF3Kwb5X+Nz1qvyPhoNoMQBIsh6jOnTtWyFdj2+PC3Xza6lb4hzfe9puytIzgwTt8TffkxIw2CicHgIZ5JXRhWrGImpidTNA8Vc4ZPovAT8Y6WpB3mY77qR5toQbtObYBjbcHLXKymG3M3Cp/G6rdqI4KvTPcI6wq+ZSwI2Hr27cQU4CKn20U7W69dkUDUzgi9bZ0DA7hjx44fCkGHqZLAMzOTNMys4xqLoNJQxj8znYMBIxSr0kkIP4HjwDHafySVYvK7yP+hCGzB0U0REKwR89DGwGDM4AhNgoQbo+KH+c3Oxu+NJsUYV2oPMfM967QRdiwq86gqqHEiPOdwttUJWA1EAV3JUuTM5pluVQKyq8OwvziVGEpoXL+uG9mgoRAk92soFo5MwdmbUU6Zw3zwybi2bKXC6WJiLbLhjAnfgTuBi47xDv9euqbgnaVY8/r/uipqjUA0grG8F6lzFSDSicv3jZBahz6H7NN4yD3Spxz/aIc7i30iuXObVOG/lAwlPuRU/Naz2b2zOVUztm3bURUWlAp9680DSaF7uxuPucy0PhtiIdGdLnE7EUyML/3v2LEj3fj4eBHQ9azRYQT7ahEUZkFckHk5vuXKlQ4X39hdj39z/FhM4vjfsnNk7MymzcUQt4yhuJo1rxiUITyBlJ5hBI+67C9lass6Gxrug0AQPzBJyjKL+5pZ4zm1wkFnJ8PMV7IrZtvWHdEGtEYfmW+1q42P1lqV8jT8exr72NGjMdEPVUS6CdPGUJCmFhhihROIpX2bBm7M3XDT8OSvvhxIN5T1/KsJ+tAi2lMmyKUNz+nLX+MCR3/bS5EARelan8YL9+5DtEz5q9Ew+vKb55ZlvNVu8HUnNHEzMOoPMQuBR4CtGt1S6ZY7tsltn+nORjvyd7du2ZwAUmpthSmnzmajTPrdfV/gGPfhdhI3HHt7J6avOdPIls+GFvuKq5XGm7mh3+HtKemzlMMgaq30z/ytse7iTI6XjdBYubRhBSzcr2/KwGYfu9gse3ILqupo4Me9GeEWRIPOJF1VJp0CfPYWcGu4OTOhwfngFDfIvhMgu5m5WeZcHWHk/dzNFI9YnZhM6I6MjeKOYEpWJBN76TImsAZjgTw4Z+nZdAOmfocvFzjce7170oQbhMo10nZbaLQhtSFZAw2hRUgZiEHVK53p0PwNeGFheXbOyI5a292/94H4Ioe6V15+IxroWgaXCOTdld1TT3wg+2OvdS/94zfrPKGHH9kfwNsAoUb1maTonU5trQ9mXfdW94Mf/KACW5Lg18eEFsmV7cTUu5YuaTzSfzpmkKUa5xU5uNxSi00Uai05J4ppKkFC9JwVwTyULxwSLtjQMvbJOoJ1eY4SHYo0Vlfs+MlTVQlxfHIiZnGERva5Pvr4I0kl/J1o4KPdN77xjUpM4Fd6DcdMllSCQQWoKgiS/pSa9d5G+AMHXoupR9Bhjj54sZDxCPbBhZdgjzYwtHVwmUPF7NG/Ni3cifXz7hUtCGe2XpoRmFRKbAjO82qhqRMVFVkMWYURw5iEhO2EiGUmfh6Ywj9rSv42vDb/lzl4N8K76ptFmBqjKDhfmG9PoHsvuUS7XLR5G/Uj2NJM+khZ2Zmr8TXDsAluEXTaGBlanfjK5sAsFV/iI1ozn8tGlhtZ9cjIMpvevCZs54LLW3d6f55A1491abEJsDJemi1DDyyDx/ipeVOMK19hx875LBXdjEbeFhyzzBb61ZKskiicF+JMGzILU2AvlsmduHp9/CAWSvFe4FvuRgtUqSRCQGbnXSLoQ9krHgWfZ7gASRmdi1UVvFSRxsA4QMh88mz6Llzms3ETioSZkybwIx7Tf/EV4OVyf+PL+iL/pCZbP+lmFlDpspP4LvKuNeLysBeG9oJwV/0tzg0C87uAkfvsuVyMBJXxcv1qJG+24K0KQz/37PNhjFXRnFe6r33lxW722mzWii9Gaya/dtfO8gMGHYgVs8O6oCobktTXJEXOESa2kzmx0VKJs2/rDJ+Mh19BG9PMfJ9jx6bKN3YYmw3mIzFviqHD1IB1hx8VfAmy1DzCHMwuy1YImA9tjUcOsb2j05HG1zIP6Z6k+MUEQmayF/Y3fvOzxRhgZj38ife+pzZu/P3f/30CM6ljvGlbrYOvyqHofPw+fnCnkvzfPpBgXIQNIhwd7et+0xICYpZ3mL8K8hmP6hgkZGnC4MR34EyoNlyYF9xAvpeglqQXl+fg2u/FkNoPYWFu7WgPw3kZQ2mrBIHcj8ncq319ebX+R/NdEVXgybbnY4t3IHpVSNcnF3omSRFXcyYXxrIzCQMvLDhhxCFos8mDj8l561jGEqZJBpVloLWpX370WLYrpphAmsqYYyllPOa7DL3xtRPvIHAIbzBsS3jGh/AFteBKMYntSR6SK0AwDSRXgGV1/sKJMM2WCIoccxPaGR3ZnEzBHCUb0kZ/rMLriRwvT7IMV8xZ37T2VJTE2M7dmW7iMtHEEkOWZYOLrLyBbFV08Jvx3U4W18Jylm5iBLN4I4IuuCgYglvg0+DprwssWQg0sbVj84UL+ISrhtt2fz2Uf0oj+9INCA1A7IDC0E8//XT5nxqGUIj00lm7yIjosxoghMtTTbOZUMys6IS7d6crGvl3f/dfuvGJfd1nfv030ub+hP/fzMkP3+n+05f+z0h2xekivWP2OM9H1M/aKf/2tRSPf/vggW7/3oequkJFCg8fKaJWYQMjMxsHM4d+cvNVElXUz8RPHT9Ru05IOecvqYI4ECA7qJyJJnUTIRcxZl7a8P1ghAaYSJy/G/9mPvevTE5tt+xm98aBt2PuXeuef+6ZiiB++9svdT/76S+6hx9+uDZ6QLbjStTn+thjj8SyiBAIw27bnN0ziRsYr3TT40ePREDF/xLgiuSGNKVimFzlZQbm5sf8wmA0K0bBkCGHel8R4SVhWwyH6sNUtGqvjXOeVlYSaB0agCABwzycefeMqtopYsGchcPgUZDaiZr64mP7PpCIgFti5uCIO8Jclu5KOFhHH0mAi2kJ9jKeNsfNuHY9zJO7bSYQBLSmvzIMW7COAL0dwTWX1MyRlTHPV/QBOQURp86ertNFhu3zjqZ3wZVxB4XdTGiFcFAzzW6oGwlSYdTh9A2fhJczxGxuWRcLD9lmKvXMmk1bu30P7C/z1bwpgrnNa7r55DWAtfYt4QHEmpzLHS7uZmLO34wCGYpbNBy83Qh+w6th5lRAXZV86NHUdMsX5gV+NupYFr11O8UZM44bKdjnb28VpmlmbCCDznraTTnjjL9gFz6UkNVw0pi5x32Bou9nSUtXXWvSy0VKUemYlhn79a9/vRAomFS+YSDRpLL7AdVSSTivGgUAAzHAmkxmsy61r/gcr7/2ZszO89kvvCMSay4m5TslnY+eOFom5fuefjyEeqv7cRjiifc8muWrmCfDvRS3ZCF0fz0+z9zN1emzr5916szJqlFskveN7Sqf5UK0+F2BkBAWJEck1B5l/jLkYlLb/ALqEFpv9g2EKCFYeVP3RzVnDkynRI8TpBO8u3J1ugjS/C5dupgklOGq3mDb5IE3D5ZPQyPbAno2yyIDCVYRjKyMmRCuNUalXo8cO1bVKd5+661sAkmxwTAqeEmowCwEqUAX2AawhWQECZ60jwQHwRc462HcB28Qg+d7TRTNE5P6YnxjTOU+vyECFVpskbTeShBa7kEsNJcL7t0PVtri5yKPJsiNy/deuTX1o9U8zzjTJgK03GhN1Tr9QIjfJgKBJsGjKrCfAJCxza2KOZ8lIUw6IBC0kMhy4Ccz6lwssL17J7o9Sc08m400jtuxfjwcITgoYp88ccJ+MYzhtEOacCQJGVciZMJXBT/j7wsoBL7pWyBLDa7RJA9dSpvLYsaPT+xPbOZUtHEKv0crz4TxjH04iT822axIMGtTEk927thV9CTZQ5lcbsvunWOFc0HM3/6tz3d7Jx6onG3jFf+xAebI4YPB/aXk/F+Lq3c+EfxYi8EtP5v1Rwgzt9sFR+AMtnAg08xfSomQb+4OC6Thsz1bHrObIFkjXqJknO3vf//7RXSYmB8COF4uDI148i6vMEIYQHDFoWakmwHcnLvTvefx93b/5ot/mO9udT/9xavdS9/9bvfVCAimK8RLCNidvb+/9du/F8Ka7f6vv/yPZeZ88ld/JcJjU/eBD30w64KHst73TiHGWU6CRfrn1yh945QExI9xliWYJScbE/MtRX1FxU9bBzx7rDQCC8OuFdk467JvtyyOzMt8pOoJUgyEs29ljItBGuDfTlWIGHUhrJOpAnGm++Sv/G7mPdAdPHS4tOZT739fXJJj3ff/+YcRTKNZ+nqw+6d/fKn7i3//vxY894xPdq/mALHz564GMdlBE3hDxuUQ2EhghoFpNmuyYEfwaL9n3p55LPHJICMw16VqpBzwmQQGb4VAPaMNSQS2/okJ2IM8n9/4/LN5JizZDeXvTPzL63XaoLhBBEwIZ+2aX56DJMjSrxsL3qhuEYZzvOy7AkbV07gKG9YksGRt2CmQfYnjZYEbzWxd/1bMaK7RpZjVC2H2xfjgN2OtMD+ZqteuJRodIXErWmz92l21U0i8YH2W3WamU8gg+BxJ+5eiaeUbbNmUgw+iKstiCnPm/9h+ufLdSBJK7ia4OhJNuWvPfSkHdN4v3dh9u2sZj1a9fCVJQqdPZ9ybu5Eog9vxvy0BPvHoY6GVie59Tz8RJfJYBMOmKpNLmM/OpOxtBAzBcfjwO1mzPh64h2aqumn2FHQ5lTPxjw35LK13cv+DOfzgwUSus9KRSjMr7Z8Ofh3ah4c2xhIYzPyDilImxkgR4QX01/NUz1/N+oUP/MnVJNTd+y+vWke+98sykcLM1mA1qsyMhlyIBdLb5TOzzyQJAEx9O+aOoIntY3Zr8G2tn33605/pnnz/B6Nxf9699OI3s/xwX/fbn/vN7gvDn+teekmhsddCnP2BaoDtWMvJyYnaiXXkyJFIzuw93bQlEeGdNS5CwpKGPcOqU9IUop00JAlGmNwMkW9MAsqtHDD27Ze+HkCcj/bJemA0vHRLQRMMoxibAN9E1jEBqTRXAEdT2ap2M9rKsTI2iUuEv2/3zu7hBx9Its2BCkiAlUqclsWsA6/OBof57JKxMXz6xsX4fVlTTZBpZYrFTUxuLo06N3e12//Q/hBmJG2Y00b6+VguQ1nS4lspqm+jib3P4GxVQCKNKC4SuJ3NCjdmRMAjABajdSKAjM3WTlaDs6PmcgqGA7hp8D0bJkNwWd6xipDVg9FI+13JdpJ5RzazmjA/k150P7wfnAoC9gQm4ro+yRfwL0edFbFly8bAOKdtxty0cwntMMdprsUEukrIJ6bgXtoYDG4lxiEgpX0Coo/u9y5biwJz1Kz53ooZLnsK/bFomOgbpOMmBnInQlr7aontzvp9JeMw+xNY2BAXZjp+t9WGib3jYarsr47mFoSzvdWJI2NjkznEb0f3sY9NRPMOpRhBEo/uT7GAwMU8wP2ddw5Hk14qeAhMvvjiS1Fu/1TxiidTRvnXPvlCLVd95W//Llp2OFlcoaF9D6QSa2ASHBLCOzcrc7UrR9Y8UrRGg7tYhBi1LL/infq6aA79GYOL0Pbei8+MN7xHt00Buy+8+ssw9r2M6ns2OgYtTRcE+v3eq78/ZkJ8FkkHwVdpGZpB4Evl/S/9H19Kfusz3X/7h38UIk1h+RDoKy+vru2BL7zwQiHKzp+//usvR9ulymaK2H34o3+QgW6oTKqJiYnuU5/6VPcPf/+NAPHlMGCCShu3BYepDR3Gnk4QYfq6KGmqYVzNKY1BtqUBR3ksT6701m3rEuxanmydLL+EuADBDpXwc83HDqcDB94II703AicVPkfHOm6+kwVo5+EQXAuYyAu2bMQXRpzHYiZvji/HfLbuPBaf/uOfeD79ZEnt9Xe6Fbnv/e97PDu2JqMFsrZ8PKsC8Ze+E5/6rTeWVfmayT1Z544JduRon3DBnI+iTpSX/5k88QilspbCbIMCcrEMWCKzczHXa0lle20OUfLn6rVkMd2ZDVyy4SMEyVbasDlLdxFGO7ZPZAxbulPZVTUTF2UkdZjVslpY7C0tu596DWBVAj4jkOJXnjx5ogjGb7UbLXQg8CRodeDAgfSFMBcC91RwiRC8E0YmmLgrGJWAHYzWWxkCXhUr6WpHmPaBOlofnBUjFBm3s0ipoaEs7TE/+3iJGmVra0VjNtbGSL7vK3cSaNkfnIQgjM6CZOHYQz82tiM4ZkonSJjfb0ZYrcgZTH38AdF3mfuGHHP6UPfRj30iuOxXASQWHXr7nYxbzsNimDgCLwk+6oEdeOMX3T//4Ls1b8KAoHRemAqt4KHksfJCgqWK5W2NeU0Lx+kPL9C0yYpMsEtAzvsy+zMFfeO1xntw3TQxOLncI94hY41WliSCkXvlWbf0pX7c2C7A1xBpguMtQrPJ773n3nvbAPyFNAy1LIMHAFrqBz98pbJmmOkrwgS068r4IVIH/+mf/jET7ZdhRA1tr3t88tESHCSR+lCCIxLkP/1rvxaE3O7+y999NdG+Yym1srckLiKAcMQEqI6EoaUw5WisgWUDKSQf00yyibkNxTy8E3PH2iBCVUaVuTKZ3G3rnSKJdzJ38wFsaZNOanSka/niieTv2Lale/3V15KssrJ79OEko8S0PJ9tllyQ3dliGWWS4FYQlmOI1mYONNuBA6/HnB5NWdYHY65mg32058yNlLS5kFJHl09HK8RVyXKXQ9NWjW6Kya8etzTAoYxTxDm+a+ZoXPMZT237C+Gb86YsSdE28si3b5soVyFgrYQMy0QEE9xYbmOWwu/0dPaOX8Js/W+YCp4rKSftbtnCfFMEr89hTrdFxNpBSIT71NSZIkqFHGgyv4muG6Nn9RMy7QbjB9PGtd2P5k/Ax7IZ3NVhaRF8ltsIChF7kfqaZ6StAu9b4qqsD24u5/46f+lO8qBjuQQa6c/pJXfK/KVABBJPnjxZjJjIQISGTRzJLY9VRLi7LkRhfP9736mSuKdOnchKw1PJYX60ln1YfeB0+t264Wszt9Hu3N6p7rFHHw++4spFIdjwY42aMGHOr98owWd9hMNjCcxO5vCBPYmBbK/tqXYrSYSx7GY7KtoXChbkw9ToEr1j4sZ/xknp4Dta2KYJJ6SOj4/Xd+Dj3naVOm5f+BHw++BHv3aIyNvv7SH3tIsW1lll+OSv7JvbFusjZfbtv7/7gz/4/e67Yeb/8L//x0itnFWUJSMItyb45b/+qwSRUiM5VRTs8XzwoScjWddm0C91P/rhD8rc5Rs5kOvxAPGLX/xv8s/bzSwAACAASURBVPu2IOHlaN+Uwk0OLKCQvBUwiiAwt7VZsti8KQe8rc1OpBuKxCcLJxFnpurKmJkT8b2VBiJZ1dW6L36UypmiiZL2mZkcsFsB9HCE0myIGRMLfK0J8xJwgmKPRKL3BNxv0J/LWqGgFWLYGvNOdcfSnNdGuh+9/MNsw3whQZE9ad9RJMlYS1DnzTdPpt8+UmnT+vSNW7VdciQHwt24kZztJK/cDaEPRBMXYwTgfFBbL9es6yP2hJ19xDSRkzDB92Yi3HNZT5cII3izclits2wmyPIb/EpmuX5dgKvfDcXdILwdV0sDBpVFQOZtjsMxccHRPTNh1k3ByUMPPdwdOX60tIU60hhKAgmGAiO51YvBz6oSEn1CCxrzm1etgYc5l2eDAq20sCBBJ1o5/rUi8XX6Ye6/moj/6pj2myIo5Qcwswfip94Onm5mLArjEUJiJ8tX9OWQ7sQyMZ4NEQDTEeai9stCt7a8EmLHT56uVYV/fvmVuG9Pds8+89HAb3e9n5yYTCplf0zNyoxtJjW4Htr/ePfoI++J8DvfvfHGa9Ebi7GoHspYriTb70Qsnl1xBe9P/7GoYlafTBDNUuimZBduSD04mpjQJRRYevbvY1xLZDQrmLnAx/cu+LaC9OKLL6YCyncLD4LR2oXje63pvC9ergeZJhDnr8Yx8b2auBgWE94jCTzYpIPfaZ+5+GFdopAbsoa6b9/a7sA7R2NWnq4tfSKIJxIUmp6LT7FyLAvzDxfB3EiZFNL/+PFLiVAmVTM+9i9e/VlM1oHu+Zg/60Jc9+/d1/3eF34na2zv7Q4eOJg862vRCqcjEqTzMaUVbRdQUAtaXm58jDDWQiTs+vjppCczzEHYyxN8GY6WcxIBAp0NoG8HcASTueeRLDHNJ81T4knSErOcBB6YYCGM+P6nn0rmUYqjxVys5I+0Aw62ZPLX5BKPRJu+HfNzaupUpOlPczLBCxXlZyHQFqdPnwpCUlghBd6uJio+myIF69clGBJTWDIAs3EhCQrLYhZifhoLE1vflNQyGk1gvpciHJn2tDbLxn2Kts8El1AF6cbGahEpNb8+FtDnfQ8zZXMjYnOfqCs4WYJ0ryQUgUM++mhSZs+dnypm2r//gRDpxqSnngouUjghMHV/TzMJRoWRMT4zWY1zJ2XyYZnRN6P178SSmg+gtU83YO52WcdNhwlGJQAY92Ixy39btjhhcW1pXZHweiaJN8a2Of5uuU1z/f5qTCxzj4VQRJ92FJ5XhwwerRgIjN6KuWvL5Fe/+g9p92rFNX7rt36zTHV0wYWA8w0JLiouv3Ps0TDseKV3ig2NZ3eTzKtNcVuMnx97/ryjfglh69wzWUL9UffzrMZg4C9+8YvdZOjYWF3g7rnGvI1BxXhoYdVNtIl5MbG+CK17+VY7tY7cmFUjpICbWtAHYr3c0/56sD0D2O9+pi3yirWQdiQZJOPqem8iP5Zo4EhMVaY1Rm5EsydBL4OW91wTvx2TNKe/05Y7dowl2d0h5RM5v2c40c+LGdvVBOL2ZI370SzM96V9RK0RkPEDjPEzVYyXPzUYwue3ElDGjTHsSx5MlH00JvbL3/9BGGug2//gQ3WC4q342FLtBuP78Guk7XluOBp9YyK1TKXJvRNFpOAlHqA0jqU45Xgxj7VawbsTx88kCHcyDJ4Uwfx+K8SFKUV36/S+5crkWOsUWBvpdqXCI3MeQ0Z3heicYKFkLAErkMiHMg9WQQ51z77bK9nvinD4UXdiRmLY0Twnr1vgSlJDhl/uxpnU5JoJcY3GR+ZrY7QeXokvRAut2xjNHT/3XAKHfPRVYT6wvLW033pValsR1soG2e/bik9cvniuuxuXRYUPedkBdeYRxskb0e410UwqZ3Bd4MmrX3O1zBWGzzOz+kjbxmPO/rrPd1YhVJtZHfOVJtZ/ZY/ld7BRHpm1de58Do+PQKIUPEsxsRAXgke5CQoVci9shHCG1PCwGMraCIgNFdyyef/oUbundmdcaHlFFQK0FCURSSARI+3cPlZVPmnkdw4dLDqxBIYeZO4pPkF7SyvFB4dTKPCxR98TfKZIYQKiaJN71FwSdIuGzVkfmPjLX/5yeOVExWSee+65ShLh6jamL8Zb+ufdUj8+a4yKd6MGEb6/7TJI9zQmrt8TGGgXwNVE0gY/Q9ADo1vAl4+KgU8yaZIRdXF6pvtxzKhXX/1xTYAWErAYyB5bGTjj8QV+5eO/Gp9yvMbhEDaRTMM5e/ZUgJSJh0DsbWYyk7I9wUuc6E1ASxwQ52Azu04IJ8eUXkilzdBqJem/+fpr3ZGD72R72d6clbs2GwPif4YQlHIlNSUTMPVWh6AdXzq5d0+O8dgbyZ4oajThYjhk1Hp0tILcXv68PO6FaAqEYOni6tVl3aOPPV7JIkzDk6dsicuB69mNZXx1EkHWNdeuUbqmK99f+R1LPKXRQsi0gvaGSnvJ6ArDLruepJndmUdOzYhfiJE3xFfjpF9KIKYQPpCsqqtJ6I+fumNXAjDHbbtLAk7W2qWpwqU8eONduTI10raNFaHzy1yExt1EcMGCoMUkzPCFrOkeT1ubtm3NWqu0yqkobIzRl3AaCAM4pDyWY+GXa7MqGX0lcDNJ6ZuI2f7uoWRa9emVCrpHCuaSBWXdXa77uqzJXrx4tTTxeCwACSA2stDa/YHjqWMVv5q2HgozsQTA0Z5r9IhxWTEDsVjmF5dqxAVHdyLcR0b6mMGN0IzthetSXIJQEVgiEOH12MnkSOci0GQWCkA+kkDm7/7u5+IDv9F977v/FEFzI9ZJChGkjVXJ0uMSinTfzr5l1s264HJ3jrThmkWLxBroo/HaRbtg0QutwVhwU6ll/uOyyp555pnuM5/5TGli98ApGLoaP3pfjIw53QSp3t/LvG5qlwd11swC93kuqqEatSWR+XpH1DPAnA8yrHe+76knauH+8OED3faE4596z2frRDxtXbiYwuth4PEw7rpIbfm4TESBI4MmWUvTRKiYMOEhWHQ7kUD7lp1pbGKjI/KCs+wRM7t8iIzN5vKhFRuSTnk+JXKORVImehstvyX5s9FxSaE8lwjyd/L3Yvfrv/7ZMGuWOaKxRkP0fDW7m+z5tdf25Kl3EuncGpNsY5nCs1l2GYrlIMLptAPb7Nbl+SvRpC0Hdzq7ja5GaG3OHur181mayUYOW94gasvWjTXWsGaIJTnEOUvINj4Hhr/11hvdruyqWpGECX5Vj2CVReJ/Jfme1hPMkil1+Oih7gMffDZzvZ0lukMh8JicYTj1oSS43MpnONma85KeTn7A4VhEhMO6mOWVlRUhtCzwvJz0061bdkaYbKzxgfGqygijwWKax9JdkaJ3RSt5z71gZr/xxuvdQ488ki2Jj8R8jCsUF4l2vBLtRZMqNsAisnNoNNsYFR4QexBTmYtwIlDBcD7LcdJ0cOBN+3vznfOfMaNcAGu3l6/ciJl5ItpyX3CR0zPjfswm4CQFFE1ujEC5e1AuRIJhEU43089ABKWdWc18lbjiPeG1LoEnW1OnE7G3HfZmfPShBEod26q6aKRsLKNzoSeptXF/EkhbG4Eu6WX//ePdg/sn/1/G7gPa0uu6D/s3vfcCTAHmzQwGANE7QQAkGitYIYqURNsybZkybcfJWi6xs1a8ZCVxllasRHG0JJEqlESRVrEoiiIpFpEgWAAQIACiDAZTML333t60/H/7u2fmAbJkH+DNvfcrp+yz29l7n30SBLIlfT3frVg+VHWG9vN8Iryi7TDWTgjDwwxtY7SfnCaRgVYREdkKOgJbzAKdwXNJBB588MH6xKTcVzyDYbbfro01qS5CFqZtn6SKaz03GxEVFMJqxOxlhO9PKStpOuO+tcD5AMF36WmnhqM++MB9ccXcWkQm/Q01x/1xWT9l9opoSRydxK0Vg+FLTER+gJW2gk3WghMwkAzKxE+NlD0YDpmOFwMQTdSfYHiu1BYnXrzy0vMJswxRp6+7t27r7rnv3qjNo7vHH/tODo/+ZveuuMGkV6WiKSW5M1Z7Ug+FU+9KHRs3bkxfR5Xzf1Gs8ft3JoVsrM42bZBS1G/jcTCcMVgn81+eTJ1btmzrrr0mQTbzFnQvvvBStWFbmqT4m7fG5RYG9qYVNwT+2USxalUZ6ayFnS6BeZn5CBDGiLRB1WQcmdjNClffkfUpNXzJkqV5P8EX+7OeCgJlv1DeGrg2ol4qNqXLkPqVL/95aUis3JDB+nZKwgznzJmbZU4yugRhtVOx59Gsilnnfc+SbmKdzZUw3JOxLO/duydLoLndUIJe7FDjtmHgsWTyDm1iaqT47BAE5kz6g5V6Z+e90Fsx5zxaYzN/4QHFsMZFg4IHvdFtcrl5ZH5ZtDiaWurYlEQBlgAz4q6Et7KV5nIZVStRBaoZ4Cjcpo5r1/ce99OfPDMcxj13fn/WthDPczHMEiDooIgrUtTOMeOWOkrSCW7XiWEMGIX6zsaGUK7P4I0UVpjAyQTUoBFbGI2j6AUcQyO6pS+uNaL0aRy33357zYP9DgKWFG1gKE3QNubk3lgdrYbyEMBb95AYKsBZFY2ZDFxPQzrUKgtk8n86k+cudajX9bkHhgMA7HxmjEYzMrneZ5HEnRTqsm1eJ9K+fEjqLfUrv8+EiH23M8h/JAME087YcNrzkRo9koSok4JFO+OyU1+8tz4iAFL5B0/9oNu7eWM3LerXrTfd3t1x2y3d5jVbuy/96Z9Fjb+Q9Ki3xSU2qdu+YWPtZR4d6XkmASd79+/uVq7ZnIkcHWk9O0R7vtuyYXs3JpJi785NWfcGVpHghwI3kw3gEN0aivvLESdndp/PGmxWcdV0uXvmuWeDhIu7h95+b3HyKdOocBlPOLfkB5iJlEMC7cHbGneUmN8Y/SCo8fZzEb99mKCTLSRZf+t9D0d1W5xgj21Zi/cbJBi9GMvMnz8nU8o0gVEdy1Jl1vgw1FQqLvzyZVdGNZ1WDMuBZ5NipUZsabjezUQF+XriA38lQy2YYzjcegJgBKVsjdRkI7CuHB04suSz1s6dm2CYMCBWZ755uGCMTh4xpgouSt3q1zbExax9+o2Bh+KrDScyLlh4WbSCPnEBrU773J/wBMNgMbeDTTs1joo+DNGknugZwZFIyGh89jZHjakIwBpb2oqYyZCDp2nb0T8iEbkMrW8ROrw+kOXLUe7CRAdqA2MYE+Z6PDhn2UJANWJrY4DPSk/A7XMAz8E8ce0xbKFF9NDqaDTnXcUYWynVul0kvi2uX3nllYrKwhWGhqIyBNgq6xvvuUf73iryqZM9AIX09TGlE8NREa4oI0AuyRKOXmuWDDThsqE/iNqvZaRdOTeYSNFKktwJ9wcUxQ4YbZ+P6mV+xoULOiiLwehEAKmvmIP29Yc/286XzaueD6Ee6mZnrfbYX32ze/LpZyr7xCf+8d/vVly7Iqrl/ljbTyXNzKxC7I2btyfe/NnuRKzvCxddGVfY1d3aVS93/9//+59iIAvh5Rx7KtX59G/y1FjCY4RYfEXU9sToQljq/aEEpxxLUvpZcy7v5sUSDEmkuiWF3nTtDUGc+K+velP39A/ja48kZhybM2tmGMPBMLd+bWXtyEUhwIItgHoNKQr+gcfCHJOyaeuWik9eFtV825YNhehOp8TMEEjBLYSoeBdcMHCIYY+t/FSY0MlTdibtTT+p7yHkzJc+F3IP3i/YDwgao5bCCALv2JY1f8I8RcgRCDuynJF6p9oM8ZkXWzkxJj5YjE94rGyhjDvwK71L//o8Y4yMLNNnw8QRiXWmbaiMnjZxbNm8sbt28pui0l6V+TpSfVixYkXBkKXZvDvFQn/Fgiv9937pCKMY27YFduNSpw0RPCq0GH0bH5XeRpbLMpdgsWd/pHA0m34M4xJAtC+RfesKh8pImPmWiNA42GimJwipYJe+jyTAnqn082Au9Ulp89J+89XTxrhre2Nw4h7iBkRf6sXYWl3eH6thE+sPMuoE18fatWsrSubhhx8uq5kKPNsTas+lVWjgVfK9FQ3UICx5SiJTXsID03h6kLYCxnBNeaoEjWsbCHWOs92gWj5mKvjpICQ3lOfEc7uf+Y2TP0QbZMQpRUTJaHEs1mHWQOcAMbYsi8vgoz/xwe7Oq6/onvrO4zF6ney+H3V6awjq0Q+/v3vP+95bE7gt2/2E5ek75Od6omLuO9hn6EAUkGfD2te6+TkL97Yb3xRVLHnNsl6aGQPJwoWLS4PxvqAUuZpOJjpo755sw9xzJNFdt0WCXFFq8N6onsL4ILdYXuGNJm7IGjnqOI3I+to5UDaBQKzSMAJibjZWXgX3nxBPgEyiWze/lvQzV1ZoLZ+js6amZP3rPcEe5k3cteWTedQ2f7m1HB86ZN0ZV554d2s7GsKpbOgfHYSueU4dSma+kK8QLkiI6KmXxvzaa2vLD2tt98wzzyRGOgETYbwYQsBSiKkfdluJnBJAYc6Nj3HUxv8eka3LewTHLNgEGDXPZz5t8B8bVXZ/bAcb1se6fNWKZGLZWNF5GOSyZcsSV78xhBg8Q62WAfAw9WjL+/7UX4KFdT3PnUtmG24ywUyjgoMye4wLs3PmFRUbDDBnubwQl5NBiJZJIa6zqYvRzVbU4cDTLjtH/ezZ1af9rbbStrnol429UCp4DsbZnmlE7x7CxcBY7DE7/dcHMEQDI0udNKGTbqhsaGioVENWM4dBP/fcc/UytaUVyOp5hBVo9JcBZtBZqo3rEMaeWEjjWd2n0rDoqSNyuz7HpP0aZElbDCFEnWrNA8ORaUjVKVGx8n75GMOVRyeDR8g6vsIYdM6f6jYlZHL1qjVFUD/z0Z/pTmXAm9at7V5b81I3K8akO2+5vnvpxWyLDJOakkl/5P3v6y5ftLjbsj0JAyIZTIBIIci5YEGMQzHSvfDiq92BqKsk/vzLkr3zyrd0d9x6Q/eWrPetA49HiuHUxj524DcF9OHxicpKIH9UisAqR20mSIQ0toZemvXsFVdcme+7ur/4i6/UIeUP3v/WwH1CQkl3djfdfF1S324pX6Wgl37JE79yiBtMrSGHT/cwGZe1mo0L619bVYd7X3Hl0lI599vzG4IHd75S3F0fIYU6pAMaHuZPnlJrMsyLe8/YqcXygDfkMle+twJfiqnm2nCeE0kX3C/Gz6i2dPmybmlUd0Y750HxWiiWHLXmD3pAWAEcF871e6vdh6BYRanZmW97wU9l+RSnQ6RuH5mn7/oyN5rL3kTTXbZoYWKmZyVw4qXM+4JS4dXRCMZOJc/7z/jru9/5g3MOxLN/mvTl0ZAg8nyMqGOzbsDcDkcSs4jPjrFtd2wRmPutt97a3XbHnbVEaevylxJ1JTzUbilFf2k9J+J94J5szFib+le0k3HpRyvFMAew9hy6cU0BE0LW/FG931hqG6OLjQitn/gG77vvvkEYXqRDOJKK2+S1ifRev07yre9UD6xeaiJ2yD02HNA+VilS3D/PRxsEs9UvU5o6QrIZQOX4ygQj3MYoiqmGmMuAlnf9th42fpsMxmYdNi3BHuvXruse+9Z3u9cSgPHmO2/vhtPnNNo9+e1vdT9+7sluyezJ2XqWbBABYpoq6+TUJOjjkzyeXTD8k8YSRTITNDGq+fnsilmRNKqJkc5yw95iIZwiwYaWRPrOiT8z0mvqmSnFLXvAOy61d3lwfU3MtrWXVm1J8IsDzWd3L696paLR3vf+d8coMy3nEH0j0nRS9/YH3570NyHsELFAEuOXcaOMbums/bt23YgEgyDWtM4awnxMrs0QNi84ExjDWLzkiljLHWvbZxZhT+CSoQKay4bEPllksUxSxppRcIpDwy11BNikK1XKSJTvPeJhxKYs/6QOG1Fk4IR4jE/TotYvvuKKIP2+eAy2FRJ6dlrg55lMQYi639FzOP5WSApurNxsINqwmcA76XnGwa/fa4MEwaioypIPYDiIZ+HiJbUUZGSrWO20cSH4ei42glFZYskp1/AS3lQH8i+Ne5iUT9uWY3KXXTgbiZx7vbaY1vKDBskQyXD7puuv637ioz9ZFurvfvf7Fdr7wAMPqS2G028Vk8TYuV7nxSYBL8hO7RuPkypTY8YQ2KWgJePF2HrY9tdq7LkHNpgfpkBTK7U/48MUR5aLu59wQ389EEcVEcvcx+BFvDduoWOt0cYtGLsApQg8qglrJ5dC4BMhGiDmHiOQtRhrrLUJlc7uJZo3FwNVenS44tj4SUuS5wbJaxA4M0C4TmKIT1WfQZ5J2zNnJ0/T1D05LnNhfMHZ4B2gfOMbf1W+1UMB/owQ+rgQ5ob1OVRtX9wVWZiPioRFnJMiNUeTXCE87it8BNCGg8yXx5K9NOrqtddc1WsIkS7pQP4uJMgiIZDxhVsiQM6JcfeIVroQAgRH6y0LD7td1ie3siwVNivYmsk1sjLazsoXV3Z/72f/TtaVyzJJW8NQEm6YXV/WnIsWXRGLfCJ4ouJmNZd1evZx53gb8Ld2PBRXjPXzti1bg9rnItUXJcXr9iDQkUjYnBOcNW9Znq1Po4Jzp5EmCFk+quFMmH3dEKI4/dGWICAurkh89yZkXH3qnsxhxnkujLHS9KZHJJ0MpOb8ZJYykyaPyzbDOVk7xiX22msJX7yh1ss7dyS3ePyy9Ny2xkMpNAFU4hQR/ukp0SrgXs8QQ+w0usyR+XcNUzsdAgFr+IfxTI9Ed5Qvv+6YsdGY4uaDK9bQcnyND/NCOJmuFDh5iXh8pxnKBYchTIz9gY2EAJH3WpvGJoAD8chtLRDIUtPGmSee/GG3bs3axNQfjKtwUQVrIDQbcODlstnL8l6fKgvuYhb63fqgR8brd6M5nyX8Bs/1zKc6X9e3b8/SJ30haNFkE3bqKtXaF8WLrfiuYSo1xGwdcM29RsRYNuLsE6YDVgg4hCHmWl7f41nn8XdCNsYcRGLNxlx0NoQzPv5Fu1rEFAtywMlOhdDUw3ggoELbOs5CyRLL0lxHfGZd5ZmjaeeKpVd1//Lf3lOTvyZW3O9ma+Teo8PZOnlv9753Pdgd2bGu+9X/+//qDmeyEgdQftd9yVF9PlyGiqdfkNrurHFBHj7OI0dFSlHhM+npMwuxCeYXDMyD6NLSJPAhwMUIpsbSK2oLQxAeOTfBFdY0iILx6lTWw5PiS922ZXtCN1/q/v7P/t1YzG9NArsEyIQAep/lrG5o6VDCO5PRIohkK6aIsOmxms+dlYCZwBpDswYWxnrV8qV9YMa8MKsg3YG4j6YkXc3CMAKZSSYEKY9mDsARc3IKI7sFRsjtheBfeikusejGtvLZPslLIJXSheRcgxLm/1zU857Ieq+C7xB2dOAi7ltKJ+vHSSEK6uj61a/GzXdf9e1ACK2imLKGZOvA4qbmO5zhy5ZwMQAuvGDrQHji2k+kjXMhBgbQMRECgkoqAUOYE/eeNf7EcVMCy9e6m+64q/vwT320++IXv5hIut3d4mxsORtNYXTqqXOt0kbtZIoHoPDXGjjEOy5z7re4b5/UYMxi8tSsd/N7UiT6/gO7qz2a0x233d597nOf6374xA+7Rx99tHt17Zru137t17qPfexj3c/+7M8mD/Vv1iYhddFAjke1phlaFCown0YCl+AV4eVZpX7nmuIaWmvC1VJXsnrM0O67tlauh/PPWBTuhVIvSJsUk+RPxSoaeQ/XUBoXgVTWEkHtuo7gcP5DiVulbrDgInpGFO+YfNfHhBiT26KkjzWfrWLOq71wQZaJqLDzFtVEfTOq8dXZfLFkcZ++xTEoxsqn7Gwn6U5HJSpMIMWJSETx2HNCQDJAcIUMLV3czUoGiVEJ/bzhtju6MSHy/SfWxAp5OFsJV3cPP/BwjC7TB8aESyoOScCoAuBKbcvT4yCGeGFj8seBLvk7F4YwQMQ0fVbGkYgekkjdS6PqgjF7wbkg17PPPtN9+IPv7u6867b4cA8kimhtMbNF0ShkpiB9MDtzYw3mYHEMjlHsYA7VtlZGyGeD5Dbim3SqGtfSjDnJvpgNBitfXlOnbbz51psS8GBrYLKsJIndqRA1Q+CSK28OEM9VPPWMmZH85iMGovEs8lmqSj5oncx4g3EZq3kWrFPthdrM13mhrxlnbTTJNVLc8aQnEuO8cf3aysn88spXa55JfvhU2WYSJCIajfovDFUb1OII7iB9kDttR1ZVu3zJAlDCA4ppkESl0eWJ2dkjfXJ4VJY7V3X3v+3hOt7nz/74C93wzAvd8uyQOxL41qEDcSWZLrhcRq60Z0vo8dgz4PlFYsp9mJxRpy9J4Rs3IE3rwQceqLXx9xM66W9S3GjiuMXr851/6UtfLGL+0KMfCDM5l368Fnfr9cUozZcE/QQFODpkHnOvDhVu9e3rg7F5BpwUMHv88ccrx7Xvkn4QOsYxspQfuV1QCeRBnIqHDXLkSxrpJ7LX7du7EEm4ooJge38vy2T8x5HECLlf3zEOJbwu29NwPsYSnRa5o0BcauXBA8dq3bNiWUIns45DWKPDVSUsIN0hFGlQ1uy0JyBj754YpqJy4lqeygF5UXFl7e/VVceLzNw5uyzM+17bWodiCfTgj2SgUqZPkV4lCJ32jCMsrQALDoprCjgo1lX6T8JBZoY7zn6hieCon8I6pyRJuhjeE4lguvOOWyOt7gqn3xXj3EuFyNesWFL90o736jzkk0dyWsb6MnBQJUW5ZchZx04oXyYGIgCfVMUopscAJIlDlIh0bGz33MkfZxfYwkj9Fd3WwOVoksKxKdx379uiil/WPf3U97Imn5I6FoeQRQxFtcx8wIGj2fwhPl3cuWLOixFHa4JQiEFnxiS+2tyey5jBpHI0R7raF71jZw4FmD2v5sOSiI8cPmBUlg+9NTtSL2o5SSUSsAUIsacoElUwNqGucyFGcz4cJgnWdnotXbo0ftx5tUNpU87pkuBx0eVLuplhZpUXLFrIqUTXVRaZLFNM4wVmuLdiIAAAIABJREFUaiVGLn1gqWYT8DvdCMON/Mz1ydl2aiOFfOb3vPWepDve2n35y18qLWJBQlOp0QTXvLg3t+fek4lXeM973pMowfemna+V0ILP5mbSxLOV9qriAtgegi91eECEAriiPXgEho3eJM3/8pe/fPF44ze/+c2VQ68YYQZiThpesixVJU0Kq9DNWvcFmRvRem4kEtekpVGNWzt5x/d92RmDuzoQzdpl48YNFYJZqvHkPjIFoWGv5UrJmBhzqGeQtfyMUZ2eeuqJev+d73p77Y46loyL3GM2EugTxzxjD2lAzVqaXSjOp92TFLUbt5xMxNSWbm3Uu60bruxuj6sonub4WvdUzqwwRINJlNXzSZr3bLd02YeLkbAOWxMxVgC+dibGvdTGbvwtMsi8+20db+zcND77XUpUP0fmzEpgTbJYZG1Mcq/bsDpaxKTuH33i45H2w0mav67OJLJxRHvbt2+unS7cf/v27S+CErcLrpDf/u7ZsdCS8pLyWX4wBk2IWu/8K+mDaEOWLU7aQBzPv/Bit2jomhjEZkf62qxyPJLqykjmPh3Sgw/eX4cDCOsslTJwPZAE7PvjNgNf6XYQNkZHAiHi3krfNqokB9eACVoTuidxA+vqvgTUnItWM2/eFcXExSgYB6Paxk3r42vt940TLsIwrd9rV1okDlJzcEDltwo+YZTkZKJhi9Flaiq0dOGi2DGuuqZ7ceXq7nd/+9M1BzfdcF20oyS7y/p5OF6FOuI162ZrbvNQgipLKraaLDK6KUkYyH7jVEv41wfSZO7T1zuvuTbZbR4p28ATTzxR83f//W+LtTtnPR2LJT0aIinZ4/rGisGQVB6+O1/88hCyvdQ2xEgxJGdY4VOGU8bE/NAfuKOgP4Rs8wYVnueIlfqtb31r/Q0NDV18tr3jvSJkX1yETJCmfXe9SR5I276PvE4iUj/HTLAj5kQhkrWsLXZUZirQlBNURapov9aFMH6zUk5JMPm2bf2aG6G6/tJLL9bOkUWLFiaa6njik3fGuJN+RRX0rveiJ8R/GdXjLIt6DDi5Pnv2pARh7Op2bXwtGxoShxvL7dYtZ7s7brqutttJ3CYd0MlIGe3s23e8dpk8/PCDJTX2ZG0VG1BxUidleAbBFwEHc3wqPusvyMRlQQ2ueOQBjCCrfGCIZtPmrdm+NyOqJpdRNsCHEGkIGxNsfy77kA8F2X/0o2cqEIeV1xxAApNHBZ4zZ279njplED0U1dw2OQgoqOZo/OJUwN7Nl/VgDGDCNyU5XLJkqPv+957o5gShrrvtLXkmS5sQJ4a1bfPaUhXvvvveqLqx2Ed1hcAnYkU+Ozwh8ehLShWcMsNaNLuYQhj+uHXABZNDkJmKWtsLmNi2dUdCRPfnHjgtypwkwm3W5SHeWdUmg59NCBCVmnlNjIiTpzOOxviYdwgAdgGqI5XmcAhFiK30RI6FBRenTZp/6+sT8XNv3rK2W371tVlzJ8It2wVrh1QExekspXoX1OAIl0j1SXHvaRsOTUjfFOdpyz9ubwDCmhB3FEOeJZR5vP6GG0vrev755yvw6MEHHyoaORH7ybWz3hRbSL80XbwohxREEJnjgzmQwSEF173phjCrnHiS/hw+xAbUx0gUsVq/DAp60y845bt6vv3tb9ea2HLJOeWOi2FsqyVfcOSNZayXVeLP5BTyDp5q0tkzI8vIZ1yXwudUwtLE/Aq2n54UO9ZTs2fPLKCRmNRVqlPYXrWFu7K+HswhW1wj42LJnR2OJc/XzgQmONNWPLLwTSlp9sUHu3Hj+kJwE0HlEfZn/WRXi7hn3Ptcksnt3rk5RD62u+7qpWF3Y8rnOC8ENGtuTvfLRJ1L6t0bli/rRkV1ee5HT9fm7QfCRR26LaifdgCgxmm7WxHtAAau+2sl7C1fL62xEKLx8hc/9fTziSB7tvvEJ/9ZFBDJ0xILvW9X94//8ScjRc9lp9HsCvygckrdsiQBIRLMzc0SwO/SdhJuakvc8WN9UIhUMtqYHGu4zBTjJ2THT+Dh3OM6YsVcJDhhXqLJrlw8lDDTw9FQtnaLE8s9eXK/wf3H2zZlzXYmFvOPdkPLhyqM9UiQZ9/eQyFka8Zx0X4Wl8pufpzvK3jDuBEbgiaZDxzcV4YdZyJTE6ekPxgPdZJ1npo/SshsVNl0Ka6i3ckKY6fQke6t997VfeynPxwBkCmKoZNlnfptSUGq2+1my+Xc2DfEc4voQuDsDtov+0D6unrdymyeSEK9GXNjV8nyLJKWa2pS9qRb0s2OO4/2Nn1Gf86xubR7S0x2GWajbpvnNF0E6zv49mM9361avaakLK1E2LKtuOwHs+LmQ1QygbjHYOod2iVbBpxW/7p168vYJoZg0RVD3TvCgJyYibbKrhA6MH8KQjfn4IOWRMnde++9RciEXDGyvKuPjSZ9V8YCio5TrUlUD+CWOtm4RD35N/6TioL8ZzIY7gHviMTB5WbHCir599lwdKqFRnGs0aOti/NeoEdSzZmT9K5RDjYloMOalS9z3vwgTgjOKnVBEDsaUXEq+YuVA3v35ZiWrI3TZ1xLVBc31plYvIdj1Ln8ikVFhMPpm3at3U5kfU1YLB1a3r3vQx/uvvL1b3Zf+OJj3be++c3u5htvLEQ5EYQ28fYE4+hTsuEDgwP4kSXyOcOOZMqkCkEFT/7Gais/DmZ/8I+e+XG29x1OcP+4pJc5lM8k0k/Y5sEcGnZ5osJuvvmmnFLxM4G1I13nVLuMPGNj/QZDBDkt2T0gGalvnip+OWM5m4HUmjy+eEe7CBeFCHbtsBcw1JlD66rHfvDDOvwdcu0Ik0z6yO4jP/meZHBZWjuRNm/eVIRjvAsuW1jay8RxEvofT2DMohAW70MIN2q79yEZ7YHkEBfO9311fLkMdWWlTz8xQAjLADkcZnRZjnKZlpBMuKWf1vXqnjHTppckTcxywhZPGUAP7t9barGQW2eFjY+GwYoMyS8Ex8BdTrHp8c1fF4lJy5ifXUwSM9pp1Y7trXmMUbRyZA0MalyO4YWBF7sG7SuW7cCzERN6QAMMg/rzdLQlc897w/cvjl+qW+MEk6Nhshj56BgUvXcyseUOZjh9JobJaCnbo6UgQK4xhGlZFMxJm1mKRbNwoIOC/uAO2JjnoaGhwGdBHd62dOnS6p/6Pee+PqG1Vi4auxCxCWKEsJhmbaZa/NeKCv0pkKx8i1nDcJmcO5/dHqE6DQ4nzli9M6dlY3nyQLOAWks4zRDyWvc4iaEsOAGGfNCyRRgENY8qLdMFwwMJzyBm7UdFP1nGrf1RpfsMEOPHyq8VH2vU2fmz53S333BTWWRXJ3xPW8ZkbIB/ZQI6Hn30g+Vq+t73bGPcG8SIiyc+6BNZO1LBMrch0OT3CmHZHA/AxtRzUty056i2rPE/ygdV1tcQdsg5KlVSpMZOcDBjfTxqUvnE84yNDTe8KfHIB3Z3P/XRvxvL9e2p60wQ51BJGnXQVmTRmDUzk52lS8Ea0wgCBFjpl88gTzQsiEdi2fFUxsQu515lHvJ4BZ9IDbskkpBKCm6Qmhr4oQ++P+GgByqA43DCHefHXTMz44d0J9PnPuNoks6tfbkImJQgeajwiJALBEwhNIbBXw4m3HWeOxN3zgQ7kaLq7w3TPXrsbJ5JoEgIYnwMbi++8Er32c99PiNK6p0cH7MnBKz/dhIx5llaXB6bwMxsg+Um42aEj9oq+0qk8/QEnljlIo5RiUmwr7sxEM9Ryc9F23HIwIXYXUqQxEZnLscFR7Vls4cotwysJK3DC2ppNC1eg+DS/W+5L/1YGHj3yeMRvDxoxnpZCE1oKfepzRnSIWE2nqmotPQf8UqXC65sJtZu1uayhwpUaZqwOfYuoUETfeihhxLy+lr1RX1NQMBBBTGPLBVrjSNpyKfDxFXmKEecwKQ15PWyZ1qlxT2Ks6i4d9Tzq0rIjYjnR/04l8+9CaDnPpgRzj1zRoxJ8anKiTQhuZAnJkOD9qjNmMKCrAvlV5J3mhoH8fhDpfqhYm54bUM/uHBkRR8wiwXz5ieAfXM0g5Pd3XfdGTUo0U1Zi16VuufkoPO9+3aHmOIqC6HMya6k3UlOMDEW1+lTrI2S7iX5tahupE63RwbL5IsOkdipwwhD3TNuEgVMqL4Q6EQsoo6jEYQiGguMBOtPyob19z3ycPfUMy92W7ZtSLqaI2EwUdnnO1liYvfoB96bPi4tQx5/p/dM2LGseTEckzol+32PZv+q68Ge2rZn4vXDnNicbo3OMs5XC9kFkPAvU8Fjoo6fdGJt23zllfUZ49aq66M/9eG013VbNr1WiegQ++wwHQferV29qoxdh2K15lM+HbV3VtT9eSF0+IB4Ff2FVDQF8DkUCaYgJESvf+Mm7KtUxT944qnM3/wkcv9ot+iyK6KdTcgOqZ3d9i/uqE0at8ZFdt2b3hQEXlDrQFLeXMj3Dd+01R9/G+4agiHNMq1hdrLAZPdWUiSdPx/dPYJB7D3X0alY+C2TJCdgUcH7Rue+kxHVmcVk1uXJrR5BER5ea25x/aHq9P1sNx3Tve6GsqeIQLRkPJtNIePC5M/znmTOBJ5IiDEtfvtz0TThqrnqpbosN4uqLZs4TmS9T+uyx9omH8U2UIxIf/whZp8KWBOmBJ9AEN/BoWCR+Ucz7VnP19lPiEHBCSDwU0891X3ta1+LsWRJ98ADD1QlrYOQSGVKqToZeOuAZ8JXVBqr4agycHgucM+kZ/P96KxB88mYIOj8xCkEtKOIA1Gw9DJ8SIs6KQiIs2cOClmcWOGYVdcARM5i7a5YHuQKx6YiQSBEzZhjrS1dK0n03e89XsYUJzfOTwy1CJw/+P3f67bnEOtZIfJNG9Z1X/zCn8ZfOFz37M9Vh7BDuaZE0ixfvrwbiqZguxxknh5ipoE4TAxA61yfANfGkGiwIXKGmXHdRz78nsTo5szdGEDKuJdwSoxgWkIUK0e1TB2RNIgX7BnJqG49QSTJXI0/hBvIGru2SioFrlReVtbgdHF28HAUaNCh/JayVL4g2CNHlk6emDQ4u7LetX5Pfx57LCrynk21jvzedx4PvLYW/ACcH5/au2DxouzOWpI+2ePd7wmGWPAFQ3HNBn0Hl3mvLL/BD5Z0flO7ijw3K1qUVERPPvlkjFMbK7AHHsGFm268pfuJn3i0e/jhh4MH2R6YOeAzN4/aIb1EDnINcWkaY2XcrKVF3w8aDCmgztERGPDTRhKBSmK92Q9G53kS2Oe5tOGkz/MxvJ0JwSNSATvW3QhEXi+BIfp/Pir45ASiFM5Hmp4PXmKOU6M1jAlujAtjkGLIvJhDBwzUzr60zTUnsYL5tjfactKYslIIjPo1Ofi0YmyKcaAl7ymXcCNJDyJwFe2NJOaiyMblEabjYXBaqTdrc0FelKdXqKaX/WnoYqP5XdsQA0xI7D718HQAcTjqohxXgurPZNIkMtfWhaxj7KUdzo4T8avC9Oy4uXxB1sJBXFkU9MGabkKASfpxXSA0hqCjCY80uQiqosry3fOARDrgYCQrSyoG4d0jCRhZtz6b3qO+M1DJomkMc6M1IJAD2amDwCGqnSs33XRzkuvFdXX77UW8dYRI4EMN1hZrvHQzJBLpA6jqw2El4zOZE4NE07IcmD0r2sWZRdHesv6NWmmS5KE+kn2/jkPxG9z6SbUbyCaMRI5FKrGG6x+p0v/ufY6epQJyEdkBxVhkzUxKIPSDcV89kQyR342xbcq0Od0H3v+RRHstiXHv2e7n/8n/2F171aKo7lETI9UEziBEVtHly1dk80VypUUCUG+d5FGEkvuQyNpUDnMGoxmxOAu1NG7Ei6k0XKo1YJ6bG8PX5BiCnvz+M3H1/ShEOpyEjEuLEYppv/U2B3jfmHfHlsWb9GL0KqLMmLrsrebC0gY/smVFnzObAA4zyHzwPU9MWxVHn7kZHcaSNyJSorWQnAnIOBkN40wMp8ORjCfDpEUVGvvZC07uiIEtthpzqP/mV4KA9t2h8xdi35DMwokWE2LUG53xXwhznHh5TrKIcJi/cEE3ORrnrHhsxsaXfToC7qDdX6FNUY4X0seiHwQeLcB4MJaRxZj9tQIvCC3LQYzNn4LAva++Vup85AZ8A4Es/GKk8fe///1aN0NuhIwrqaAV31u73oVwZ6Pi9HmY+VQFpgWgWTucOJzDu7LmmJN0thds2t+3L4QM6bKxPJsKOP4BUMAA5K0JCuFIH7R5cwgx0pY0lFEQh7rxhptrIz4pbuKtrZfknGLvO/mQD1UuKSqxddmWLdsSRSXNypgQ56213U5oogRn1nk2NVxx5VA9e/U1V4WpLCqA9QSqf31y8V5tYvjqkQvB1QSkxcZUPBNdLSPPntpdyXEVZmRS1IX4j1D5AkYJ+9pUYKKl4VycIEwTpKM+UxnzpHbACNxrHlIHJscFAj76IkOKJHBHM9bVr67NLqocwH7vUKXIORyNBIObFERclbO37rrz5qSBvTsnC15WPvpJkdb6oK8YFPvAwsULy+iHMVlWcO/0OND3nAagaNv4EJo/6Z7OBR+sJ2V+lHeLBRdS0hgcXrdo8YJoOxEQEUo20bOFwAfjxJRhmk99CSnUuhYRYywi+1AJpsVVeC71Dkcansx6/0QYk/Xt+bguz8aKPBy7x9kQgZxio4Nno8NQJ2RJMjF4mRDvhLFmXZzlFUk/NpljRqUP1r76cdL4zoeBZC1/PrvYzsY7Ir76SBjosaRoOnzhR934aBwzsx6+fFmSMi4b6hZlqTIlm2oWxFbjxBF0cCywmDI19JXlQk2+YRjBgJ4KhwbE1OPcgJkFCYqBZl7YsBgYPdskc19LLXUuWcBUCglxekTD9C0JmQnUGQUiIWjED8gVYZXG/Na3QjQAyTPWbOKmpccdnbXEhaiROJuJkFxuwnibMZLjKNsB+doYuHbvPlpStE55D/B3ZKsa5MNIjiY4n1QWpHA474u+EtdMSk4MAyoVJtcgI243Ke4kBbLbrugcIOte+2VnJ1EaBjUUdZnq/Oa73hI1cnlUyjCa9InaiANCPDCBqNZAxgWx+j9r1SBcTUbPSfvv0UzKgh3rbXJsyVdtHWwCUCe/LzsAd5ldPWwB6lM8gzkxGumfudCmyS0GkWcQmvkooqi+xp+bkD8SjprrqFKJ4B584IHkrTqXUNSXQsg7IgVnZJfVsoS7XpZ+Heuuj9HtH/3cJyMxGdh6Tcicak/RnvUizo84McWTmU/wjeCv+77rcx/ZRjPpmUyv/qauGClJpGVhstyInq1NM4Hv7KyFT0W95bJhMATfNF8MxHgtMyZGeo3LbreStiHe0ZHoZ9L3M+nL+dSxO5rHmQSgnMxyCCHbs3wuqjkj2/lY53lAxif5xPTJUfez1q3JTQz5hGgAMqwiNJtTHNAeO1duR/qGbcoAYo09lXGKfSJEa+/46aNRwxOU5IgYAS3jj8dYF3vP5lWruy3r13XroiVevujy7pobr++uje93VrZ1DodRnD5rQ87AdZQWqO4lkVP/31YQLs0InO30MgfNTgPXCqdSQVJg9Sxh8FF19ojbS2dEhOvhAJ5phGxye+Lu1ZFzCe979rmnojolX9OsRLIkqRwiloHSPtfZse46yc4ECWvkIoGQBzIR6iU1aQOSzUFe9/jjqLA6rh8QHsczOOry1desiIEmz8cAMX/uvGImom16BuO0i749BDk7mT8UpxHq+8H4KR35YQwInXvAcwwo1qqNcWFU+swnqH+YkPpzqdpLVXWfhFb0sYdlL0FxdkEOETf1HNeI4BXLEBoMFw2EoaKCs2sma1yQTv/1Ccz1wX2w0b7+8Rvv3rurYFU7uLIUqfbSV5sYdu/bm2iy9d3aLClWx0hot9lffe3r1Zf/8L/9YnfPW+6q8MyTJ5J4LoRUmlDaEqppDOZAu9o3dogoW4ldV67pS6n9xhcjFBhALNbxhmBSCosPt06lNTVDz+loZeqXmVS9DclpAWfyF5DUjqRsI+8uIN7EKQyHaZ/J0ulU/krCpk7xqOfDJMFzQoh+etbZ1sXRYNNXMepH0k6WAFnniwpkS6nIrUh/WoazuvnJaQnDWY8fCfyPhDAddAdPTqddxtbT8ePTysI7yqA2Lu9Y+k0fm/ORs0zan0i9M+n0qRhHqepzYhxcuGxZ99Z3vau7IllXzwd1zuf5+TkJZHJSLDG3USrskmsFzBvc3niNBfubcZMSmO9+97tLY2606Nme9eaLClpFJs0EmVySEjdQDAzwWykpHATNi4VYJl3BCMgXbgZJwCdPjDQ5kw6f7JH3fHIyIwADhjwIZ/fuBG5kXcZsz9gEeN5ftHgorpB9xRUvD7FRCx3ahtPbOVOWzUwDhK/+BzAQjL+adRzC23lz0RATJGTIAoRFCxcVgzJ20o3qAtEEtIcWiqBGhxvDU2NrbWjH2MGDr9f7DX4FgPyDoLXtOiS1y4Ut4VQkuBMURDIVs0jAhIgidgE7e8C+AiMCGxkzzINr2gRXRE5S80EK2ZTRUT3yZlujkrr6S3+aOzs5uK98SxjV5O4D73tXt/a1jd3zP/xBDE+Hu//13/27btUrP84e5jUZR7/Tpt8yGRWTayaUMCrGGoRkXTsq/tPsRCmC5TcXL2+MxtZL4R4Go+S/GhC0e2wWIetuygxHwVpa9NsvL4TRnD7du1uoxsPDfXgrK0NF7mUCqOaHcqrieVFx1rexsUj1lOFFSmcJEUa3KAEjmISiz2IJwByxckfOCOOGswF/McDhqNVgaePCyaj/ByNsDoRwDwcHj8d9dSACZmfw4EwY07wElFyWjJynDkf6n+ZaErGX1jH34NyR4NyxqOsnop5MWMimkBj/3dkqGviejPfhhWeeTWbOC90jUx7tFl87FD7aM0ZUgny5aUcW/VL0XzHfvlsC/uAHP+g2bNhQGWDac+DbSq2RIUKPQH0icAgKUSG39aPvSpN0Dam8o/hdhB+V5mwmOVtDkzc5HDhGLkaPqcnQyOHP8uiIyQvJWy1NDSskYxSjlQn3DGI+HfcJqcvwYheVkxmXLl0ayZVzf8NcSFCDuixuJBsJZgbgJCfGQ2JA6EZEmJCgdoRL7fQb8U+fNj/GCNsHgyghUgAz4e5VmGFA7TeG4w+P6iVxj2hnI2kxosbk1O9PPe1aASdTjkAVcGR9ZhsAY/CzFzertHL78aPfdtst3dDQUAyNr3WPZyumoACuQHUzQLLGI2ZELnLpzrtuLcZFhZwQxmcp9HSMXKKr3vnOt8fotbO79+7bax29bGhhd+2K38th849GPe1iZ7i1++Q/+YdBqIwpPvvZ82bnGNzrK//1pvWbynuh3xCGBLFd88oYxG697ba49DJnpGnmUVRXhpmRRRhgYGg+f+ejAUjqfyoBQUcD6yKiQEAkINM+SzE7woUwCcxTah1MDJztSjoflXlM7o2LMJg6tz9VA75MnTqlllFTYz0+FYbPD2y+udzAyff6S+3wElOznXZfNINDR3qDKPzaEy1vSoyd62M/2bVnb/od5hICPxABMTntjI+RcEUiqiaMSkRZDKy0y2NhEIKAHAgXzhEtI2v04KvtkoyNRyKdHd8zNxrs9r27y7h40913dgtXDCUcNPQQpt0XxlF41RvVXIM7/hRETMCZcxsnbKDgk5bKiHCF641mPV/7kSEYZDZ4k4Yw/dHNW8UN2T3ju0o8w79X68SMi8/ufDhras0kJqb3eA4Ez5GSVDqq+foNaxIFFCmRQHfGrYUxfB2INRHhIFQEYN+lctVVKzKYs926ILT1ukmeSEJlTcX1NN6aJgQhSZuiPU52idfPZWJtGvcnTzYVX38jxMrtAGnk+aK/MT4YhzFR6fYnqshv8JZFcTi5pRoMEF/+z++ec2JScUikmsArE9K+V3L1wYT0SRd6baes+rmOiSnnwlhopLYdPvXkM3H5faP7f37lP5bh7WAY2Kc+9anu7W9/e/eOEOST8cX+yq/8SiUY+MhHPlJw+fSnf6vbtf293Sd+/ucKdrSQr3/1690f/dGfdQ8+eG+Otbk1MDnf7d6+qRCURjEnjPJrX/mT7tEP/r2s7U53v/Ubn+n+4y//UpIurO4+9Wuf6v7Ox36q+x/++T/v/vLPv9598U+/VJbsd77z3cn0sa/7/B/9cXfPm++qHT5bN6/Pxo1oEvHtiyyrwBWICJZkcGAiNPNclkYKGDqLGCPDBFmMmQWot8IyA74QHT9/TsaINNu4PoE8IeBlidaaGWMSi7oMLTYdyCTDj3s6k3E6Gs2xI06WyKEEia6iITXtiuYlqR7i3rp9Zwys2Redtg7HEEYmynH9pmmXdyej6u49tTeMOzaLGGvlw9698bVuTlL+HMw6OGKhOxW36JF4XsakLxhm1L3SFDKwqPLRLHLA4NEwJvuanaYxLhpE5f2K8exUxiooJfyy6EuSB4xRIJVDFhR0hQ7NEY3SUvLzn/9895d/+ZeFj6IXbZzw2YxfDS+9Xxjlgj+c3qBRfCNuCK74bKLcvXYNx7Nh2/pNx3AmDv8zOSRMyCLuiRvaF4r7SAhHlTSBOC9fqI5zc/g9J0YaUjk8taTuzKRoPZiY3nWvXSgf8Oysv8W1Wp/sTDSQbJESvI8eg7sP1q8AFCQYF0JlZCJZe0Ltk38bqw3sGVUItbe6NmIuuRKCb8RqnMWw8o5lQF8Qcv/dBLjfPgcPlMT13T1Fmxfrab/DEBiFqKjAzGCkn41ZjoT9xo0bK/LtAx98f/cP/sE/yKFwP0q+r7+Ir3xN+Y4xQVpNn3WzKxecfbDXXDPUbdoU3y0pFtfInuQfu/66W0Ksn+z+0698qja8/Kt/8W+7P//SH3d/9Vd/lR1Zq7udQXpM/HA8Df/Lv/lYUu3e3/3e7322u2rpsu6ee+5JFNaOwC1hoGW8rOEFGuFIg2KcxmJsPq2ZeywC8cxS4IvBeW56CFOyA8zPQW0OHNi+JSeBJFLMbEzoAAAgAElEQVSP2+rF1es8nDjl5OuOFhBhGN/uqEjWw7Xkcs/7hIE/xIsYzoSg7SW++pprCqa79+4rnOM6Gg4dgvH4CKHxE+LlyK482sHxuEtzAkCOrx3uLkvbUzGKo/F0hKHjNOwrQabuXBhAdypCInWcyvPqckDh+QiySlKRZd/JuDsPZSw3xDMg7RHhYYk3Y6ZoxWh6+W9g3yw4tLlGCyQxKfzYY4+VRsw4ywXcMvbAJUJlZLl4ZIwbjCuIaSTyNeId+ZKOI2YVChZQXGMQOhrVZTiBHpPiAJ8+Z3b5oiHZ5KjZ9p3aSI4g5FO25hG+Zs22Y/u+qNhORlwcZHTW777cS1B6zkIyOQfDCI6+lg31c5PLOP28/LLFtVbcmTxNXC4S55HWjCUYkX6fyESKOT6TNVS/bzgOfu1GSo+Oem/MxtsTWU9ojVh7BOyNWpfG3qvgmdWLl4y7R9weMduN0QMC9lv9eajduvQZQrb10Pu9tB/4Swd1ujaSsG3msAwx0ZiutoetGWlAWbZs27mtAhIWXjEvWUeOVKzw4sVzI8kky4+BKMgocbrziiYnom1MFsDOJ9a1D//ET3W33X5TCCj+4RgmjyZi7d77botb6rLavvjccz+KYezK7uG3PxDjZUI+ox1h+mUFrhFdGr8+XyTkaC3ySysFp3wi5FYO7es3zTQtZU1cZi/8eGU3lGXVqZnnu+8lG6fkCbNmx+Id/JIBxQ4ldTj6RwSf8Fh2A5bvijvP3I8vW8HYxNwvKzgdjXHNvM2bN6ebfCxZTFLnkRhaD23d1E0OLs8OK7KpZPqUOQnWSR64BOzMjG9qbDbhTI7xTHrls1lKORmS739iYBl6LYPcmTNZk0eYjKq5zDGo2WFnrAsyhvsfekftYrPz61SMZQsWLonmFliUZhIcjJqIltAIXDTnbEK2L4Lvu2IswzwFJDUNGXzhlPuNPksik6oqoH6qsBDPsPOC64qOKV7216SyT+8LEHDkiHfERcsLtXfPwe7Z55/LumpREm7flUaFBSZRfII/tOHPublbt26NuuK0xatDwMn5tH5drHszu6GhxWG4ZxPTmr21Uafsk92TBHQ4/ZWLuY0WJUeUnE9hJCRauJxPcco+uZouxE1AvTt40NGciX8OIZw7l+CUTAog8s/2pocBomWcPTH3xAohW2lE3qS1/je4tE/P/k3XWz0XP0PITrPwLji3SWkT5bc56S3KvdSvNV8ImKvNjhh/kHL8hFklkcwN7o3w1ry2rrvjrutL66l1dSSJtdeOEPz0GZNCmFd0993ztu4P//CPs/XuZKT8S917HnkwDGBvt3Tp0sD/ykKexx//TpZFa7uHHn5rMeOT2xNRFpVRuTTuHj/87v/MR+9XBkNjqut5B3yM11JEOO/MWXNKIFjWrF2V0yu3bsvvyTlxc22NaVoSS4zPTredWcdu3r69XGtLrhhKIAk/9OXRrkZ1mzdtqUAhyztTpi0q9+7YXaYENw/HgHX0cIgwTEwc/OXB0WkRLBOGc15WgoNuyaFtM6dMyfdsO4x2ydg6HBuAA+nOxSgV0qkQXCmQipCzf9kygLbHxnAmz5wMCPZE8m/PZgtRcYuvurrbFmazZlvyjsfOMzfRjMuW5oCAWTFQZnkBBvrZCriYP9fFcQgGsYWRJIYL7jUc8c7I35V8jziHLCKiIIo1KURBpI1LtAZVpCGlv9ZzlMxTVLukkk08zYIFixNLfSxq2qvFGBjARDzNnjsnG8o3RFpkd1IQkNV52/od1aElV9o8EamybVtx0JlRoUVCHcjOGGsCKWiWRFofT0D/iy++krXYmG5xuLH+QNLjx+Pwihagb1Qr18V/y83skLOVTzxb646HHnpb+TOHjyVoAANKiGEvYY2p55UIuxHw6yVur04jZECvkuVDEW7QVumvZ+Kj1vt+Lpz7by6RyJkcMG7EW1I2xOa3YrJ8Nycnsgb86le/msioFd012YP78Y9/POpZDDRBtlNR7fbGpWZ9eNddd3cvvvxCEqivqd+Yc2zupXrbkcYoMzdncH34Jz9QDPF973tv995HPhJ4je6+89j3u0984udizJpf9ozsuYqK9508PztnR90Wt9+mvB9GmU0/llMCdy7CIv2FEz3R9kzOsS7UaSpwG1PhT4wDLAyzQqSY1eloFju3bskpHsPdzSuuStjqxG7z2rWxuZwp4+aUGJ9OhWNPzyYKaXbO5sADEVqHssqjFR7Jvu59pGWMVbQvbXAx7sxcDSVO4PK4KOddmNHNC+HNT91zU9+YZEQdzkBGj0pSxDlRd7MOnhguMCFzdvDQzpqXk1kzO5h9rDx0geOc9BVdjE32FDvkDiU6kYX7eAjzYIxeBwL/UUJNoyWtCaz2PPdEeWEOhKncetud8R48mkMI5rJ8DuCWesKYwcY8+Y6A7VojmXuDa49j2gVr+OI6+LdSEtlNlVhjsXquXLmykMXC2nUFQkF8QAekRth8a9a81B/bvvggEZE8U6zLVyba5WRcDqJ6rH1nZF/r4agZQiNtELBuuC1W0GNJlPd0DgP3zrx5SyIhDpX6RwpyzVxgdJqcYIkQ57QAalQC1/fGh2o73dRpCzMZsQ7Hyukkx779uKRC4NOTBsaZwxuSBkYMua1uEplTIQGPhEK0YODP2HqJ2xMqwCo9cjaiHKmp9ATnGe+/8RPcRpb2TH9NYnPw6iVlg7Fr+qVNk7kzoaO48j/9pz9fceO/9Eu/1L3l7nsq+dv8HCxHi0HAnpMW55prr60AGhJOnebGRvppWYMeSWSSehdEki1efGV2fh3onvnRk9273v1A9/WvPR4kOR+D198vxvuFL3y+cnytemV195Z77ioEe/XVl2sezRsf/6XxXWLucANMZfgIzyhcsYdXqfHn+6ggJWhOTH9tJDidJVG+dEPxvy7KHIVqukiZbkdi1OckqOJobC7ZPJ8Us0lDHDxcuWZlju3Zkc0WV+e0jfnd5KxrZ8f9JIxSEoKpUY1zSlskbA5qi9HqioXZPzz6sm5a1OTzge+YBJVI+ifh4/F4W/iZxVgPp90LIfKKMkvSizM5Lqi6Pjr9Sb0i9lith6NKn0q/j4cB7U3sQki9CHhM1vwXYpfZFbvO5hynG1FY45fw4UhCNm2sGRXYBBADvLvE/MAH7AhRiQQIVgU+INpGi8UI686lf8pq7aebCI0LiMkbUSJsJm/E1aQzJGilcYi0XS6FGck0sX37tu619WsraH3homSHiJ+TWmxfMvP+/CTGc8rCmjXra627eJFMFFPD6XOyxc6t8XuyUk7P2npHBhujWzgPv6VyIGq0jCTW2/PmZxNF1KWxY2OcS2SS6J/jiRDSp9EXBFYkrDLEf+P1y7MBXuI6EUTnux+/sCr9GZsIp2RbSIgeV1djSmBQ7+dTcb0n4PbZE/LrVOuodVXaZ//r4r8j4dWIuH2mhaof0SIIz+K2fjcGYk7cc/1DH/pQTj28tiyZP/zhD7tNmzZ1737k3d11N14XTpMop8yZzI2XJe7XWnDVK1sr9FG61j17bSjJecdBbOdh7czWxqsj1Xed3V62iDlzpycx/tVJ4L82iGPd33Uf/cjf6z75iZ8P856SMMvrwoDFQY8JY2Y05CLR5zwYsjcWxdoV3BwXy6BFM+nLgMkxGGJ4mUcLm5OxentnVAhpWTSs4/FVHwtzmRC8uf/Om3I9THdqgi6SsmdLlgRceXKWzxt9Y3zb16Se7KGOq02WU/HrEzL/4s7Hpn5JJw4eSGz9cCLkhMnm+qgLCezIHyPr6BhMj4d409sYqrKWj4H0JM0hYZnn7K4L8Z6PYCitIuvgs7E+Hz15sGwuIjyCYrFyX+h2ZefX6dQ9NckIz0QDOJAAm9NxVzmh0zWx6fY/F+eqpRwYYXQxIKffcI7wUcy179xshGazhWDUNGfX2rM9XPt/66DzdgHS4ATidp3/xGqmYtKgqdqQEML566VXLHuRwjrbH/Asy0SCxbMOjmbTndx+MkH71nMLw1ESRhmpMCeujFUrX4n+f3etWV944aXKLrngsjkh1p0ZRH/g1/btW+NuCPADgcsiwQWv79+XEw6zdrlwfn65MJw8fyGq5cFwWH0S/mjr4eggxIJFWUfn79lnvxbLbjaHL7oybpsNWXdl//G4GCEunxOIRjoM1D4E2ridcUJI0UhtvH7TENxrf2mwvkNO999YcHbl4vNv+K69XlgF4QcBAgigSpiDZQLYcz+tX7++5udf/ot/VVE+v/prv579zke6//OW/5B+J7nf5q3RTmbHJ7q7/Mb7D+RkxRDf3DnpQxD7QpDmaIIfWLD3JLfa7/7u78ets6h7W6zSM6bPLRfYh3OMzk//9McqI+SJ4+e73/j074SxTs02xkWxwh5PIv/ZeXdXkCobKKLW92O21Oi7PPJfY7ZVTzEkvyUnrOtBaJ8RWZmCuAGzZl2yaHG3N9brbz/9TMXLX710RTf/isWRdonMmnlFd8eN19YWUR6R0zFujYpk3rBudYghmTki7Y7GXz05dgBux2MRHGeOJdoq62KppxZm37tAExtuEpCQ9SxfcxhP+iXISMqf5PSoPczHTsPtaJkJxxSnIAfZmbPpa+bDweWs5rwqx8IEjuQeqXw8a+e924ODkfKBdEWXTQxzmBz8wYQtR8gHoaGFR3lGIkEMGxx63ALHHpDeQbSInM/bb3joPrXa8+1Z8A0e9ZZRFz3IIix52IMPPlgvIOhN4fzUavcHL1UlJTWMLx2UvG3H1vXdnuy9HX0hqkuS3R09uLc7tG9XtykS+rU1a0td3rAh2ShCaFdfk4R4CY978aVXktB8Y/ltp0QFcsLh1i2v1d5Ubcr4YZ12IATMQEDNcPjX3rhIhhOFMzk+PXHLLOXiuQ8mCmdfTmEYm8m56trrI30TbLFmdbd7f7YszktwSxgfV86Xv/yXOU94ewASlUnMd3bZDGey9kYaUC+t4PydT5t81QxsXGaVgbHETtxnkfj+HN8ipvpstm6eze/MWf5CoL3XouBWrhjvpZgEY/GXuK/y8WLYFwRmlI80aiuXVB63vpwUNdH69w8+/0fdy6+sihtkYvfQw++qvFBcfQcOJpgmhsVzSRtKi3r+uRdCsLGwHhG7fiTW1JxfFOOetfTYwCOrwBiHdnR/8aWvBta7ApMJsQRPDoFPzhGy24Oip9LW7wXBY3/I2nvX7hyNO9V5ztkfnVDFCdn1E90hSJ1lSZBaeuBAqP4a0+MrxcSsWev8LyNBPBk7CXcu94ajaV2YGOt3IsjORgtZt3pN9/Rzz9ch7dPSxoK4ImMWiqFqa3c0+8dn5bkrkvVzSmKoj+9I4vu9u7qsG7rD2Rp5Nqrs2RDtieDPuVMRJif2xK8bIo52d/vd99ZB9rKDIIrjOUHRFs8TCIyNIcuy4yGovRFg26Pl7Yoba+fe/fGk7A7OZlmX9TD4nA+cDmd+N+092K0MTbwa7XN7bC1Ho9aPi+SdmpiEGTGAzUrs9sxIT+GiEycItc2Rskk9NDtapBBgJ2WgGfEO6K4RM6JFvH77Dk980ogZaTF1LrZG1IVMg39KnjdRrVK6uD/RRCQBpG/SeOSLIzmCxuj9E8N9xgcRh8Mx9+0dxCunM/btHoiUsAPpRNSWoaFlFbFEjac69FskkwYncdY2U1A7OMSp9atWvhhXU7YaWkfl3X5NGwIKN8R0xHifLIoJEZ1OJE8APXX6nFgzl8aNMi/Gs52lRgIO19TQEGvnDdX+snD8pVctL2s2w4t9qbt27EhUUc47jk8RIk7ImPq82/36WYBsGSACqwJ2JqUvvYTpNz/gnHztOG0INIjS/+6lD9jV9fxjCSAKWO5kEzQqPkYW2zNBdu1geu6xbo+L+mmT+7FIgcPxU87I7hpraPmn1oeJkhz33XdPd8cdd2TJcDpGwRe77Tv3lLHG3ILd8ZPpk40BgfGpuGSOx2h0NGdn9SpcUhtFGzoVF6FMLP/7//EL3b/+n/9d4NZ1/+yf/U+R4L9Vz09NxhfrWqmMK8JpBGIYm6I9WoCwzH68vTXbPb/pKelCQhnTZoyZ2ObpGJlqeytVPWvVxYsXdqvjwTiX3UvD5+IDP304mtvJuJ22d/tiDR4fSXw2jOtM1utCM+PlDdPIppFTfPEJEEok1dCyZQlMOt6t2rY1CQe3FLsBwzNZq57LOw6W2p1caqfjRxZMAk9oG+NDuKPzx/tyImveo8GHw1maHA6+CbM9E8l7IS44NomKn49mJr4bNghcmpoxTQoR2xA0KfnXbf/kQuI5sWGigkZG2J/ABMyaap1qqi8+4Rm12vwhZPSJsDHNpkH2irmnU0ZKXJxBsjGVe6mQNo21Bj3fS/PBpOW3zIPT0lEbqOV/oinalTIp6s6++IpXr9/YLV22IoOZHIPaqiDjwazLri9CldVi545Yz09vyvbEPXFLresefOiBytxRrqMA5kwm6WS2pk2JdCApJ8QFIiPIueNZlxzKhAYzps2+LO6u7GK6PCFxOYVg44YfFzMyQfr74MNvL20DYBCKdcrsBBrou3mV/dDm91ez7jkcq/qMaYkXz0CoRMqZhAziqhliwcaZVkrIughWGwUj0jzP8K1n8RUE6hFYShj3wdryUVSYEykvRIIfP5xopeNxLU3KJCVC7tihHGkTpDoT3ftEkOxYoodI1Dlz58fOQLJknZd3J4bAt27eVNLYfvLly4ZK1ZwZzeXlEPMDb7u31lUYRQRc5iW9jQpwIsg7JZJvXizUh+La4592XMzEwFWCB1sMF8aYtm1rwlhjtfrpn/549/uf/Y30NeG3MRbKknky0u2NpYi4Looz79VAP437dZ+Bj00MNB4BgVNiwb7ymquTgulo92ok7m989re7OYklYHOfmXXyiaxpxUiLux4dbe1cmKUl1PgJ08qSPXFyXKNhBqcjIafkWNPxEURiCHYd2NltTcDRkRACBnEiSwRpp+w7l3WmIsqimXFDIUraxalwrxPxmuyNpD8WmAgu4dZMkGK5nSZHAnsWDtmmil4kfORvnhbCtd9d8glnZE+JAcymlnnx5iDkVhotMWI1mBGqDU4j6ZGLUfYeAs4SGE2OLOV+akTqBsSA9Kjfd1v8NK6h1nD7rGtBRMwXklB7WeUkK+/XBGO6y5KCh1HEYVlXLVna3ZD1tjxb61/L2iZriE0b1wWpcrzG5GkxQL2pwhVfeOH5kowyKb75zruTZf8vE78q0mdyVN/dhXBHskngdOo8Guv29ADteNZDUUiSjG1x4omvDaecHiI/WxILguJiJozF2lnHVND9AYoxHEvk2akYSlh/165ZlbjWVQl93JH1ZtSk64YClX484NNcT71POQMvEh38Gzw17r70BM5FMbKAXRFxMUWIjtDjcoj6NDncfeXLL9bvl154sYiEtNL/QoxIy1dWrixj1/Zt28q4dcstN5Wrz7pfIgOxzfvjbxV7bkum43qokjOSRaUhi3kVXCAjDBeVXTWeIw1oX9LjYsRbt20so9A73vlg98QPnsz8n+0+8Y/+Sfc7n/lU6CGGoqzPJ0bN/9sKV5fILqWdU9z6gaxnhVFhSKL+JoRY56VPN2cMq156uXtqZU7RTMokEVazEmk1N0Ee9jVLJ3UhRM22cD5icBSfdhic5YzTMe39FfM8Npbl4RhWt0RF3ifV0oIk6LtyqLsQ9Xpv4LcvyyiayMQQ38xoQeb0THBBMM3+jA0Bi9ay83ZMcl+z9dhpNyn73W0ZRYC2QNIMEa1PB7lPTeCOs6JFPJq/UHHsOlnWmOsRBRzQGvobWVwzF3AWvpDCjz/+eHldCNdG4A2O3n19zbngRQSJMHEbRGzi28teUkGrxOQwaDB0xVY0WA/loUD5TJD41ImxWWPtreu33XZDJv9ot3HdmhxPuiDbCA90u7dtitq9Kxx+crJK3loq7/1vfVv38kvPd0987/vdT3z4w/EfL4+RanX6lN0wITaWS4nMbV0UQaV/RaiR0qwX+sFKaY39clTzIzlbCRfT5yIiojKSkbRj2AOkF57/can1e6Luy1hiQm648ZpSiWwWoLZ6F0z8jcoOLqVleZA7Cux6AgdHRJ41L30rJUpmfeapwXPpZPoQ/K2dWjdctzzq230xFO7vnvzBt4Ngp+Pbfai79uplFU10ZdTMD33g/ckeeiBE9b1SJe+49ZZSo4ejlSyKO+mt990TjWhygiB21FjvfvOdZdkXl34akw18rGSFI85PhNwj735P+e2fjlsObB5KsnqbNo4GJpYD0yJJ3v++R+KHn999/OMfrz+x5z/3Dz/ZfeYzvx7Jk/ORMieKsbfP9t1vwTgNV974CUS1LzuqkFh1u4nGhxlNmze7uyEbDRYsuaJbn5M4jieYYteOPbFS76x4bWdTiVFWHzuGIo4b8kuXKxDoKOt2ro8Nc9if2IMx3JArbuoWRWMZuzd2mMQX7I/UPxdCPZfD6k/lVI/T+3f3uE9VikdjzPSscYPXNtJweUpYMSXCBIwxPDg3IwyRNEbEduvZe41gHZ2DmVafom0ei+QfG2FEQArVhhFAZgzgBbcaUXvfHxqUpYfb9Nvf/nYxDsE+LNo9rvXquNouup/8gPga8ok4qJ8+R06M5xTXFesKO2ekUDkcTkeKzpqRNUbUDGizfUeyI0YiXH/jLbWuRZBTMsA503JAW9xGghCOhnseiFHhlZUv5ICzzbU3+XTekRR8ZnIj3/vW+6I6bs12rpWRJFPjLpleKXKpMaPCMI7bP5r186kYqV5ZtTIW1pxtfPfC7mT2G++My0JuLKlRrVMBv40N8AH6xzGwfOPrX89afV44Kd/jjPJDOnUPt5QhclISBQJsAzi3i3poH4pJQcQNwP1ExbofpAAphG3SegNWkDu/PU+1w9kvj8X+4QSrkL4kFJec836tpQ6HeU0N0Tx8/9vKWIP5yJ1tQr1rebFi2fI6Y2pGQl7dN7Ybr7u++iwu3eb9cZkT7MR9qV3vuuvO2EKuL+ao37UtMt6G7Tu2BTmz1zbI+o53vD1jNrgz3S//8i91/+Zf/9uyQ+jjxBgnizEafI3xEpNqONNrewMmdhFWvbaCqTGmIQR7ssUk8ALwgowKQVyx4uoYKBNvgJC37sjhcImlDn7tZJU/vr82W5hPXgfunSJsbqQIltNRg7HaPTGuTg3DXyhVVeC1++ixblPe3xPmfixGs4MxmMm/NSlLIAcDTpiZ9Wdwc3LcdJNi3Z8dDWBapKpoMNZvOKe/osWc8wXPtQu3yl4dWACHxBC9ZI1rMUzKM2DhsxXPFQ4NpLLv6M9z4PvEE090X/nKVyqbpnvvfOc7K3upOQdf11q5KJHdaI1RBzxM8piovqN9B9pzKvBdNougc8RKzxGPR2V1KuH4TIgsC8z285M5cXrid6lx0pPOnjWvO7Bzcz5nxMCVScv6dHospI4FffnF54vT88FlgdM99s3HY5y6I4eO31ObBoTDcZkAmx1MByPtra/HRzUfG+BKAL/61Rx6vXB+jo3ZmrXkjhBDQgFjMOkD17MOzNrneNZZxuWA65BX2p+c5AMzIkTT56jHwvnWvBr/YCygs7Kvd3pUJfCw5mV1ld4WxzVZNTnpbptIEWosOWWRjpRRJKshoRGyws/KheFZgQhumEApaefNmR+4J1IuFlnIThM5wbCU9ifF+DY1EUkliVLX8WyMMA9S8JjWg0F2jFiOcTvGMGOumBMJehh3JhZ6yJIlx+mstzGCLMaTY7uPExC2ui/+1QuRouMihU5HC5kWKSTQxAHmU6Iq/vZv/Vq57+wMix+m8APTUtKNFAOES77zi2Ygg6Kf/lopP3Oek8CQ8cw9yAnnzocp01ZGRVObtThnWi24ogjtZAhwF7U4iRP35K9irDNWR+WamzNxQTGM2j4dy2AMWhjE6Vj993QnVyW0OMkYDmXde/Lo7qT+OdYtnJfUz5n3uVnazE56HqmirH0JGLBbuDDpe6PRgH1jSkUTZcjLHGaNL3rP0sDamj1EKVzIlbHBvRZp5n3zzYiaUdZzYNcIEh5hEoj4ySef7P78z/+8ti8ODQ2V5nXvvffWUrfqGbzdPoqQdYxkUlGPrKyNfSiYlwpRdS6A9myryO86vCvGIMYec2a9OXbssUhh7o+jOeIzG66jxj3z7AtBzJwOkWAOSfDGZkDr8+m5nbujWkffYCmcGmmoyB81J++tC3E/9tjjtZ1v0eKhiiE+GcTfvnVbQBALdQBMbb6MnzqItmVbmEHUaVvUNm/dHjV5X/rbr0XCrDOpIqY43fvYcohgGWCM1s2IyvOk3IaN67sf/vDJMKEYhNIXOabEwGJ0mbeCR0PMygKi46mnEDKf6qw1deFuQ+BMJEQvo1cspOnz8RDM0URcUacwBsUmAt8nJnCf1BFJtXv3/ppo+3lZpWkIrKakL0nOPXE2kkj/7Oo6HhV69Oi4WtJZfXKEDeOT+RvOswdjQAkYcv9MrfWc+cx6TxJlk223NyGPc2dxrUwoFW924Lw70VTzkmweAu/KxhbpeIysJ9/qev3TcKZfI/dU3a61Tw/ajqgYOxy0uQAyWxodDDONrC3jEo+Ds8Im596CpcuSF2tJhEDyZ0W7MIeWA6TgidhNDsfSH2zO+j3BE2Go4bmJDIvBMD7hsWfGlsRdcvkN3YxIWEe1TsuaFlOzlMBvBc5gTa5h/ubhRKz7F2IA7EeaD4Scj3OFT5nRtGMtnP8z52iB9sYFJ3LQnMennOguGsj4CRlVKA8Bq7vmI5IYDMAG43zmmWcK5mI43v/+91feM8K1YDPQlNFiYwJ1ZIwfKjHZI4nU75FAB2j3VaB4r38mwA4yXXv9zUGqqNV5RrYJPsMlQ8vL7XTVNeMTFDK/Iqn2xTCzN8Q7cXqC/tO5G+6MGheg+YOY6p0UhJNx8o64RtbH2j0x9b79HY9kHeuE+5wLvOz6RHflUKwgWZ2XnHeUK5ddlYkLw0QNk/4AABtiSURBVMns2cP6gfc/Wj5A46Ou2ph9MkQqYYJDx6xx7njz3TmjaHa1i2j8kU67dmyvyCAulIkxpnjHESZz59oh0++wQiQKC32TtnVh8I/rCsJVrD0t4klkcw+WZQsiwTOJxu6zd1eFmwcZFOt+z7dS71fl5sJfX3+733/a+RUkG/EeBFRc0jXqpPuFlsHClkeKxF+e+05nlI5m2dJr0s8B8kaiCLkkaQof1JN6+/H3uNH6M5gWT+RPef19+NPD6K/fVx+p3cNjwBjzsF5gOObdHmIwhJv+EEabE22Oj+8fusIJEtMYaGG0qbLrBNaKfvgjWdt3UDozgP/rgeiNSNIAkHbXQ7Kvxzwpl2Deu9TK0BpN1JEzdm/1BBwoh1YUn8bpOhwglSUttB/dYQCElev+9E/xvZVRAUKuZ60S9aSkU+60jJk4fnu4fWrI8xr1KU7YmqZOSAgQcOrhGBoAamwIgnvGs6djzZaa5XB2IQG80xBIEZY99/nrSElrJdzXukdCNJJ679792VmVM47zHCbQP09SxVKZoHZSz8QqJkv9+VJ1jcouFdLZmrQBD1frUdm/Se4ey7d3aCPWKOr3XT8yoPrMcraALSMozuhoEuMvwqyWG1Bfj6gQtxFxPZZ/yq88ICjSWan9qRkCBNC+3xBE4ITS6mjt9b8RadrL38X79bRx9eX8RYxq/RvcuPhxqb/abVb5npFQjXt4UFvdNx7jLhDnM0vZvoxkVLnS+jOg0lxp7V9qz4sQv+60fo6ghPP53uDD8q35vo/6MSDsjB2Jmj9/+lb11lgwpvQ7uERiutfGx24Q5C6c6N9xv4el3wJ4lNYt7fWlr7//ne8QIwV7qbmuX8ZIX8yKM7EJ8EUMBJjOzBLTPUuOJjx7uNaLpWUhYp4E1up77rmnCBo+KoXb+Wz0WBfzTyXf03GWajuPZOqjmpFcIkqURtAaxPV0zHdIL16V5ZrkWPnSy8XBr12R3SsxAjhhneFJTK9k8dqwQSIvV8oavjCqTSvFnUxMAXwAuDyrVJ6rfJe4Lg9UHfXZXn7DpzoM2r5n9fqrCcp1BK3/AJnb9ZzvSjNoNSNGq1YYoVJAH/RJ+81KbXL60j936ffg8hs/ID4irILZNYrIhULmQX0DRLlUX3vnv689Y/7by+vrg+h96esfOb4a+4CQR/YHsjfCfT2jSU29uM2cDfrbxtx+/7f6B9beGTzf9+HSiGp8cOYNhFe6g/cGBraR/R05PuMd2f9gTOFJGw8JPvJ5xPr6/oyEV4Olaz3eogt1+A8KIUBMBW4KA8U8RhIlGqERSukkdp7XiGZp+aR4tn+3Z0INby8auxAn1VEFrMWyVCK6oaGhIlyVIFyAa8BUqe9g6DC2Va+uiaHple6lpUtiyJpVZvPl8dmuWbuhDF3WcPaequOzn/uD5FR+a/fgAw/Ub+GPjEiyighha6UMBeHG47MWUxAhZkKqZgraYyM+vZvr6ZeD0bl/+nd6DpjLaa9XYQE7QyjgeEa/AGYkwobEqm5xsa4X4lxsNvdKLx4hEYsgR/4e0bWRX3Ukk1sfkOMiI/DQiN+D+i/dR/Aj7kejeP1v718qUu/8baU/nD79GDzWf1zqP93gIuLmJouw3xAdAYChD88VQQz6U+9Vw+6mvzUOFwb9bb//W/3zSnUq7fpa30eOP/XnGolduIngMQ/P1fV6Ld8H7w8YpvFW//OlH0Z/P5AwmIvP19hfNzf675n++b721h/XfFcG9/Moqz+c6/FH5bk7UGUKn/K7+h5kaBKXj59AFQjCdgPnETO8L4GXdxoRq2/Mv08pYgwRIWbEKXRSgD4JjbgFDzROUC9FujXE5yaws4mFD/c4FrfRy6+sDNGf6d5891vK8PBs3DtXXbUiO3LmJ2/S/pwZvCVGK9euym6ea0JwAV+sewWbuLIcJl6xvLEeU4HkQUbgrehnzVNg0q98kHT7L0/V5PQA804/vh6gtIcCaCZDHdZExuavPds/7y5CR2x5tqrLP4CtrUJkSOCGfwftDZ5r16tXuVbP55kL6ZuaBxV6tX6X6je4p9bi2kUA7ve/27uv/603QZ6+0lRbi4tLvzVV7RnfyPZdzJUBQrX+6k/fKV/yZjHVvz6+HsHVjIA9Wy/mM2+13xcvtfvVk8Gzg5uDW639nrjUNuJ+fR/8JmHzUK/KBhKBWc9osgQhgUnn4I9Z0g2w0sdWf13UyUF1+lrPtK7VjTw9+N2/P+IFMBk8o3b97d9Xod+vr4+mRQg0PKqaCj6EEqLPSIJjCBie+d6eRbSkMy0RITcivyRs1NaXyqLphj9cgVVWhSoglZ977rniBPJOt0a8ipCb3j4rx6IoiMpJhxrFNRYtvjKEmzjWqAtLh3rJ/r3vfa98oY6TZOnlKmEl7rlM42bwB4JkcKnVOuRcErlZr/Xr26jAeb/WvgOgVAcGvei/93UZi4m0Zlca50NO+kn1aoDzLGCNBOqA7NIP9fRF3/y8JHXanTx16bF6hkpVU5/rPQoMGNLI51ITIh3Zxl+rv54f8dLgd0OrnrB6FHOtR25I4Uf+qYu53CTJ4Hc9OqLTPbz6V+q9EU0a3KWf/bfW676Kmq16pv1W/6Vy6e2/6drF9usBz6eFi/3L74G21l8CW97i/pl6Ov/UejrjKyIraQgXBnDP9bZOVq/5NarWRA+WPF9wgn+D96o//tFKK5e+9++/8Xe02HgRlFqrY9ShMe36K5tQ1srKpWu9kgwH0SThiNYQc4vzgK/owPWL0lkFrfSVj63gbmKcVJaGh0qsopGcgFRUuGvGxwDEUPbVL/9Fqd+33XZHGbK++pW/qAYXJu/T6lWvFOFUhv8Ek4vMEtlV/tN02H5S5vqLAw3AWFD1znrVrJRaR/qkENCmMWMpINTF/OP9KoOP4fP9mc3cCIrh1rokX8RXj4rqXQSde42g29g8P3KN6Hc63H9U66091y4hSv9MfhfSGEHuU+181S+SoyR6vg/qc0sZOR9+XxxPq39E++7j9n3FfvWl1XUJ59JeI+D2/uD3Xxtfwe3SeMSCt/E0MraObGvInL/SN3pRdfVzMN5868dzqb7+4Uu/L7Xf3yn4DL62jzal7Xd9Vj/Bx2gHDCRz2vpo7HWnn4Z65iJc6k5fW0/K+tv/rurS/7KJZJ4s+f7mAgPbi69/v6nyJPslfEprEUrwz5gwnEaIcK/h/hvb482xrGW/sob227PtXc9XZJebLmqwSdN+R5IsmH0+4TdWrqKSyvHtnQyhk85TQvws0dLCMGTZArk0eZ+WLl2aQ7+fK0n3vvc/Um3ZakfKYw79oh+nQsxU3V56Fo9hSVQGHZcx0aD1t6Ry3EJKZV3wWDOuZOEOaBLTQ6yRQGrE0ht2+unVD6WNq32nLdS7ad8nLUH7JHldr64WytT7PdJf+k3Fa6XUNUQ8KH73iNMjncvqVPpe1df+d3/50vPtdyFS0Lf9Hrx46Xdrb/BAQ7yLn5fa8O0STPqKMNcGL/fLmNXaSl/f2M9+/J5spbX/N/1u1//7Pv/rjMG7mZOUsjzXt54wrJcbcVe3qd1BrFrKgHXDl3rn0j/VTiHgpWt//ZuxvRECrx9vwyu0osAnjDxo3uNPiLnwKG2Rwr63d9Ci7w3+jF8EpvBQtDNSIpfVWgOtkkblOIDv0o00Hy8E9nJTPb3nmj9iHxEznWMI1swYhD+B3kzp9oJKH6Rj6i9GEAbgfddax1sb2nevXddeK97vXUT9YLV/Ue0OseuDetTbq1J9AnvX1cvdpo+tNGD6rT1j1HYDqusXiSx1tkJTUefI4l116J/xW6YorQ2f7rf3Wlue0WelzcPIsXvOn3vt07O+t/b89l3f/Snu+66v7d03jgucPKd4Vj/asyN/u99g38buvR7OPdMzPu/4dK+NpdU5sg7fFXV5x7Mj4dP63uDgtzgCIaqeU6exmH/wVIe63AN/n/qmz+551jXPj5wXfWgwyGMpcDrx0YMAGlfUobR660f+afW7rnhOX1xv7bvecBRzVH/ra8ODkTjZvjfY+i3HNWIWqilvW4O/ui/qDRr114oBQ0KStXVcpwC6AduzGgJMROQ5z7vvOmnuuw5LKEZdV4d7Ot/qa8iuTRPW2mh98X5rx2drqwHGc+rybqu/XWt9walNnL4CdGM0+gwg6lS3e22CPatvDQFaP7SheF6ffbqneN61Nqnq8nyDrzr9buP3vb2r7fZee6fBRBvuebYhtWdcV2d7r8HSPfVptyGK720M3lP8ZhU1VyPnH9za/TYnPhvs3FNH6z8Y+muwa/daPeZKHz3fELB9etY43Wtja31usGn1+G1zQmu/zW+bB7Dw3Vh8V7e6tN3677t+Got7Ps2/T8V979WRR6lH39XVXEANHp4Z2b53EZy6tG8u1GWcPl1X8lr62CeJVGeDg/vaUac/S1r9VJfti06sVKdnlAYj38tqrUMNYB7y3csqApRWmWutjHzHBFhLM4z59HxLRgAIOqXO1kH1tLpaOBoLOXO79xQd1lFIZoDa8I5rAGlvJj+17/zdAOW+NvTZOHy29/SXxuAdOckQMuaiX21CvO9519SrqJcm4b1169ZV//TRsw1OJkK7ykgk2rBhQ4XayS1mwvy1PnpWW23iGnJAJu4/SQHc8w54ut/Goz3fwUjRRxshWlgfGPE0tD55po3LZ0Mc44Yczz77bLkdEbM/7bY2tNvG6vmGpOLmf/zjHxeCaQs8RyIW2CjG0+ZdnWDvPf3wnnHAEe+61ubCsw2+4C9HmVgEz/GkKK2NNh6/27yrx5ryBz/4QY0RjLzX3vF+G5c+KPrpPtjrI+0STvprz3quzYXvjVhdMzaJK7UtEku9bb71q5X2vnvcS/q4cePG+o4R0ICN059nvGtu9QnMJP3wObIUIbvgBX864c/LPgFXh3z6M9B238C9sylpTz7/+c93X/rSly5OrvStTTqPrN8gvAcAJuY3f/M364QDyOtai2VukwMRTELj6K7/l//yX7rf+Z3fqcGtXr26+uWMJM/pd5ssbbV6MAx9/LM/+7NiOCzyGIB+Alh7T9989x6ktYXsT/7kT3IMyx8VgSGY5pIDB+Nv8Gl1+LRz5Ytf/GK9ayuasWmvTYBn2rsNGdT9p3/6p91nP/vZGhukQCCWJvoCFtrypzTEo2595jOf6f7zf/7PhYTGBvnsJQeLBjvtmUPjVTDDX//1X6++YlSWP9IUY3Btbr3vPcV3iPbtb3+72vvWt75V8QHqZ1PBBPSxtdfa8r5rX/jCF5Jl5Hfr3G1MEYMCf331rGJs6gBb/ZSo3eYBcMFwuEb1DW41OLTxgKPv2jNvTuLwh8DahnwEpi+e1T5hZVza1Adj+9Vf/dV6vyWJHxoaqnnwjNLa810fEKP+ffrTn66xgb8+CKpqtOJZ/YaT2nMdDD73uc/V+BAqenDNfMIPcDHvlrciveCwnHpCNuHFyPI6P7IbbVAGq2GVuaY0IvTbPUWjEB3iGhREBRyDBjS/1aUAlAF4DgFCPJwWYZA8EFnHEbOOag+w2zuA853vfKcIEpfmh0ZwvkMITnQTpGgD0qmXJJYPGgPQL0TvPdf1Tz/1rY1ZO/5wdH18/PHHqz8mBkIoy5cvr7pNoj4CvD+wgTgYhslpBj19AculS5fWM57VRwUstff973+/++3f/u3qN1uCuvUJfBBYg7m+Gof3vYdAvp5tmNpGUGDgPgZg/BDPeL3nz3M8EpgTYvQOuBubZ73X4K5+dXlP+8b2+7//+/0henmvIbX5wjjU4502JnPIQINAEDENYCiE4T74I8hmWNVHRf8wZe8Zlz8FXmA2+gI+zZrreXDSlvYFNTnA3ryZ65EE2wRF66P+mwvvESaIEcHoo3bMm/fhVhMUnnfdb59wixBzveGkFEzqbPW0uTZG7xm7PiJQeCF6y6frpDMNlTaqD2COiRmvkE19aXAvwOSfyqIJEIqX2neT588L/lz3164BhE4B1pPZcqVym551SAdwJR0yUY1Tq98gEOw3vvGN6pz8Uvfdd18RIuTCcRH5zTffXIgKOFQcg3Af0zBYZ8Ra8AMQgnPPCYQmSh8hc+NagKA9kubhhx+u90y8CccBIaB+6h8mBKCQAgJRs7Tz4IMP1iRRl00SaQmoiAyjUUwcRPWeMdi54r12XT9dx1HBVBtgqJ+OzsTVjff+++/v7rzzzqoTDLWJUYGtPjbG5vt3v/vdQiIMyakEmI06vUcVu/vuu4tRaQ/cwFG7/Pnm7fbbby+YqB88wFofb7311otzpf/e13/7Y82tLXXmTt8xc/CncZg3z4Kv98xPkyj6+8EPfrDwxBw589d7CLlpHU1SGryxUTvNh3Hoq2UKHCEtjVn7YIYxIDgFcfCY2HQAJur3DiZA6oEtPAQn7+kvYYDR66tjWq6//vrqP2ZivPqpvjY2n2jAvOkn2DpkTR/hEBzZFE0Vw9c+mBsbxuo7fPQevNOeFE1ghXbgpH7QkswFBqstKjU4oUN1NOZgzGN+4Rd+4d97yB9A+zQ4EwpoOA5AtUnxsmdMFGTRIe9BaiGdOj4UbmagAKVBSKJOxXukgD9SxuC9h5P5rS1ANSkmSqcB3STgfNRBwHrooYdK2iEWhOgdfdaWvuqTPgA05DORiFiGUP0jKQEV4PQTQUIK49MH633pgN2zjUzmf8yqSVT9MSbSHGHpJwnqHRMEqR955JEiZoSLCMECE4OYbZ2tPchCBTSBmBpCNmHG5jnjggS+G5N3jM8kUztNNMKCtOB/zTXXFPP0nvnTFzD0h4AgiHnzGxy1Q8JpU/2QUP0NltpTDwKhsmJsxqYdyAV25rURL7iqW4HMX/va14rwEP473vGOeg/DATvj8gcm3gNT8CQd9dG8gge46KP2PIOpwEM4os/gb64wKNIRDpg3sPeOOfeMcXgfQzMu8AAnzBfTuOWWW+q0Sc9rj3BApObNmPRR3eYSA8N84RbGB7+8gyhpAtqCEwRIwy19wGD10XfvmDc4DCfNH9gQSGgAnnnONQzIM2285ggMlDG/+Iu/+O/r2+CfdgNwcSIThxuRNCZKpQYP0al0jFu4l4EAGgAZrMl1j5qCQ0FCBOKUOYMwWSYVB9fJRrgmlGQwgQDuD6JTVb2LkBoRI3731a1vAKs9EwTYiBjx494mE7MBMBxSOwDsPYYb423SirqPO+s/AvEewAKgZ3BRfcL1FX03NkRsXQxGDzzwQLUJ8H57x2SCKSTUR3+I8A//8A8LifTLZFkHYRrea330nj7qA9jpc1Nxwd17YAmxIZz3wJ00N1/e8/vpp5+ueXP9ve9970UtyhjM2ch5MzZzae4RCPhDHvOmjxiverUF3uC/KYSr3+qjHpprajXEfs973lNzrY/q9ac+NgR981sxNoyN9MQsjI00VKc/c4ABgyNC0We/Lbu0h/AwXn1EGODhGXMOjv7AEPzB1Lz9wR/8QY3DtkEMDSHrj/bMm7FgcHDNb9qEtuAYjRNOYgK+e8Yn3PIeXG6EjJ4wX0KQQCLItOW+d1oBL+3DdwzPJxz0HJijU2MAa6X8yDiZmyOLAUJk3ANgSWcvGTwOhlMoAA3RETLu5ZnGDCAp6URN8DzA414GahA4EQ4GyAjSpOocYsQoSBycrxGawUFW3NnA9Fk/TRRkNfFU3sZATK4+kDjeQcz66PnWR+OCSCYEIiJQ/YWYOCtpAIkA2TXvgZfxgA0NAbc2We09SIQBkFzGZkK9588zVH2IAHkRCbhAHuqjP4wNY2hzgrNrp/VRn/2BDUnf1FyS1ztgCR5gY53eDCj66D1wNm8PhNlA9qb5uK7oUxsbeJgPcESwiKr1EaLpJ5wwRnC0FDEeSO89sDE2cw1PfAeHhoT66T0SGGy0h5GrF/zMmzk3961/2kPA8ML4jEk75k+9NDyaF0aPCNQFJgr8s+aEJ8bpPX3FaPXP3Okjov//O7m33NZ1IIiiU8n8RxkvRduoEAoCuAGGEtnV1S9Svufj4tPPYnPxwTmAfISB92FwiOXFRaxP4Kq5j4i+FBMcfjHrxXIJU63LCxv0CFveHWK9S4d0iD1f/9i1h0/Q3g0gAQpK0axpHrN1t51DImEOiNtLkZBWLDiN6JZkm57m6baU6JIMw3ZB4Zcs+xrWl7+fSQ6VgNJVXFgcGhgnfD/HfLUk2hr/DHiXijWHU1FhHT5cLhsNz+d4+Mgf/AY7CuTScJDcyv6t4Ot1yyoQXYN/ZlxsuAw1I7u+bJrPZaiJ6MgzPeK9Gx3OgYRzQ8O5aDSU/MsBiSsfXRqwfBIbH9VOHcPgM9gRFw4Na3aI5cKhUnd2arrlY0vjGZ7FIydi42Px28MlL3xUNzlUN+8ualzqpkf4UC7jC6dmhl7jo8PIxz4QxSUmvDjVW07wyr9c8JO/cl1/iJE+2/j1sbrhpusw6kn96ZzEla/yxJa45J8tvsGJTf7FBkePZIOukc/pXUq33vv5Bf5B3yscz5ClGlySfYU0rTUF0bgGZzroMBVYkgw3M6xbXYM6UG5YMy761gXPaS45VPT9NFEkCcHlUJnhkvi8w7j13M7sKIr/1lMsiT6FDry4fBH4aQ2H5u3nozU+En7i16wuGr8ANIVEywWMJnIgxF9MbMDR5aO8yKvY5MKAe5IaDx+cdzhc/NzY8BBcbnUY+fDl0hh4YHDB0W/w1eCXQywn4iRy4ie/GhSL9c2/ZvX14SNu+YcxND9dUk74QxwQP3lxyjPfxKZ28ooPhsipGrDl6y82/YLPz24XBl9d0nS2V+AdKjixweESk+EZ3ynsVDe1kxOxxaUWSXwwfNWT4jLzUY/ofxj+rmxed/18pkfiev+PBTLQBieI5Hk2O1Ac8W6WTMkSOIcrikJ4zqbEwQjemgBKFr7FesZlHYeGNdizDofXmuf1DzZOWDYMWHN7MKQYzfbM7HqOz4XlPcwFfP3BxaZYcZUD6xo27ubwbBkEX18gz+IqL5fC/Wf9k0M+ErZdoIuxRt8QA+EfgeOfmOwZ+ZN/1S59/tFhlz4ufpLlgKNnn496hT5dWDOOeLJZbPnWu5muXjG3zhaxBoMPV3HHwx8XKZy9cLDbJ7BdMHQ2l3Th6Sc4Df7jwiHOlbiKsdywVV+6BODppBeOLWtJ609r6fz24DYQMKVmTguaMCqZNUk65hMPQ5fzxHPOr3PX5vFnvzS7JeHsSE7Fah+/vfZbP2d66bZXIWHJf/51KNJXdAVKtglaM2c3vGKXN3vea0r6no38s0ZqDM/Z9JwtueFbh7D3v/yCXemLwXY22y9m7/aKu3rjdKiTE289G810isMzf3un/+TH5iQfnrjCm5Pyz+7mRP6JGPLNO676DYdDTfLbXj5cG/eefcNez+1/Om8uvgECMcHd0u0PnAAAAABJRU5ErkJggg==" /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span id="internal-source-marker_0.48940426042629903" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;The beauty of ideals is not realism.&amp;nbsp; The beauty of ideals is their power to compel you to work towards something when nobody is watching.&amp;nbsp; It is establishment of a personal motivational integrity.&amp;nbsp; Whence this fear of ideals as big as Bucky's?&lt;/span&gt;&lt;br /&gt;
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&lt;span id="internal-source-marker_0.48940426042629903" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;The ideal of being the wealthiest man alive was hardly a realistic outlook for a novice book keeper, who left high school to find work in the up and coming Cleveland area in the mid 1800's.&amp;nbsp; Yet from the very beginning John D. Rockefeller would say that he would one day be the richest man alive.&amp;nbsp; He was by most estimates the richest man that ever lived.&lt;/span&gt;&lt;br /&gt;
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/&gt;&lt;span id="internal-source-marker_0.48940426042629903" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt; &lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span id="internal-source-marker_0.48940426042629903" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;Exceptions are no less ripe for study than common occurrences.&amp;nbsp; It is customary to study the mean, or the common, or the deviation from such.&amp;nbsp; We have a love affair with the Bell curve and feel that all should tend toward the norm in life.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span id="internal-source-marker_0.48940426042629903" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;One could argue that the progress of human civilization rests on the nurturing of 'unrealistic' life-affirming ideals.&amp;nbsp; Begin with those personal ideals that, though they may be scoffed or laughed at by those less inclined to dream, are the very sustenance and faithful accomplices in your journey through life.&amp;nbsp; Ralph Waldo Emerson said it best "God will not have his work made manifest by cowards."&lt;/span&gt;&lt;br /&gt;
&lt;span id="internal-source-marker_0.48940426042629903" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span id="internal-source-marker_0.48940426042629903" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span id="internal-source-marker_0.48940426042629903" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span id="internal-source-marker_0.48940426042629903" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span id="internal-source-marker_0.48940426042629903" style="background-color: transparent; color: black; font-family: Verdana; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&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/7658131400278125647-6094019590157476036?l=unlimitedselfmastery.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;div class="feedflare"&gt;
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&lt;/div&gt;</description><link>http://unlimitedselfmastery.blogspot.com/2011/08/twilight-of-ideals.html</link><author>noreply@blogger.com (Angel Armendariz)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7658131400278125647.post-4772063137224775399</guid><pubDate>Sun, 01 May 2011 22:25:00 +0000</pubDate><atom:updated>2011-05-01T18:02:33.874-05:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Blown to Bits</category><category domain="http://www.blogger.com/atom/ns#">Philip Evans</category><category domain="http://www.blogger.com/atom/ns#">social spaces</category><category domain="http://www.blogger.com/atom/ns#">Thomas Wurster</category><category domain="http://www.blogger.com/atom/ns#">smart spaces</category><title>Social Spaces and Perfectly Increasing Returns</title><description>"  Information has perfectly increasing returns:  spend the money to learn something once, and that knowledge can be reused at zero additional cost forever; double the number of uses and the cost per use halves."  Philip Evans &amp;amp; Thomas Wurster, &lt;a href="http://search.barnesandnoble.com/Blown-to-Bits/Philip-Evans/e/9780875848778"&gt;&lt;span style="font-style: italic;"&gt;Blown to Bits&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Sociology moves towards modeling a coherent structure of society.  This means understanding interactions, establishments, relationships, and the overall inherent tendencies of societies to evolve.  The fundamental unit of action is the individual.  Although, true to categorical separation Psychology typically upends sociology when studying the behavior of the individual.  They are not mutually exclusive however, and studying the individual only will lead to an incomplete picture of society, behavior, and the individual.  After all, it is not the shiny carbon atom that gives a diamond its shine, but the &lt;span style="font-style: italic;"&gt;structure and organization that creates the affect&lt;/span&gt;.&lt;br /&gt;&lt;br /&gt;The next step in the evolution of the business of sociology involves the networking of social space.  A networked social space captures discrete data bits.  The wave of this phenomena is well underway.  A smart networked social space knows who is there, why they are there, how long they have been there, and what behavior is likely to occur. For instance, when I go to the gym the "gym" does not "know" anything about me, other than I am there by the mere fact of me clicking in my key tag.  What does the gym do with that information?  Nothing!  What could it do?  Imagine....&lt;br /&gt;&lt;br /&gt;A well networked health club would know that I am there, why I am there, how long I've been there, what i like to do, etc.  This would allow a communication between me and the "gym" to precisely adapt and cater their offerings to my evolving needs.  Every health club I know is a floating social space of data that floats away.&lt;br /&gt;&lt;br /&gt;The first step is knowing that the data exists.  Second, is to be able to conveniently capture this data.  Cometh the smart phone to the rescue.  The smart phone is missing link in evolving social space to capture meaningful data for productive communication between business and consumer.&lt;br /&gt;&lt;br /&gt;The next businesses to realize and use these blue oceans of data will drive a competitive advantage.  They will truly "know" their customers and be able to evolve offerings and meet needs almost intuitively.  What more could a consumer and a business want?&lt;br /&gt;&lt;br /&gt;In the context of sociology, this business model is an evolving thread of the human species.  A next level communication in our inherent need to communicate.  To be heard to be part of a group, or groups, that can lift each other up to new heights.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7658131400278125647-4772063137224775399?l=unlimitedselfmastery.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;div class="feedflare"&gt;
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&lt;/div&gt;</description><link>http://unlimitedselfmastery.blogspot.com/2011/05/social-spaces-and-perfectly-increasing.html</link><author>noreply@blogger.com (Angel Armendariz)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7658131400278125647.post-5809890431654534639</guid><pubDate>Sat, 18 Jul 2009 22:20:00 +0000</pubDate><atom:updated>2009-07-18T17:52:12.326-05:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">economics</category><category domain="http://www.blogger.com/atom/ns#">Bernard Baruch</category><category domain="http://www.blogger.com/atom/ns#">economic theory</category><category domain="http://www.blogger.com/atom/ns#">the economist</category><category domain="http://www.blogger.com/atom/ns#">economic behavior</category><title>Natural Economic Behavior</title><description>"Never follow the crowd." - Bernard Baruch&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;If our behavior guides economics, and our behavior is guided by natural inherent tendencies, then, wouldn't it make sense to study nature and organisms to best underpin economic theory?  "&lt;a href="http://www.economist.com/opinion/displaystory.cfm?story_id=14031376"&gt;What Went Wrong With Economics&lt;/a&gt;," is the headline of a recent article in The Economist.  What went wrong?  Well part of it is the assumption that we have a complete knowledge.  The second thing that went wrong is ignorance of behavior.  The third thing that went wrong is lack of understanding history.&lt;br /&gt;&lt;br /&gt;Complete knowledge doesn't exist in anything.  Anyone that speaks with the pedantry of complete knowledge is severely blind to this reality.  We don't know what we don't know.  Every generation since written record has held assumptions as to having complete knowledge and understanding of many factors of existence.  Science especially is a perfect example of how this assumption has always been wrong.  And what is economics?  At best an evolving science.  At worst speculative guesswork.  &lt;br /&gt;&lt;br /&gt;The easiest way to see that bubbles in economy will probably always exist is to consider the most minute fundamental fractal of economy.  In a capitalist system every movement in commerce stems from 'exploiting a profit.'  Now, by exploiting i mean simply engaging in a transaction that will yield profit.  That is all business is.  Everyone one of us lives from this.  Every act of profit will be replicated by almost any witness.  This initiates a cascade of participants to engage in the same act.  By this fact a widget that is being bought to hold for profit (say a stock) will ultimately be bought up to extremely high prices.  Its a very natural process all individuals seek to profit.  So the problem in economics is simply the fact vast number of economic participants can't self reflect and see this.  &lt;br /&gt;&lt;br /&gt;History chronicles tulip bubbles, stock bubbles, currency bubbles, gold bubbles, art bubbles, etc.  Its almost like seasons.  They are a reflection of human behavior.  The fact that winter withers away much plant life is not bad; it is a natural cycle.  It would seem foolish to us to wish to have a season of harvest perpetually.  As it would seem foolish to wish to stay awake without having to rest or sleep.  Economy accelerates and de-accelerates perpetually as well.  &lt;br /&gt;&lt;br /&gt;The lessons we learn is to harvest and build prudently, not exuberantly.  To acknowledge length of cycles and bubbles.  To save and to cultivate.  To build value within ourselves and our businesses.  To be adaptive.  And, above all to learn from history, seek to understand, and be intellectually humble.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7658131400278125647-5809890431654534639?l=unlimitedselfmastery.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;div class="feedflare"&gt;
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&lt;/div&gt;</description><link>http://unlimitedselfmastery.blogspot.com/2009/07/natural-economic-behavior.html</link><author>noreply@blogger.com (Angel Armendariz)</author><thr:total>3</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7658131400278125647.post-1119317166819936490</guid><pubDate>Sun, 25 Jan 2009 21:24:00 +0000</pubDate><atom:updated>2009-01-25T19:06:35.304-06:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">peter drucker</category><category domain="http://www.blogger.com/atom/ns#">boldness</category><category domain="http://www.blogger.com/atom/ns#">sales improvement</category><category domain="http://www.blogger.com/atom/ns#">Benjamin Franklin</category><category domain="http://www.blogger.com/atom/ns#">johann wolgang von goethe</category><category domain="http://www.blogger.com/atom/ns#">belief systems</category><category domain="http://www.blogger.com/atom/ns#">sales blogs</category><category domain="http://www.blogger.com/atom/ns#">business</category><title>The Case for Boldness</title><description>"Let us seek, in the depths of our experience, the point where we feel ourselves most intimately within our own life." - Henri Bergson&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Boldness is a semantically loaded word.  It conveys a number of things.  To the German polymath Johann Wolfgang von Goethe, boldness was said to have "genius, power, and magic."  Boldness is specifically an action taken that is outside the typical realm of common experience, highly risky, and simultaneously highly profitable.&lt;br /&gt;&lt;br /&gt;Boldness involves no inherent guarantee, only that of a new experience; which in and of itself is valuable.  Boldness, however, I suggest is the one principle that has produced the highest reward in each of our lives.  &lt;br /&gt;&lt;br /&gt;In the Autobiography of Benjamin Franklin he begins the story of his noble life with such a bold stroke:&lt;br /&gt;     &lt;br /&gt;     "I sold my books to raise a little money, was taken on board the sloop      privately, had a fair wind, and in three days found myself at New York, near three hundred miles from my home, at the age of seventeen, without the least recommendation or knowledge of any person in the place, and very little money in my pocket."&lt;br /&gt;&lt;br /&gt;Peter Drucker, the 20th Century Management icon, boldly gave up a promising and lucrative career in finance to pursue his dream in management consulting, when such a practice was still in its infancy.&lt;br /&gt;&lt;br /&gt;In a more personal commonplace scenario; through our surveying of our current life and personal history, we can probably locate an act of boldness that initiated a train of events to lead us to who we have become today.  &lt;br /&gt;&lt;br /&gt;To add to Goethe's description of boldness I would further suggest that boldness is absolute faith in oneself, an uncompromising desire for success, and that which breathes divinity into the present.  Boldness expands our boundaries - whether mental or physical.  &lt;br /&gt;&lt;br /&gt;To boldly commit to acquiring a new competency opens a new dimension of experience.  To boldly exert ourselves through rigorous exercise makes our bodies adapt to a higher level of function and performance.  To boldly speak when shy, to boldly ask when afraid, to boldly do when unsure, and to boldly give when someone's in need...this is life - unapologetic and free.&lt;br /&gt;&lt;br /&gt;Angel Armendariz&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7658131400278125647-1119317166819936490?l=unlimitedselfmastery.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;div class="feedflare"&gt;
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&lt;/div&gt;</description><link>http://unlimitedselfmastery.blogspot.com/2009/01/case-for-boldness.html</link><author>noreply@blogger.com (Angel Armendariz)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7658131400278125647.post-5887768427361400352</guid><pubDate>Fri, 28 Nov 2008 03:01:00 +0000</pubDate><atom:updated>2008-11-27T21:04:03.062-06:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">C.G. Jung</category><category domain="http://www.blogger.com/atom/ns#">Avicenna</category><category domain="http://www.blogger.com/atom/ns#">Carl Gustv Jung</category><category domain="http://www.blogger.com/atom/ns#">Angel Armendariz</category><category domain="http://www.blogger.com/atom/ns#">self-improvement</category><category domain="http://www.blogger.com/atom/ns#">synchronicity</category><category domain="http://www.blogger.com/atom/ns#">albertus magnus</category><category domain="http://www.blogger.com/atom/ns#">self discipline</category><title>On The Passions</title><description>From Synchronicity - Carl Jung:&lt;br /&gt;&lt;br /&gt;Albertus Magnus:&lt;br /&gt;&lt;br /&gt;"I discovered an instructive account [of magic] in Avicenna's Liber sextus naturalium, which says that a certain power to alter things indwells in the human soul and subordinates the other things to her, particularly when she is swept into a great excess of love or hate or the like. &lt;br /&gt;&lt;br /&gt;When therefore the soul of a man falls into a great excess of any passion, it can be proved by experiment that it [the excess] binds things  [magically] and alters them in the way it wants, and for a long time I did not believe it, but after I had read the nigromantic books and others of the kind on signs and magic, I found that the emotionality of the human soul is the chief cause of all these things, whether because, on account of her great emotion, she alters her bodily substance and the other things towards which she strives, or because, on account of their dignity, the other, lower things are subject to her, or because the appropriate hour or astrological situation or another power coincides with so inordinate an  emotion, and we [in consequence] believe that what this power does is then done by the soul....&lt;br /&gt;&lt;br /&gt;Whoever would learn the secret of doing  and undoing these things must know that everyone can influence everything magically if he falls into a great excess...and he must do it at that hour when the excess befalls him, and operate with the things which the soul prescribes.  For the soul is then so desirous of the matter she would accomplish that  of her own accord she seizes on the more significant and better astrological hour which also rules over the things suited to that matter....&lt;br /&gt;&lt;br /&gt;Thus it is the soul who desires a thing more intensely, who makes things more effective and more like what comes forth....Such is the manner of production with everything the soul intensely desires.  Everything she does with that aim in view possesses motive power and efficacy for what the soul desires."&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7658131400278125647-5887768427361400352?l=unlimitedselfmastery.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;div class="feedflare"&gt;
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&lt;/div&gt;</description><link>http://unlimitedselfmastery.blogspot.com/2008/11/on-passions.html</link><author>noreply@blogger.com (Angel Armendariz)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7658131400278125647.post-1958117721456746322</guid><pubDate>Fri, 21 Nov 2008 02:04:00 +0000</pubDate><atom:updated>2008-11-20T20:37:22.313-06:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">entrepreneurs</category><category domain="http://www.blogger.com/atom/ns#">C.G. Jung</category><category domain="http://www.blogger.com/atom/ns#">sales improvement</category><category domain="http://www.blogger.com/atom/ns#">Angel Armendariz</category><category domain="http://www.blogger.com/atom/ns#">self-improvement</category><category domain="http://www.blogger.com/atom/ns#">Benjamin Franklin</category><category domain="http://www.blogger.com/atom/ns#">sales strategy</category><category domain="http://www.blogger.com/atom/ns#">William James</category><category domain="http://www.blogger.com/atom/ns#">achievement</category><title>The Sodden Routine Factor</title><description>"An ideal...must be something intellectually conceived, something of which we are not unconscious....and it must carry with it that sort of outlook, uplift, and brightness that go with all intellectual facts. Secondly, there must be novelty in an ideal...Sodden routine is incompatible with ideality..." - William James&lt;br /&gt;&lt;br /&gt;The pursuit of ideals is the central theme in every story.  We pursue the ideal mate, ideal body, ideal family, ideal career goals, etc.  The sustenance of every story, play, and endeavor is a certain ideal.  The place we find ourselves versus where our ideal lies is the storyline of every living being.  &lt;br /&gt;&lt;br /&gt;C.G. Jung, the Swiss born psychologist once said, "Without psychic depth we can never be adequately related to the magnitude of our object."  I believe that he referred to a relation that exists between our ideal and ourselves.  This relation is ongoing until union with the ideal exists.  It means that before our ideal becomes manifest we have to become greater than or equal to the task.  &lt;br /&gt;&lt;br /&gt;Our ideal exists in two points.  First it is latent within us as a seed, potentially capable of fruition.  Second it exists beyond us in the not yet manifest future.  We further can conclude that an ideal is antagonistic to, as William James put it, "sodden routine."  After all "sodden" or, a more common word, "habitual" routines actively stifle growth.  And, by this fact we can figure that they will actively prevent us from creating or becoming our ideals.&lt;br /&gt;&lt;br /&gt;The path to our ideals lie in novelty.  Imagine a child habituated as an infant.  An infant that doesn't become, an infant that stays within its own "sodden routine."  The infant would be enslaved to babble cries and crawling.  Novelty is embedded into our nature for a reason.  That is to grow.   Only by means of seeking new experience and new information is novelty alive within us.  Only through this method can we be called alive and develop our ideals.  &lt;br /&gt;&lt;br /&gt;The embrace of sodden routine has all too many times led to a premature psychic death.  Benjamin Franklin, once recalled, of a man who he had known of that died at the age of 25, but was not buried until the age of 75.  Benjamin is referring here to dying by means of succumbing to a sodden routine that contradicts novelty.  &lt;br /&gt;&lt;br /&gt;Through novelty, the psychic depth that we develop, will breed the confidence within us to prepare and act on our ideals.  Without the arduous pursuit of our ideals we simply become the spectators of our wishful thinking.&lt;br /&gt;&lt;br /&gt;Angel Armendariz&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7658131400278125647-1958117721456746322?l=unlimitedselfmastery.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;div class="feedflare"&gt;
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&lt;/div&gt;</description><link>http://unlimitedselfmastery.blogspot.com/2008/11/sodden-routine-factor.html</link><author>noreply@blogger.com (Angel Armendariz)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7658131400278125647.post-9010614169376901288</guid><pubDate>Fri, 10 Oct 2008 02:15:00 +0000</pubDate><atom:updated>2008-10-09T23:15:31.429-05:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">business blog</category><category domain="http://www.blogger.com/atom/ns#">sales improvement</category><category domain="http://www.blogger.com/atom/ns#">Angel Armendariz</category><category domain="http://www.blogger.com/atom/ns#">self-improvement</category><category domain="http://www.blogger.com/atom/ns#">parcellation</category><category domain="http://www.blogger.com/atom/ns#">evolution</category><category domain="http://www.blogger.com/atom/ns#">fitness</category><category domain="http://www.blogger.com/atom/ns#">andre gide</category><category domain="http://www.blogger.com/atom/ns#">self discipline</category><title>Evolve Yourself</title><description>"Everything in life must be intentional, and the will constantly taught like a muscle." - Andre Gide&lt;br /&gt;&lt;br /&gt;All life obeys a form of evolution.  I use the term in the most liberal sense.  To evolve involves a process of change towards fitness.  Two broad points channel this process and act like feedback mechanisms.  Extinction and creation are the two continuous end results of evolution.  Although, there are no end results per se, we can agree that stable moments occur along this process of evolution.  &lt;br /&gt;&lt;br /&gt;Apparently, one of the best ways to achieve a "fit" species is to keep what works and eliminate what doesn't.  This simple yet powerful principle is at work constantly in our own brains.  Through a process called "parcellation" our neurons eliminate unused parts and further reinforce those neurons most in use, a process of consolidation.  Basically it submits atrophied neurons to extinction and creates enhanced support for the active ones.&lt;br /&gt;&lt;br /&gt;When we think about this process of extinction and creation most of us can see the benefits; and whether we like it or not it is the very process that has been built into us.  It works.  If it works so well, than does it not then follow that we should apply this principle to every aspect of our conscious lives?&lt;br /&gt;&lt;br /&gt;When we apply this to a habit what happen?  Well lets say we have a habit of unhealthy eating.  Now if we submit this habit to extinction and create a new habit of healthy eating what is the result?...Exactly.  Where we err sometimes, is that we consciously address what needs to happen, and what we want, but we are weak at elimination and extinction of that which holds us back.  We like to carry old baggage around.  Unsuccessful old baggage can include emotions, identities, thoughts, beliefs, actions, concepts...etc. &lt;br /&gt;&lt;br /&gt;I decree we should be as bold as nature.  Courage supposes that we have inherent power overcome limitations.  Courage is executed by extinction and creation.  By extinction of unsuccessful, inefficient processes, and creation of successful, and fit processes.  We must continually scan ourselves for inefficient process and boldly cut binding ropes of inefficiency.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7658131400278125647-9010614169376901288?l=unlimitedselfmastery.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;div class="feedflare"&gt;
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&lt;/div&gt;</description><link>http://unlimitedselfmastery.blogspot.com/2008/10/evolve-yourself.html</link><author>noreply@blogger.com (Angel Armendariz)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7658131400278125647.post-3771605505096843210</guid><pubDate>Mon, 25 Aug 2008 02:46:00 +0000</pubDate><atom:updated>2008-08-24T22:27:14.016-05:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">tao te ching</category><category domain="http://www.blogger.com/atom/ns#">entrepreneurs</category><category domain="http://www.blogger.com/atom/ns#">Flow</category><category domain="http://www.blogger.com/atom/ns#">credit  crunch</category><category domain="http://www.blogger.com/atom/ns#">self-improvement</category><category domain="http://www.blogger.com/atom/ns#">recession</category><category domain="http://www.blogger.com/atom/ns#">Lao Tsu</category><category domain="http://www.blogger.com/atom/ns#">sales blogs</category><category domain="http://www.blogger.com/atom/ns#">tao</category><category domain="http://www.blogger.com/atom/ns#">business</category><title>Is It A Downturn or Opportunity?</title><description>"All our dreams come true - if we have the courage to pursue them." - Walt Disney&lt;br /&gt;&lt;br /&gt;The cyclical nature of things always seems to take us by surprise.  Everything we learn from history to geology have cyclical natures.  The rise of a civilization or empire is met by the fall to a worthier or better prepared new comer.  We witness the rise of a business and its fall; the growth of an industry and its downturn.  Farmers have harnessed the Tao of leveraging cycles.  They are fully aware that reaping and sowing are cyclical, and any attempt to challenge this natural cycle is futile.&lt;br /&gt;&lt;br /&gt;Our current state of financial affairs as a whole can be seen as a movement towards a downturn.  We should perhaps borrow a word from agriculture and use the term "sowing" as opposed to downturn or recession.  Sowing conveys a time of preparation, cultivation, of harnessing our capabilities and planting seeds that will later come to fruition.  &lt;br /&gt;&lt;br /&gt;Lao Tsu, who wrote the Tao Te Ching, promoted a philosophical method of embracing the flow of things, as opposed to battling the natural forces of life.  We speak of embracing the flow, not becoming submissive, or complacent.  The difference is in using what is given and maximizing the opportunity.  &lt;br /&gt;&lt;br /&gt;In our own private lives for example, many of us detest "loneliness."  Those who embrace there situations however, call this "solitude," and maximize the moment by becoming more intimate with themselves, god, or refining their mental capacities.&lt;br /&gt;&lt;br /&gt;Simply by re-naming, or re-framing our situations, we can transform lack into abundance, and failure into opportunity.  Leaders must cultivate this.  By doing so,&lt;br /&gt;we work with the flow of nature so to speak.  At the same time we become responsive, adaptable, and versatile.  The moment is perfect to differentiate ourselves by asking questions of opportunity and their by sow the seeds of innovation.&lt;br /&gt;&lt;br /&gt;Angel Armendariz&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7658131400278125647-3771605505096843210?l=unlimitedselfmastery.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;div class="feedflare"&gt;
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&lt;/div&gt;</description><link>http://unlimitedselfmastery.blogspot.com/2008/08/is-it-downturn-or-opportunity.html</link><author>noreply@blogger.com (Angel Armendariz)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7658131400278125647.post-3525685729691537005</guid><pubDate>Wed, 09 Jul 2008 02:41:00 +0000</pubDate><atom:updated>2008-07-08T22:14:36.463-05:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">entrepreneurs</category><category domain="http://www.blogger.com/atom/ns#">business blog</category><category domain="http://www.blogger.com/atom/ns#">sales improvement</category><category domain="http://www.blogger.com/atom/ns#">Angel Armendariz</category><category domain="http://www.blogger.com/atom/ns#">sales strategy</category><category domain="http://www.blogger.com/atom/ns#">Yoga Sutras</category><category domain="http://www.blogger.com/atom/ns#">sales blogs</category><category domain="http://www.blogger.com/atom/ns#">mental rehearsal</category><category domain="http://www.blogger.com/atom/ns#">Patanjali</category><category domain="http://www.blogger.com/atom/ns#">Einstein</category><title>Imaginary Themes for Real Results</title><description>"Mentally rehearsing a new way that you might behave in the face of adversity activates the prefrontal cortex, and your imagined activities begin firing neurons and wiring them into brain patterns that can be activated whenever they're needed.  Without attentive rehearsal, your brain will not mobilize in advance, and despite your best intentions you will act out old, counterproductive routines instead-or new counterproductive ones, fired not by calm effectiveness but by frustration, anger, and other emotions that can distract you from giving your best.  When you prepare the prefrontal cortex to activate ahead of time, you will be better at calmly, effectively performing the right action." - Robert K. Cooper&lt;br /&gt;&lt;br /&gt;Mental rehearsal, and visualization in general have a long history of use.  During the pre-scientific period most visualization was tied to metaphysical, spiritual, and magical phenomenon.  As far back as the Yoga Sutras of Patanjali, which date back thousands of years before Christ various forms of visualization where practiced to enhance the development of consciousness.&lt;br /&gt;&lt;br /&gt;Most recently visualization or mental rehearsal has made a leap into the realm of neuroscience.  Modern technology allows us to observe neuronal function under varying circumstances.  Although visualization and mental rehearsal have been in the daily regimens of people such as Einstein, Wolfgang Pauli, Carl G. Jung, and even Larry Bird, only recently has rigorous scientific study yielded detailed insight into the powerful effects of visualization.  &lt;br /&gt;&lt;br /&gt;The mere process of rehearsing movements such as exercises and performances has been shown do improve efficacy at near the levels of actual physical practice.  Neuroscience shows that the very same neurons that partake in the actual physical movements are activated upon the mental rehearsal of the same movement.  The question now becomes how can we use this information for self-development.  Well, consider that any action that seems difficult, challenging, or warrants improvement can be dramatically improved through mental rehearsal.  Here are some areas that can be improved by mentally rehearsing effective execution:&lt;br /&gt;&lt;br /&gt;- public speaking&lt;br /&gt;- sales pitches&lt;br /&gt;- negotiations&lt;br /&gt;- athletics&lt;br /&gt;- interpersonal communication&lt;br /&gt;- emotional management&lt;br /&gt;- technical skills (engineering, programming, etc.)&lt;br /&gt; &lt;br /&gt;This is simply a short list.  Almost anything imaginable can improve dramatically by a consistent rehearsal.  The key word here is consistent; like anything else consistency of purpose is the most essential ingredient for the utmost efficacy of any function.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7658131400278125647-3525685729691537005?l=unlimitedselfmastery.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;div class="feedflare"&gt;
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&lt;/div&gt;</description><link>http://unlimitedselfmastery.blogspot.com/2008/07/imaginary-themes-for-real-results.html</link><author>noreply@blogger.com (Angel Armendariz)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7658131400278125647.post-3735284100784540168</guid><pubDate>Mon, 23 Jun 2008 17:35:00 +0000</pubDate><atom:updated>2008-06-23T18:43:55.570-05:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">entrepreneurs</category><category domain="http://www.blogger.com/atom/ns#">business blog</category><category domain="http://www.blogger.com/atom/ns#">Angel Armendariz</category><category domain="http://www.blogger.com/atom/ns#">self-improvement</category><category domain="http://www.blogger.com/atom/ns#">green castle group</category><category domain="http://www.blogger.com/atom/ns#">sales strategy</category><category domain="http://www.blogger.com/atom/ns#">sales blogs</category><category domain="http://www.blogger.com/atom/ns#">self discipline</category><title>Reality Check - Lets be Honest</title><description>"If we do not change our direction, we are likely to end up where we are headed." - Chinese Proverb&lt;br /&gt;&lt;br /&gt;To get to where you want to go start where you're at.  So where are you?  Or, maybe a better question is what are you?  The first step in any achievement at any level is to properly and accurately assess the current "state" of things.  Individuals, businesses, and even governments are good at making generalized inaccurate assessments.  Most of us can relate to this fact.  It is very challenging to look at a part of us that holding us back, that is destroying our progress, or that is sabotaging our well-being.  We like to use an elementary logic to justify or embellish areas of ourselves that we would like to change.  &lt;br /&gt;&lt;br /&gt;Businesses are similar to people in that regard.  Many business managers and executives justify, excuse, or embellish results out of fear of exposing a weak point, or lack of efficacy in a certain department.  Which leads us to the "choke-point" of the being honest theme.  The fear of being exposed, and what it could mean.  &lt;br /&gt;&lt;br /&gt;There is a fear which overtakes some of us when we are forced to look at a limiting factor that could be in conflict with our identity.  The interesting thing is that acknowledgment of a weakness or constraint does several wonderful things for us including the following:&lt;br /&gt;&lt;br /&gt;- it allows us to search for precise solutions&lt;br /&gt;- it conveys maturity to others (only capable and confident people will face a fear or limit and seek to overcome it)&lt;br /&gt;- it opens opportunity to investigate how solving the problem/weakness will open doors of opportunity - thus indirectly feeding a compelling vision to see the solution through with optimism and expectation.&lt;br /&gt;&lt;br /&gt;The danger of not properly assessing our current state are the following:&lt;br /&gt;&lt;br /&gt;- we are thrown farther off track from our goals&lt;br /&gt;- we become indecisive because of lack of accurate data&lt;br /&gt;- we lack genuine confidence in our undertakings&lt;br /&gt;- we lower our expectations, and stifle our most intimate desires&lt;br /&gt;&lt;br /&gt;So how can we properly assess our state, and create a plan to fix what is wrong and strengthen what is right, and raise our vision?  Several suggestions:&lt;br /&gt;&lt;br /&gt;- What are your current results telling you? - results are accurate data, when     properly interpreted.&lt;br /&gt;- Feedback ( what do others tell me?) - seek input from others, both from your industry and outside of it to give the most compete info. possible.&lt;br /&gt;- Actions (What actions do I habitually take? - actions are based on beliefs and give you insight as to what you really think of yourself and your business)&lt;br /&gt;- Preparation (What am I preparing for? - complements beliefs: when something is wholeheartedly believed to occur in the near future, preparation happens.&lt;br /&gt;- Comparison (How do I compare with others?) The best way to compare is not by guessing, but by probing, asking, and conversing with others to properly gauge our level of efficacy (we does this unconsciously anyway)- Even better is reading about others - biographies &amp; autobiographies.&lt;br /&gt;&lt;br /&gt;Fear not what might be exposed, but the consequences of not improving what should be exposed.  The ultimate sign of maturity and competence is to observe with detachment.  To allow your mind to analyze and execute a solution without being hemmed up by emotional flux.&lt;br /&gt;&lt;br /&gt;Angel Armendariz&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7658131400278125647-3735284100784540168?l=unlimitedselfmastery.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;div class="feedflare"&gt;
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&lt;/div&gt;</description><link>http://unlimitedselfmastery.blogspot.com/2008/06/reality-check-lets-be-honest.html</link><author>noreply@blogger.com (Angel Armendariz)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7658131400278125647.post-5366691710765676009</guid><pubDate>Wed, 11 Jun 2008 21:25:00 +0000</pubDate><atom:updated>2008-06-11T17:02:27.233-05:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">xenophon</category><category domain="http://www.blogger.com/atom/ns#">business blog</category><category domain="http://www.blogger.com/atom/ns#">Angel Armendariz</category><category domain="http://www.blogger.com/atom/ns#">green castle group</category><category domain="http://www.blogger.com/atom/ns#">sales strategy</category><category domain="http://www.blogger.com/atom/ns#">belief systems</category><category domain="http://www.blogger.com/atom/ns#">sales process</category><category domain="http://www.blogger.com/atom/ns#">sales blogs</category><category domain="http://www.blogger.com/atom/ns#">influence</category><category domain="http://www.blogger.com/atom/ns#">sales</category><title>The Pleasures of Belief</title><description>"Men do not forego the pleasures of the moment to&lt;br /&gt;say good-bye to all joy for evermore--no, this self-control is a&lt;br /&gt;training, so that we may reap the fruits of a larger joy in the time&lt;br /&gt;to come. A man will toil day and night to make himself an orator, yet&lt;br /&gt;oratory is not the one aim of his existence: his hope is to influence&lt;br /&gt;men by his eloquence and thus achieve some noble end."  Xenophon, Cyropaedia&lt;br /&gt;&lt;br /&gt;There exists a fundamental template that acts as a foundation for all action.  As a business professional, knowing that their is a source, that when adjusted, changes the actions that are taken is of immense value.  One of the variables of this template is what we call beliefs.  Beliefs are not tangible things that we can hold, yet they have the ability to create life, to extinguish it; and to spur any action ever conceived.  Beliefs are what tells us what is possible.  &lt;br /&gt;&lt;br /&gt;Most, if not all, businesses sell a vision of what is possible.  They sell this vision to clients, employees, shareholders, communities, etc.  If we connect the dots here we can see the correlation between beliefs and vision.  What would happen if we don't believe in our vision?  Would we be able to sell it?  Well, not really.  If beliefs tell us what is possible, and to sell we must believe the vision is possible, then businesses will not survive, much less thrive if belief is ignored.  Frequently, what we call "unmotivated," "underachieving," or even "poor" employees are actually simply suffering from a lack of belief.  Either of themselves, their company, their product/service, and usually a combination of some of these factors.&lt;br /&gt;&lt;br /&gt;Beliefs are created by having experiences that tell us that something is possible.  We need to experience a sense of certainty that if such and such is done, then x will be the result.  If we have enough references that meet that criteria, then we effectively establish a belief.  The majority of our beliefs are adopted from others, and built around our personal experiences.  &lt;br /&gt;&lt;br /&gt;With that in mind it becomes vital that we adopt beliefs from those individuals which we admire, or wish to model.  It is also important to seek experiences which will help build and reinforce empowering ones.  At the end of the day beliefs are under our control, and must be managed effectively to open the doors to the possibilities we seek to realize.&lt;br /&gt;&lt;br /&gt;Interestingly enough we can read into someone's beliefs by their actions.  We can tell if someone has a high self esteem or a low self esteem, simply by observing their actions.  A person who believes that something grand is possible will forego immediate pleasures for future ones.  Think about it.  To say no to immediate pleasures requires a belief that the future rewards will outweigh the current offering.  Those who don't believe they can have something better or do something better will try to get the quick fix.  &lt;br /&gt;&lt;br /&gt;Those who engage in discipline, even though to some it may seem like self-denial, are actually investing in future pleasure.  These disciplined individuals have strong beliefs about what they want (vision) and have no doubt they will manifest, thus they more often than not produce the intended result.  Management at all levels from self to business requires a continuous refinement and inspection of the beliefs structure to ensure that they are consciously driven to exceed expectations.&lt;br /&gt;&lt;br /&gt;Angel Armendariz&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7658131400278125647-5366691710765676009?l=unlimitedselfmastery.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;div class="feedflare"&gt;
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&lt;/div&gt;</description><link>http://unlimitedselfmastery.blogspot.com/2008/06/pleasures-of-belief.html</link><author>noreply@blogger.com (Angel Armendariz)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7658131400278125647.post-6644222904083777174</guid><pubDate>Thu, 05 Jun 2008 15:03:00 +0000</pubDate><atom:updated>2008-06-05T10:41:31.702-05:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">continuous improvement</category><category domain="http://www.blogger.com/atom/ns#">business blog</category><category domain="http://www.blogger.com/atom/ns#">entropy</category><category domain="http://www.blogger.com/atom/ns#">Angel Armendariz</category><category domain="http://www.blogger.com/atom/ns#">self-improvement</category><category domain="http://www.blogger.com/atom/ns#">green castle group</category><category domain="http://www.blogger.com/atom/ns#">self-management</category><category domain="http://www.blogger.com/atom/ns#">sales process</category><category domain="http://www.blogger.com/atom/ns#">sales blogs</category><category domain="http://www.blogger.com/atom/ns#">self discipline</category><title>How To Be Better Than Yesterday</title><description>"He only is a well-made man who has a good determination.  And the end of culture is not to destroy this, God forbid! but to train away all impediment and mixture and leave nothing but pure power." - Ralph Waldo Emerson&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Do you believe it's possible to be 1% better today than you were yesterday?  Think about it.  What would it mean to be 1% better?  You might say sure, of course!  Or you might believe its not possible.  Suspend judgment for now, simply consider the possibility and what it would mean.&lt;br /&gt;&lt;br /&gt;To be better by 1% is not a literal concept I employ here, but more of a practical theme.  The essence of "being better" would mean that if I am at least 1% more effective today than I was yesterday, then the challenges I faced yesterday will seem easier today.  For example, if yesterday I was flustered and overwhelmed by client demands and objections to my product or service, then today I will be less so.  Essentially my task becomes easier because I have become greater.  Compounded over a period of days, weeks, and months you can imagine how powerful this principle can be.&lt;br /&gt;&lt;br /&gt;Additionally, to be 1% better would mean that you can now extend yourself and take on greater challenges or aim at loftier ambitions.  Because, we are better today than yesterday we naturally will want to be challenged, and will have an affinity to take on greater projects.  The effects of the 1% better creed would create a "steady state" (to borrow a term from biology) were we would teeter between be overly powerful at handling yesterdays task, and not yet fully competent at dealing with the increasing demands of our evolving goals.  This 'growth tension' is the optimal path which professionals should seek to continually create value for themselves and their respective endeavors. &lt;br /&gt;&lt;br /&gt;The 1% creed can and should become part of your daily due diligence.  Some of the ways to guarantee investment into your 1% daily growth are as follows:&lt;br /&gt;&lt;br /&gt;- improve your vocabulary&lt;br /&gt;- improve the sound of your voice&lt;br /&gt;- improve your ability to articulate what you think and feel&lt;br /&gt;- focus on listening to how people say things, not just the content&lt;br /&gt;- learn to read a new, previously ignored, non-verbal communication from people&lt;br /&gt;- learn about properly managing a certain emotion&lt;br /&gt;- learn 2 new questions that can help close a sale&lt;br /&gt;- learn how to play a different interpersonal role&lt;br /&gt;- make 1 new friend and learn something interesting about them&lt;br /&gt;- learn to 1 new way to harmonize your body&lt;br /&gt;- eat a healthy meal instead of a your usual non-healthy one&lt;br /&gt;- do something that frightens you, but that you know is worth the effort&lt;br /&gt;- give more of yourself to others&lt;br /&gt;- learn 1 new thing about your profession&lt;br /&gt;- learn 1 new thing about self-management...&lt;br /&gt;&lt;br /&gt;This list can go on forever, but you get the point.  Everyday you can even break it down to getting a 1% fix for your body, mind, and profession.  Before retiring for the day ensure that the 1% marks are hit.  The principle is so subtle, yet so powerful that it could ultimately be the biggest difference in success or failure.  Think about the cost of not becoming better.  If we don't become better, by default we become worse.  In biology and science they call it entropy.  A system that does not absorb new information will only lose information and decay into inert energy-less  matter.  What makes us different than a mere inanimate system is that we have a choice.  The choices are 1) gather new information and grow; or 2) lose information and decay.  &lt;br /&gt;&lt;br /&gt;Angel Armendariz&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7658131400278125647-6644222904083777174?l=unlimitedselfmastery.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;div class="feedflare"&gt;
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&lt;/div&gt;</description><link>http://unlimitedselfmastery.blogspot.com/2008/06/how-to-be-better-than-yesterday.html</link><author>noreply@blogger.com (Angel Armendariz)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7658131400278125647.post-7284530448274120478</guid><pubDate>Wed, 04 Jun 2008 16:53:00 +0000</pubDate><atom:updated>2008-06-04T12:37:59.238-05:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Flow</category><category domain="http://www.blogger.com/atom/ns#">business blog</category><category domain="http://www.blogger.com/atom/ns#">Mihaly Csikszentmihalyi</category><category domain="http://www.blogger.com/atom/ns#">Angel Armendariz</category><category domain="http://www.blogger.com/atom/ns#">green castle group</category><category domain="http://www.blogger.com/atom/ns#">sales strategy</category><category domain="http://www.blogger.com/atom/ns#">Fredrick The Great</category><category do
