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	<title>AT&#039;s GCE Portfolio</title>
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	<link>http://gcevoices.com/at</link>
	<description>I have two siblings: Imagination and curiosity</description>
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		<title>Shout Out Poem</title>
		<link>http://gcevoices.com/at/2013/01/03/shout-out-poem/</link>
		<comments>http://gcevoices.com/at/2013/01/03/shout-out-poem/#comments</comments>
		<pubDate>Thu, 03 Jan 2013 16:23:30 +0000</pubDate>
		<dc:creator>AT</dc:creator>
				<category><![CDATA[CounterCulture]]></category>
		<category><![CDATA[English & History]]></category>

		<guid isPermaLink="false">http://gcevoices.com/at/?p=53</guid>
		<description><![CDATA[My first action project for my Counter Culture class was to write a Shout Out poem. Even though it was open to interpretation, the goal of the poem was to reach out to the obscurities of society (basically anybody or anything that is in any way counter culture). My poem, &#8220;Call to the Neglected&#8221; talks [...]]]></description>
				<content:encoded><![CDATA[<p>My first action project for my Counter Culture class was to write a Shout Out poem. Even though it was open to interpretation, the goal of the poem was to reach out to the obscurities of society (basically anybody or anything that is in any way counter culture). My poem, &#8220;Call to the Neglected&#8221; talks about all the people/things that I believe are neglected in any way or form. I think that the reason I chose to write about such a deep topic is because of how often I think about these things. It made it a lot easier since I had at the very least a small personal connection to each thing that I mentioned (even if it was only wishful thinking). I am very proud of how this poem turned out wince I haven&#8217;t written any poetry for a few years and I&#8217;m just now coming back into it.</p>
<p>&nbsp;</p>
<p dir="ltr"><strong>Call To The Neglected</strong></p>
<p>This is for the teen who’s best friend is a tree<br />
and doesn’t hesitate to tell her so<br />
This is for the rocks that can’t sit still<br />
and the folding chairs that don’t have a will</p>
<p>This is for the miscarriage that lives on in our dreams<br />
the children who’d rather live in a library<br />
and the politicians who just want to get out and play</p>
<p>This is for the writers that inspire new ones<br />
and the ones who couldn’t care less<br />
This is for the artists that can’t stop no matter what<br />
and their unknown inspiration</p>
<p>This is for Andrew Bird’s “Masterswarm”<br />
the people in King’s dream<br />
and the homeless man waiting for Godot</p>
<p>This is for the board games gathering dust<br />
the cats that stare you down<br />
and the teddy bear you’d never dream of throwing out</p>
<p>This is for a bed without a home<br />
power without a cause<br />
and a Catholic without religion</p>
<p>This is for the song that needs to be sung<br />
the pills that need to be taken<br />
and the puzzle that needs to be solved</p>
<p>This is for the sidekicks<br />
the defenders<br />
the disputed<br />
and the crazy</p>
<p>This is a call to the neglected</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<title>Common App College Essay</title>
		<link>http://gcevoices.com/at/2012/12/20/common-app-college-essay/</link>
		<comments>http://gcevoices.com/at/2012/12/20/common-app-college-essay/#comments</comments>
		<pubDate>Thu, 20 Dec 2012 16:27:47 +0000</pubDate>
		<dc:creator>AT</dc:creator>
				<category><![CDATA[English & History]]></category>

		<guid isPermaLink="false">http://gcevoices.com/at/?p=79</guid>
		<description><![CDATA[ For my Art of Rhetoric&#8217;s third action project, I had to write up an example of a college essay. Since I haven&#8217;t decided on a college yet, I chose a prompt from the Common App. I think that the reason my teacher assigned this as the project as action is because while its&#8217; main purpose [...]]]></description>
				<content:encoded><![CDATA[<p style="text-align: left;" dir="ltr"> For my Art of Rhetoric&#8217;s third action project, I had to write up an example of a college essay. Since I haven&#8217;t decided on a college yet, I chose a prompt from the Common App. I think that the reason my teacher assigned this as the project as action is because while its&#8217; main purpose is to practice writing college essays, it&#8217;s also a great way to work on being able to write about oneself. I am extremely proud and happy with my essay mostly because of what the prompt enabled me to write about. I got to write about how my favorite literary character has influenced me and in doing so further deepened my closeness to him. I learned that even though it is important, writing about yourself is extremely hard even when you have a conduit that makes it comparatively easier to writing without one. This was especially apparent when during a workshop on a rough draft of our essays, my peers noted that mine read very similar to a book report in the sense that it spoke more of my character than of myself. It was hard to take since I had originally thought my essay a masterpiece. Take it I did though, and here below stands the finalized version that will without a doubt, take your breath away.</p>
<p style="text-align: right;" dir="ltr"><em>AT </em></p>
<p style="text-align: right;" dir="ltr"><em>Common App Essay</em></p>
<p style="text-align: center;" dir="ltr"><em>Describe a character in fiction, a historical figure, or a creative work (as in art, music, science, etc.) that has had an influence on you, and explain that influence.</em></p>
<p style="text-align: center;" dir="ltr"><em>(approximately 250-500 words)</em></p>
<p dir="ltr">Ed Kennedy’s life is, in essence, the definition of normality. So then why was he chosen to undertake the seemingly impossible task of changing people’s lives for the better? “I am The Messenger” by Markus Zusak tells the story of Ed, whose life of a simple cab driver is altered drastically when for unknown reasons, he starts to receive playing cards in the mail. Each card points him in the direction of a random person who is having problems in life. His task to help solve the problems is non-negotiable; if Ed refuses to deliver one of these messages, he will be killed. The author shows that with enough motivation, even a 19 year old deadbeat cab driver in a dingy old town can do more than live his ordinary life. He can morph hopeless situations into ones full of happiness and joy.</p>
<p dir="ltr">Although Ed was forced to deliver these messages, I admire that he took on the tasks with conviction. Everybody has bad days at school, work, and/or at home. I have found that the easiest way to lift my spirits is to help somebody else out. Whether it is giving advice, helping peers with homework, or getting people out of their own funk through humor and wit, all of these acts brighten my day even if only temporarily. Ed Kennedy expressed similar feelings of joy and pleasure by making connections to people he had never known before.</p>
<p dir="ltr">The way Ed Kennedy questions the meaning of life when he asks, &#8220;why me&#8221;, as he does a number of times, resonates with me. I have often questioned my purpose in life. Reading about Ed&#8217;s experience and the ways in which he rises to meet his challenges has helped me when I have felt hopeless to make a difference and to find purpose.  I realized, when reading about Ed that he was transformed in the process of helping others. When I volunteer at the food pantry or when I can afford to give money to a homeless person, I find my perspective on life changes.</p>
<p dir="ltr">When Ed started out by following the instructions of the cards, he did not know where they would lead, yet he completed them anyway. When I feel gloomy and confused about life, I try to remember that you don&#8217;t always have to know where things will end up, but that each step you take along the way can help you get to a better place, even without a map that guides you there.</p>
<p dir="ltr">Ed saw firsthand the unfairness of this world and did not let it stop him. By the end of the book, Ed discovered that in addition to the good feelings he had gained from helping others, he was also stronger and could make positive changes in his own life. His story gives me hope and reassurance and motivates me to continue to reach out and help people without needing them to first express their own need for support.</p>
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		<title>D&amp;E Project as Action #2: Solar Panel</title>
		<link>http://gcevoices.com/at/2012/12/20/de-project-as-action-2-solar-panel/</link>
		<comments>http://gcevoices.com/at/2012/12/20/de-project-as-action-2-solar-panel/#comments</comments>
		<pubDate>Thu, 20 Dec 2012 16:14:16 +0000</pubDate>
		<dc:creator>AT</dc:creator>
				<category><![CDATA[Math & Science]]></category>

		<guid isPermaLink="false">http://gcevoices.com/at/?p=59</guid>
		<description><![CDATA[For my second project as action for my D&#38;E class, we built a homemade solar panel. Similarly to the earlier water station project, we built the panels in the hope that we could inspire others to make their own through watching the process that we went through. By working on this project, I learned a lot about [...]]]></description>
				<content:encoded><![CDATA[<p style="text-align: center;"><a href="http://gcevoices.com/at/files/2012/12/PRo.jpg"><img class="aligncenter  wp-image-142" title="PRo" src="http://gcevoices.com/at/files/2012/12/PRo.jpg" alt="" width="261" height="287" /></a></p>
<p style="text-align: center;">For my second project as action for my D&amp;E class, we built a homemade solar panel. Similarly to the earlier water station project, we built the panels in the hope that we could inspire others to make their own through watching the process that we went through. By working on this project, I learned a lot about the fundamentals of working in a group. It can be hard to spread out the work evenly between all the group members. No matter what, I believe that at least one leader will always emerge in a group. I became  a leader and I am proud of how the project turned out. At first it was hard to understand what we had to do, but eventually we figured out the building process and worked together to make it happen. There were times when I felt that we could have done a better job. I still think that we successfully accomplished the goal we set out to reach.</p>
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		<title>Artist Statement: AT wire sculpture</title>
		<link>http://gcevoices.com/at/2012/10/02/artist-statement-at-wire-sculpture/</link>
		<comments>http://gcevoices.com/at/2012/10/02/artist-statement-at-wire-sculpture/#comments</comments>
		<pubDate>Tue, 02 Oct 2012 14:17:19 +0000</pubDate>
		<dc:creator>AT</dc:creator>
				<category><![CDATA[Art]]></category>

		<guid isPermaLink="false">http://gcevoices.com/at/?p=23</guid>
		<description><![CDATA[For my first project as action in my art class, I made a sculpture depicting the movement of my Power Animal along with a human and mechanical movement that resembled the original one. The basis for this project was the theory that the movements of our Power Animal could be used to show our own [...]]]></description>
				<content:encoded><![CDATA[<p dir="ltr">For my first project as action in my art class, I made a sculpture depicting the movement of my Power Animal along with a human and mechanical movement that resembled the original one. The basis for this project was the theory that the movements of our Power Animal could be used to show our own natures. This project helped me better understand my personality by providing a visible version of it. Since I am a better visual learner, even this abstract piece of art was of more of a use to me than a somebody describing me. I&#8217;m really happy with how the piece turned out given that I had no idea what I was doing with the clay until I was already doing it. It worked though, and that&#8217;s just a great feeling.</p>
<p style="text-align: center;" dir="ltr">
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qWneBPE1lr2raldlCk+7NrBgRLkdVH+NfRrjzG+Vflzg4qFlXdtUbc8cHNR9WouSbXb8DOSe58iW9xcaDOsQi8i3kYxXkkihS2RkSFh8pIHatG6Nsnw+U3A0/VGP7xxJGSJYSew6Bh1py21+/jLxZomqL59rDfMltNIi42P83T2zjJ5rOifStO8HtpVtqAudVecfYJPKKq20lWGTwTjj8K8/FwjGrbW+q/plxqSVO+6MPVdEvVt7DUPCqlLxY/JMIfCbOu7B64zk1JJdfYfGMVteX8jXlzAjeeYgEukAwCoHRuoIo1JkntbG0T7bod35h+ytsPlGTB3Bm9PasW5it9N8a6B/aMd1dyxS+daXUZ2xRStn5CQOQfQ+tL20JRv1SXr9xk007XKCeIdR0j4j3d1BpaxshMWoB7fYZ7Y9Jck4G3p6tXUQMt54Z1SdTHrVkYgbSFDkOgPO0Dpgc8+lUrnUHtPF8tm8Y1Gz1BvnXy/ONpL/ABxNjpHjoTUvhax0jwv4m1Rlu47uOb93aw3TbWt5CCSYz/d6da6a8WlGS+8lTV3fYp3Md5Fa2NxokrXdugJn09kBLR7egb+Js11vmzrNY21xbxQTGEOZipcyLjJQn1Xpkmuehnm1TwJdmW1t7S4gufJZpAyRpID94Edd3r0rNvLq80a2WTULt3sb27U2pBwlvJgjDnPKkdPrXNOtzwTUru33tM25Ixlt1GPYaRY+PZdQazZ57lNsjRoczox+dSBxkcc1hvq97BeXEWgW0V5pCysLd5W3Oozypz3ByK9KMp1GwtL2WOwC4G4RMf3BwAGBI5B9a8b8QaXNYeLr1NO1CKG1lfzlSVyCC3XHHTPP40V17eN1ozGcHbU9NksdXim1y1lOmwaRAovY7l5iNidgpHKk+nSrWiTW/iDR7nVLGQaeJI2QwxEpI02NvmenOBgd6p2tkNIgk1S/024vms7twju2C9uzdGXoyDPem6tBpNt4V1m6sdPvbOKFxqVnfRzYjcnrAAOSQB06U61L2jUpf10BNJeRraH4i/s/wLc215aWy3GpxtbOXj2l5hxlj0xjnNXYLCLTvh9bRXMxaKe+aKZblyHT0ZD1KkdDXN+Iriz8XfDXRWeU6R9vfzLGUwZUuv8AD7bhmtzWtK0yHwl4TsLyaS/M+YJDAWM7OvQhh0z6dDXNi48rlJ76L/hzam+bYdqOkx6dpFgNAm8q3ikzukn3MVY/eyemSa0b+x1WXxVpmgXcloYknju7O8gTHDYDQMB17nNc3quk3d1e2trpkNothAnkXsEj/P5Z+8pGeSMdaf4StbnV/i54ZM+o3YbTb9o0t0+WKSMZIz64ruwUadSorvd/guphV1bVj7LQeTaqD8xUADHam796OD97PbrUhw785JJOKb5aIJGAbIHzE178pLYxSZXbCnAXcB1A5xTlkVRg5BAyCe9QjJc4Bx0JPepxGA/zHJxycdKSkm7BZkEjk8jBYHjipYyJG29D3I7etGFVyAN3PWpGXG3HDkYyKrfRIBpyMjcefSpVjz94YHf1pgj2qxUnOMY705ZCsKkgsMcEnkU11E9WWUHlMewHTNPwWG/oTzz6VEr7kAwWUjIINSLIgTcSu0cfMaTaRTeguxiwLOOwyDUnDdee9cdqHjnw/YXfktc/arlDzDbKZGP5VlnVPGOvll0TSBo1o3W71Dh8HuqVMp3asios63U9Y0zR4S+o30FsuOBI2M1jReNPDssX7nU4MY6niq+leANOtr8X2sSza/qxXLXF2cqp9FXoK6OXSbBo8Np9kV7AwrxVxTT1lcJtdDLbxZoCAD+0oCOpANUZ/GGhod0V1PMeq7EJrpItM0uNSE0+zDY/54rU0VtCJAqW0UeBgBUAoshO1iHw3r2iatevDqN+dEgI4ury0l8v8SoJH1rupfDUzRTHRNS0fxPaRIXeTRbsXOxBglyoG4DnrjiuXRlVWXIUjtVVbYxX39oWDTafqSZ8u6s5TDKoPBG5cEg9CDkHvW8aseTl5U/vEi4Qm4oCCccUz5JW2nK45FXrK7tQFi8TQSSwkY/tOyTEkXHWSMfeHqV59qJILVHD2d/bahbE/up4HyjD+h9jXPzRbtfUvk6ldYl3k7BkdeabcxBlyHAz696nCfONpU4P3arzxBiA27FEb2Ja0IoUbydm39aqzRJ9oPD4PXBq5Em0KFBC565zmppQpRfk3k8hfehu+hKWhnxRRg7uDxxu6mrO7c3yEKO+T3qRkVQF8sEn+dMCjzWJ8s80m1ymqSvoTxOzqqtwVPI9alyFQncQM54NRAN5I/unqacoyDkAAdhULYq2thH82V9qMEGOtShVK7GY78Yzjinr8p2qBj0pV+dsFh65FVcFFblMLEJ8sCzgdDVmIsy4CcY796R1RX37RnsT/Oo47h/PC8NnjOKnRbgpWLZyzkDoeoxQQN24gKmOlV2fdGeWyDk9qb5p2jkjPHIqFOxdk2TZQjYrZz1GOtKqJjPQjIPfiq8Lt5vzDPOcg/zqxwqElQF/i460+bbUa107ETfLC0mA4XpkcGqVxdqsK7CfMPPAzVppY5EKqTjpz3pkUCgMNg4OC3pUNqSB3b0IraRpYDud9pPIParLBTjbzjnA9amaMLGcAk5wc0MAMjGD69ap6Fxb5bDNoIOM8djT1UFd/Q4xjv8AWo+FkJyCSOBUgIbk5IxxipbXLYu9myPjGDwe2acTvVuox0oO0lMkbRxShCzAAbixwAvJP/16UU3YJbXFyphKEZYnnmowAybixIHr3rdHh7UrYwtqzWnh+2kUutxq0n2ZQvrhucfhzXFaveXTO9v4aQamQCGvpojDb59V3fMw98CtnSlF2ejMozSvbU1tyqgJBBx1Pauf1DxHpGmuUuLyNpj0jj+dvyFc+nhTxFf7W8Q+J7h487jbaenlIfbPXFdHY6Bpelgm1tI0YcGR/nc/UmuVym0Cu1tYXSNdsta0/wC0WM5mjDFJAV2shHYjsa1iFEKgMQM8V560Y0f9oGAWo8u31mxZ5ol6CSMj5sdiQa9A4ZiVTOOpNTZ3cblvyHNtHlnbn19qjYvuO3bg+nWlOd+QwYMOh9aaxDDLjoMYHrTim9w5hpYgHP8AhUZIZPlQhqkIBQ7g23GPrSMuT90BcdQf50SkkzNKT0PmnxY1npf7RN9Fqd5FYabrEUbo0zAKrgbS3vyF49KyZLzyTcSx2ME+q2BYNE3CNt6FUPUleeOma3/jrowmv9E1vyYJ7VLWe2vYXPzPGcNlf9oEcY5qjolq2v6YtwgjY/ZlInkG15IgvAI9xXn4+tCNeKltK2vysOjCVnboc1LdWOr+EdZ1W5/0eTyvKMDRElgSCJUHONp/irmbu9a3+EUN7eJJqVg+ftAhjIdl6KyjrkHB4rbvNE1Dw6bzV/tMkthBC0K2W/HmQsAWBxycdRTrSW1uPBkE2nWgs7C3OdOmO5mncg7oXHoK83DQqRjFSfM9df8Agia9933OEgsby417QfEemxxwahEm3VLSBiq30JOEbB6yKOvrWiIYNR+I+taXq9ibPUPKD2rsx8u6gb7rY9VI5A5HftXUPZW2paBp+qWjiyvln/doGwHbPzL69s/UVXvmspvGnhSXUoSLq4hZrRXiYPFcZxImT1U8ECvUw+KlKL5traP/ADMpwUVcXw9JLcOfDGvxx3cindZRyOVS9CHOA3QnjJFR63ZH/hE7qLU0tZbSWUubdoicRA9FxyrDsfarGqwXFhq51I6ZIXs0kNrJFlxCxGH3oORnr7Vd8OXlprPw6ujYTtPO6nEsq7zv7qR1Knt6d6IUlCcXHZv7jRvSzOfs9ThutANpo9w1/f2swSMSMA0ttjqT6DPGK6NtOZo4TNZ3Ep8sbXt8MjL2IJHNefaobebwbNf6dHD4W1aK48uSeOAMCwwDGwHY+1dfo2naodAhFjr9lAq8TLcp8xkx8xAz8oPBxUNOjU3tczVXRXWwv9oXemfBueXxBN5se/yQTguYjwGH9445xWepkt/gVOFFxdf2JeRXtpdMpKXEUhy26LqpC8t2q5a3tzbeGfCdvrlvp2r6fepsedZPlhdPuquRknjr61qz2z3vxJt7fRb+KC0uXEN9EFDPGOhyueRjjnpScnSaS1u7fcWrWsil4mstP8XaDDoUl9Lpl7tiu0eBAF2kgjA/wrjvsniGy8fL4G0M3E9td/vrGeeckxsoJZw4BKgNjPoTjpXWfZtPm+MkmjXTNDf6LJst3jTYWhyCqEencduTiq7Xmt6b408WWkDXtmbFl1GwvHXKopIJiJA+62D+dKlySs35uzX9XFv/AJl7R7aWLWI7lHjgZ7fbqqtcGQLOM5wTycnmul8DKZPi5pk5sYROBILklyWgbHGOxyOprzXRJrXWNd1PU4Lm4s9U1uGZrJEjP2e0uFGXjz90qcZ3H8K9A+Bt+dauBqF8ztqUELJc733OH3YOSOOg4x2rtwVGcasXO2i6EylF3sfVKFFj4ypPHHal2jDHg5HTNQoF2jDg9+vNXB8wGcH39K9Z6mUWluVTGQcgHGOB6VCS+9vmIJ6DHUVcAHmEMwOOevWoJfmUPnB5GDSaYSdxqZMuCOCuc1KFC/Mz8g5wKih27OGI4/Opm2lfvc7evrVbEq3UZNv80beTjjHeqewrds2SB0PPWrkeHPzHBHX2qKQFpyqHOT97FJWvqDS6Cl3U/N8ihRjHeuB8X3N5feJfD/hKynltv7RLy3ksbYZYUHOD2zkCuzaUglW5bpjNcBEvmftQor4XytBJjz7vzj8qidnJK24k2tj0HStF0nSoUh0+xtoML8zbQWb6k8k10SsAu3AHpk1l8ehIC9xxmp0Z2gB5YcfhW022WpK9yw0iB/m+X+dV5Q0n3GySflNIiSEMX6HP1q1EAk2ODkYXNR1B3a1K0Ec7YHyqgPLMOavsgCE9WHX3pGYrBgAhs4p7OVXknGPmGKeqKilYg8sFt2CMc5pULuO/XHTFSNMGUYGB71l3mt6Vp6tJeXkMZPYvz+QrGpVhH4mXCEpaRRqgFsElSwPI6cVQn06Nrn7RbObG6HPmRYw3+8vRhXDXvxH0uBWWxguLs+pG1Sfxrm3+JuqNOVTTrWMH+IkmvMrZvhVK2rPQpZXipL3VZHudne2eq6hb6dfJpnhXVGiCQ3c1wy6ffSA4ALt/x7ytno3yE9CM1WuY57O8ltb2F4bmNikkZwSCPccEe44rwSX4haswdZoLOSBwVdTFlWB7YPUVmw+LdR0+9Fzp8kTWwHzaezkIB6Jn7n06e1c9PN6cZaXt57/J9TWeUYhxurX8mfQiNuXdGGPPPOKbiUb/ALpbHB9BXl0njpZYobvR7601G1aBGuYZYGguLKUj5oZUPUg9HXKsCCDUE3xGvktSfstoTjB64+lbrOcOpW1ZispxEqfMrWPWHYFQMknHOTzVbyiJhhuT2NeWQePNSuArPaWgXuATzV2fx5LDGoSxQMxwCz8Ctv7UocquyVlOJdmonqcEhMZDGM7TwCetT/8ALNm4HPHFeRQeObpVLTWsEvoykite38f2c0HkXNrPbMwOXVgw/KpjmdGUt7G39kYuKfu3O3nvEEJSLe7Dq386pRSziYyrKUA7dqwLfWLG5T/j6QHtvOK2Iw5t8hSU67uoI+td0K1Oa913PIqRqRlacWmbltdrdsiTKgfsf71X/s8aSNIoGD0NYdq6Qzo5U/UjgV0EbEwgjBJ5we4ok+jW5pRd1dkVwP3Xmeo7VSjLur5Qt8vHatUshUAj8uMVE21c7STlu1EorS5rKLvoZ8KuZgu3bn3q7MkrWxVMcDg9qkwRuYYb5fSlHVEJO3vxxUqMeg+V2u+pjsxjZVRSZDx7Vqxq/l4wQx/i9aYYY/tIlwNwPGKlL7scbeOB3osrkwpSW7F3HOMHgd6q5wxOduOmelRX+o2em6NPfX08dtbQqWeRzgACvPoBrfjpftU0l1oHhZuYY1G25ul7Mf7qn86hy10NL9DtLzWdMs499xf20Z6HLjNczceOdNE5isdO1jVGAyPs1s20/wDAiMVvWHhvRdOihS1023Qj/lpIu9z75PNbYGDlBsCnkAda1922xnad9XY4geIvEl6gWy8K3lszdHu5FRQPeu2sdY8UwadZx2z6T4au4m3Ne6bF5t5I3bMsgKqB6KtPfy2TB4C88moY2O0EHPoaSnyK0dLl+zb3Y268291ubVtWu7zVtTfHmXd/OZpnwMDLN2+mBTzJmPd0Y9s1HIgeXczlvakPzNyVVSOwpN3Fezeg7lgu4kA9waid/mwMsSPWnBh8oC8Doa5HxlrEuj+Hi1iPO1S6b7PYxA8tK3Q/QdT9KiMeVe8Kc+xjafJ/bvxw1DUYlJstGg+xxyHo0zYMmPpwK9EVmwMYAJxXOeGdJj0HwVaWOXlmCl7iQn5pZGOWY/Uk10QYEhccEZJqFHmvLuOLaRJ8o27Yxy3WkJQZGVDdRx1phGUUHaADjbSBcFgcDIyBTmna6EpJOwrbmTAxtNMOCmM5HQ4p+f3Z4A4wMU1sqAmQN3Spcb7lyeh5F8YNJl1T4YW9xbTLDd2V9HNGzHarZypDEdBgmvBV1q80X4zab4evz/Zul6nCI7C7gY7HYDLR+gJPH05r6k8dab/afwl17T1A/e2jEM3YjkHHsRXyk1zLYeFdOvNdtf7TMV3/AKQFhDpbjaMSRnqoHHJ7muTHwlJRSS2evVNakRlaLdz1HUYp10+W3gtrW3ZnYCPJOz656g+grztNXuofhRd6VZadd/6+QwZ2hbZw+d69Ds6/nW74c1eG88SmF5PIndlFxE0gdwrcB/rjDYqfxK1ldx3+lGSWe4SLJvIU2M+0ZyuOvpjvXHhoNpQqLZlzk/iiQxRGXwdE2rAPdQsqSojhdp7OpHXHc1S1REgnt9QlijuNMUBRdSHc0EgPDgnoPesvwzZjWPhTHfz6gsl1al7oxMnFzCAVZB7jg+ua0mmz4ItLjRpX1GGO4U7GbcXXoQo/ixnvWNKDlBJdmvmipST1Ru3ltN/bMlzbLLFJOqyTBn3LPnBEin09q4Wyvrbwv4/1G+WO6l0+5/c30Sw5EQfpIpHGM9fet3VtRnbWbS11CdraeKNnaEkASxDGVHoVFV31DRdY8QvHEHe4NsptXjXaWiboSOAWHoa66c504yhUVr218zOrGLaaZgokFr4X8S293a36aRY4kS5Eq+dcRseZcdCwPXFa9rp9qmlWz2uq/Z45YhIQXGXJ/iPB5xj8qj0jRr+61h7K/Jim09WazvWdALjIwYJAchdwxkfQ1W0XT4NLsruyvNSh0K4S7fdYyuHMHT5Qw6j09q6oe+nKVrp9dvkYTi09USWlxa3vxq/sqwjOpeFLiNLjS7OFBiCQE5YZOQQc55xTNS0K91HxZruqRXU+m6aI9pl0zi5Yp94A4yG+laujI9hrjXMejfZZdGkkn3RR9UY5YZPOCOcjvU9hql5dR6z4itYLSLR5bgS26mTAIz85yOBnnk968ZVIuUbPZN6nR7OSfqZ3hHWLEynxFLZaldRmBbPUJ5ZC0txGeFaTOMEe3SqNrc63beD9cjlg1XVNL84xxO0aiR4GJ25JPIUd6muLiwv/AAH4o0jR9KOqx6nG1wkcr7EimBGFWX+QH51raZLNZ/Cbw8mvzvblydPuLSNNrWzqDtDHPfjrVwdSrRfva7L5/wBdjJu0rHGJpdlo3wD8RWM2oXkGqxSf2hapafvZcHgAHuuOCtev/AmFpfC6381tbWkj24ZoYTwCx6kY4Y4yR715X4xe48PWOnXenLFNFCwUsz8op/hfOBjNe6fCTQJdB0zXsvCzXV2txlWJUbkBOAen0r3cBUk1NtbWRFWKVrHtkGPNIwM44IqyzcZGdvf61nxMQm9zhm6KOM1Juk/i4GfmAruTVu5CuWwQWGOO/TimSNzgqG9MUwOQhCoGGP8AP40vLLjoMZzUyV3a43LQRcZBA4HQVYCYIB28+p6VXjJySAd3er2PkDEAEfpVpoiK1ICp84sy/iKY6h4htUc+tW2DbgT0HTPemclR8gVfrk017xVjI8jL7iCm3Oc964bU2S0/aE8LXgBUXVjNbMT3YYZf616iZEV9gUFWHftXmfj/ADb614L1KNTGLfW0R2xyVdSuPpWdSVmvUTjZHo6xPIinCgMOSaftKyhMEqowTSrcPuwu1D6E9Klyqx53K5I5AFPmWw+TsWsAITtBGPlOaiLeXKrHBJ/MVzWqeL9J0iJo94ubtRjy0OcfU9q8s1PxrqmouQkyWsJ/gjOD+J715mIzWlBuMXdnsYXKqtbXZeZ7HqniDStLtmlv76GHOfkzlj+ArzTVvihe3dy66TpwjgAC+fMeWA9AP6155cytKWY/vpSeGY5P61Tb9xCuSAnVsnGfWvDxGZ1Zw5nKy8j26OUUKestWb9z4n1bUHCXOoTrxnah2iuenlnLneWkJJIZmyfzrNudd0qK1YrPE8nUopy1c1qHiSa4j8uzRYlJ+YnqB7VvhMDisSk4Ju/fRHzPEHGWS5Umq1VJrpHV/gdWN5BXeS2Mk+opskhTCG6VG7ksOa4aKS6FtJ/pcu9hnBPY+lRlFitwy7pccgse9erDhLEXvOaXpd/5H59i/GrCwSVChKXq0v8AM7V7+2iUW8txD5+OD2IqKE2Mt0ytcQuRgk+ZXn/mZLtIF3sPuEYAqmpvZirQqlsCSNu3n866XwtDrP8AA8KXjlXUuaOHX/gT/wAj1i7liDC/s7qBLyJNqMSNsi90b1B/SoLbUINTRWiIQNjcm7JQjqK85Szdoj9pm35PPPB/KhbmLTtSREuRGJCFZc8j0Ye9ctbhmcKUnzXtt3PYyPxnjjMWqUqHK5dnu+m6PXo5ks0ZS/lI3CnPXFU5tTimDHznxGeCRjNeW3N7c6jqcUbPcPBECpKEgFs8mtKG4d8RK03lqcZds4Nc74XxNVJqSXlqerLxowNKvKk6Lce/X7vI6S8t9U1qdvKvprC0i+6EJXcfw5rRtYtTtbQxy6ik8gHysw3EjPeud+2XnlssdwYgOCAOox1qnb3TwbP3kzcknfySfrWb4QxPI5p67PXU7Y+NuVKSjKErd7f8G56W/iGG08PEahCxkBAxGM5q5pviLU1t1msb6WO2bnbnp+Brzay1WSTVGF/arsALKynOT9O1W08S2aX7RQJkD7xIwPwrz8TgMXh37ydl2/zPr8u4zyXMqKnGrHXo2k/uZ7XY+O9VV/LuoYbpQPvEbDXfWPj3TDaD7Wkts+Mcrmvmq28QQXLBFidXwcZGBxTotVe71Rg8uyIN8mT3+tZUsyqR/wCXj9GenLDYWo1yw+4+r7PxZ4fvpvLg1CNZD0V/lz+ddJvi8kEMpU9DnrXx1c6hFb7huIcHhlPWtGz1q/ktY4ob26iw2drSHB+npXS8/cHyyV/QccnjN2hL7z6y3HyWzjOM0Ix8wEHBGDivBtO8bavp8KxzP9qgB+5LyR+PWugj+JIkYbtPUY64krvo5xRmtbq5y18nxEJ2Sv8AM9YcbZVAyMj5se9Mb92duCQeAc5Nedw/EazaUG4sJUXplWzWP4m8Zpq1vZ+FPDF28GuasTG9w3AsYMfPKffHCj1rtp5hRqStexxYrDVaEbtBNNH8Q/jJBBAGufB/huRmvX/5Y31/0WP/AG1i5Ldt2B2NetouUIAIwe3T/wDVWFoWjad4Z8KWGjaTEINPtotqAHlj/EzHuxPJJ6k1rtMdhBb5uw9a25W5XOGirR97d7k27H8WGzgbuwqqZiZCFIAGc89xUBZmfJJzjvT1YBi7hWI/StbSTKclIl5dVzuwaAPLTOflA5wO9MY7lCkHIOSc9aVydgBOHHb2o0E0xdwCEjOSOhFRsw3YGMEfxUqttYP2J6+tRSEJGZcAgc7u4p6ti2RW1PU7PR/D09/qEy29tEpZmI5PoAO5J6CuL0LTr7Wdb/4S3WYHgcoV0uykHNrGf42/6aN39BV06W/iDxNHqepRltMtJM2VqTw7/wDPRh39q7EvhHT7oUdDUTgptIlK+rI0B2jdgleKd82SMZ+vamZAOBjpnpTC5CLx9496HZMrnSVkTFs545BzRn5lz3/lUeCQNvf1NTLkliT1HGTUyaQkm3cQ4V+c9OnemHmU5UD696ViDwSAfXNREtJGVDKJAOH9BWbvoW7X1Kl7H9o066tTk+bEyZ9AQRXxjcSXlp4ani0eWyudT0dned5I2xcRqSpj29Gkz+XFfar7Q+4HJBr5K1i+0jSfiD4z8H3m3bqN215aIyGNIZsBsM4OfmzmrqU+anor2MZNox9SuZLyy0DW7LSIdP1+Y/6NZMoSScgHMbEcDIzgk8VpaBo2pab48ubOC2c6PMjSwNcXIlkjIGWjV85HzEjmuc1S3i1rwVpj38eq6E8dywM9pERFbSH5V3g87W7GteGK88O3SztqcN1os4FuZlky6yMvy9e2e9ed7KpKKXM+/no+hTkkrtGLqljq1vC2q6RMJv7Pm8+1jRw06uxPmwlV4ZSO3rUmlamNb0K3XSdNc2s8sk5kzg2FyOSuB0Vuc571vaLe20/iXV7ZdPjh1IRIpMXzbjzmQD+9396yfD2pw+HdJ8YNdJb2BjumW7EkG3z9/wDq5NmcqT1/OuiaUndK7vb7yE7i+Jt8vh3Trm7hCMt0Fa6RfmgY+pPUHp9a1ZtU8P8A9iWd/atEbdJDb3kjqVkgmGBuPoDxz0xTUvdL1nS72y1GGC9ijthL5ELZHkEf65D02g9e4Ncl4ma7iFjcaHbpd6DNCLa6e1iJkz2LA9VC557GuaVKUo+aX6mjm0nZHSPE9xfalFY6lI0asr7VITyZOMFs/eQ9c03UvBXhTXdRGpXNzcW15Ii/ahFOVDyAct1/X2qOJIV1KxihvLZ4FtUEM7qQZ4O8bg/xKelXZbvSxOy3OmC7dTgStKQWXt2rOXtYpyg+prRcajtM1dJ8dz6bAkmqWV4WMjQXMrIF254CnPQe9bv2G2Xw810JHnljuAHsw4ETRtwDtxhs1xGuTab4l8HaZpV8PsZ1e3LwOqsI1kX1PGcnnmtS6tI9H+G3hSa5li1KS2X7Km5ysksh4GBn8s1wulGl+8e+3n/VzWnNydmbF14c0yU2cGnWd5pcVmzbo7JgI2B+bGPr6U7xPZWjwWcK3DJpmpiMveJMAxmU8Db68bSe4rR8nUZL6GP7Tb2YTH2iGQneoIHTb0I9a8+tNFFv4vmuY/P1XWbKSSeylvroqnDZxgZAUDocU6NGU3z81tdX3MqyXKkkR+JI4rO4+xPpGpahp+oWjWtyqESqBjGcdB9TXufwlW8f4QWz39297KszRxytGFcxrwofHBYDgnvXj13davqXxCnhtkjstDuLcXDmOHd5c2MMA3cH9a+iPAVskHws0hUxuZSxYY559q9zLIyjGbk99TCrUUkraWOnyFnBO4DtmpjvYjB6nnHenlDsG5RnPQ9qXYXXOMt2rujFLVka7CjKtjHU5GO1ShDkgYI9cUbWaPCqQxGKURkJGmCQOuDVpPcm2o4bo9pQ/N/Fx1q0SGVcDkn04qLGXUZPHPHNSYPkswYsOx9DQ7rYuCVtQkby4+o3kYC561UBlWQMfu+mamYIJBsBY4yRVSSUFFIABBqHo7ob8y3IyB85wSM5NcD8QCL74bXIiINxayJdW+Dj5o2DY/HFJrnim2spGit2FxcDghTwp9zXmOs+IL28tzHI37s9VXgV5eLzCCvGJ6GGyyrVjzWsj08eO9Ik8OWuoJKJpZkDeSg5Bx0P41xOp+MtX1RHRW+yW2cCOE8n6mvPbJYoZPswbbG/zQ88g91/wpsutadbBonLk9igrysbia1WXJG7T7HfhVhMJS9piJKLXVu35m63ny8g8d8nmmyGC3hLTTAYBLNwBiuNuvERSTfBHc3G37uSFFc/eate6mUiuP3YPLIOhowWS4utJe5y+bPA4g8TsmyuFo1PaT7R/V7HR3HjC1luZ00+N5DGdvmuMJn29a5+bUzdo7XFy0+TkruIUe2KghhgSNgGKJwNi+vrVWT7Mh3BJQSeTtyK+4wOS0MLBJrma3bP514j8Q81zSs5yqOEHsk9Pn1bLarbmIPEiAKc421AzBiWC7SBnjiqRguo9RSeB3WI5yjHgj6VrKfNhy5Bz7dq9t1HbRWPhpVFO7ZBPPMcKzDp8uBVeLzvspO5lPRlIzmo7u+tYJAAHz6gfpUsU0skMhiKbCQQ4HK1yyac9XqaU5qG34kOY1uWEsJjhPG7uT9K14Yk+yExhcDv2FQW0Shy777hs7Q3X606W0F0NrGS1Kcgq/3q6ac0o9wjBOSbKtxGC5IjIOMDYCM1aito/wCz5xcKhOwkFxkjA4+hq5beWyFfN3OigZYeneoL+5zpVyqwshZMB/XNYVkvZOV/6sevktBPH0lHuvwI443MEUp372QEEHjkUgSfYNqpkevT/wDXUCXL23lwu6zuiBVUcYrTXVFjtyLm3ijXI5UZJq6cUoJSfY8yvUp1MRU5d22yMyXBi2hAJAOfp7VUF7GgeObBdDwVOcmiTUIHhY225Mdj1HtTEhDW4cL857jkiidXVRpsyhKH2ugPdGWVo7TgdXcHkewqRY4mC+ZvEhHybmxk+tQW1k9lJJM7F3YYyDUr2+94mYFnHIbPNatSa97VlRmrc2xa3wwyBt5LbcMAe1QS6nHD8vnFNp+UNgYz6VKnnpK6PEmMdSM8GmyafY3S7pYYJG7gmuCtgqFa3PGP3HtYfPsxoQ5aVWUV5SZn+a7OkkV1dE5z87bgavHXfEqET2NzphXICxzW5y31INMe0RIQkFuYtrcFfSqZivricLGYra2zh5N3zn6CuKpkmEn7sqa+Wh34TjvPcNPnp4mV/N3/AAdzpP8AhYN1b2qx6loF80jHDS2o8xB+I5rT07xtpl1L5KpdxSk5xJAw/PiuRzcQP5bu06Z5xHz9c19efAT4Jaf4t8jxd46b7J4QLf6Laq+yW/I6knqsQPGRyx9uvjz4PwkHd1JRS76/ofp+Q+Lee4upGh9XjOT+1qvmzwa58VWtvYSOUkG1TtBXgn+lT+GbYQWcuo3Upk1S7+eaTOcDsinsBX2rY/Cz4Z/Fn9qbxjZW/h3SdO8A+DtPTSLCysF8h7/UpVWWe7lcct5KmOOMZwGMpOflx8dfFL4dal8MPi3c6FPfypYEedYXXmBRPD23A8ZHQ4+vesv9XqdaM1gqt7bp7v8ArsfZvjitg5Qr5nS93a8Nk/NP8zqLPxZrdqwW1nMsK8FZ/mFej6F4xtNSaO1u4xZ3hOOTlX+h7V87aTeareOlpFp9zdQ9Flggd8/7xAIrqP7P1O3iMr27QEdTOQgB9eea8VRx2DqOMoNW+5n22GxuVZth1XoSVu+z+aPpQhNzA4C7etN8pPJz/eGeO9cB4O1nX/Ek8Xh/RdNk1/Xh/DbAuNv94+3qTge9N8QXXiXSdan09rlb27tmZbpdMCyJCR1G/JBI9j2r6OnWlUp+05Twp0lGTVz0PzCpVW6E/KcU4g4LDnB4ri9MtjrmiQXsWu6jNDIuQo2qVI6g4q6PCyRyEJq+tkty2brNONpq4SutLneaXot5qsElzut7LTLbBur66k8u3gz03N3J7KMk1TvbizktPslhYmGyVjuu58/aLw9iV6RJ6IOccsc8Vk21mtvHsaW6nVSCpnmZ9p7EDpn3xmrIlDAhgCy5BB61fNaNidW73EztRd23Geg6CgoTjOME561GVIUEc8ZOe1OAzFlmyR6Go5E1zD1vZgm3advQdeKbhlbACnA4zTwc/KQMEdu9R5XeVHfrnnmiy3QDlYGPcVx2AFMOcBiCQBxmnBPl27m56e1ROXUY52ZzmpSTKvpcTJ9MD1I4pyrgYz16Ed6XJKsSMjH4UxZRgHoOmCegqOVfEtSZNXHlflAChjnr7181/Ffw9ol94u1A3tvHbXF5Zo6agDgxumQpPsOtfSBYJzkZB6V438VzZW8Vhd3UReOaKSCQmMsAmNzZ9OO9a01JXtoTUSaPArTQtfk+BF22tyR3dnDN5M32eYyTLED8s8YOM+oBzwae6Wt38LtOsrPRrvxLY2Uri8iChXeMA5kLMRgqT0GTUcaazong6S+a+tfEGh24L20CKctbFeTk8blz19qu2Or6Pr3huy0vQPEEVvcWEclxb2xTcJu7xPjrjPH1rmhBpR7O+vT/AIBlzXK3ha+GmfGvTLWL99NJGXmtyP3s8Lp8smerY6cV3NxPYprN/pgtI7mQqV3MgZplJPysT3XoSa5q9mvL7wFpniS1jsdF1qy+W1NxuQrJ90RDHVW6YPrTtF/t++8WpLrcQ0mG4jaaS2MiO8cvGVyPfkD3rjrSlSqKpG72/wCCb04xadjnfA2kSxeHtdsEggs5rRpxoqkfNJEpy0IP90elbGnTTXvwpurvRo5rW4kuNscV0Sm2deTEM+vQCprrQXv9UlurLWru3vY5/tFvZT4Bil6EnuEYdj+FYi3LeJtK1C2uLfUorW0eW5vLqynyYLlAQsnOMDgZGK9FQpzkrPRv8+hzTTT13IbmxkfRY4tbNxpEsl8JrJox+4t5cAeS+OuTmty9n1OfUpH0Vobq0GFYJIpEUgADJzzweefWqcEt8/wTtpfEEbWtxLJGkk7yowUHAEi9sng12ttong9NLtjqdkbrUXiDXNxDIYxM3TeQD1IArh5KLqJN9ClGTfumJ4p8O6Jrmr6Poer69LpV4bb7VbJbMqrKCcsBn2HOPWseOHXYfiJH4Stbqxj0W9UixjFuZJISoyCqk+vJOehrdubHTdV1vRtMW/tRf+G7pvlaMFtjLwpOTj1x7Vh6pfa/Z/FCJ4bWTzNLiN3bX4VY38tuHBOPu4xWHslzR101dtvRmsny6o9JvcXPiCzvIkd5TD5d+fNIRiowMJ65rnft93B4uh1XytIdfK+zTWksm3zyTz846EDOMjBzSaWL66vNU1ttYsLmW+VBpiRDaHbncpHTPv8ASr8wGq+ErmKW2WO7uI23AAKRIOCP5VzYdqivPV+TZ0VZcy3M+Qzp4l1WyNyo09YjNp8CurM4C5cKR6Z619O+GIYbf4e6PFDHshFohRe4BGetfIuh6Zqtp4Jg1mWfU7eWwvvK+yTMu+RG+X5vVee1fZmnx+VotpEAAqQIoUcDp0Fe9hKfLTsn6nLKzbdi3kEgYDD69KiKOqnYSCTncegp5Xay8cH+dO3LtAbPWuh+87dQWhIm88LtBxkn1pqAmfd0RRg5HWplKhQSMg55HYd6Y3yqTuwB045pyCOqEWYJkIAR9Kg86RlZPunoMU5SWR2UfVT608gJEzEEH0zxS5r7kW7FaWVo4gxIQ968+8YeIpbdYdLs5Ns0oJkkXgqOw/Gut1TUhaaRPe3BzBEuWwvf0rwLULxr3VJr45LSNnG7+leNmuJcF7NfM9vJcHCpU9pPZfmRSFY7hjPcB2J7nk1l388cNo7NKhUZy5YYpt5e20enySpH58qrkIeua89e8m1DUALv7PEgGY4xkge5Pc142V5ZUx+I5IaRVrv+tzLjjjLC8P4HnnrVn8Me/wDwES3VxfXF2sod7YpyjRtx+NW5nW8024vfLddQiXM0KL/rB/fUd/cVB5v3UKb+O3SnRyEt8jGN0wVK9c1+mUskpYamvYKzX4+p/KGJ42xWY4hxx83KMn/4D2svL8SpNdqypJbxvKir83GDnFVYGnuJk85PJ/ecnPNXLq9s7jSnubIxNIHKzrGwJib1PoD61nGOZozvZw2OhP6V0wk6nvK6sfPZlQqYatyt3T1T7ro0aEsMsF8JfM+TGdrd/firWc/NhcYzgVnQ3Lm2Xz1w68ZJzVxJ4pY3DSY3EDiulLRtdTnm4yktLoYZJGaQbV2Efw1jNZXVtqXnWl8/2Vj+9gcZAPqvpXQyz21vEx+UEDLADOax3uL+4z5NukED/K0jtlyPUCuVq11JXZTik3y6FYQLJcs0skY/557xim3l6dPsgluzSbuqpzmh7Mb/ACGaSXBGGNPg05PPLzbgo4I3cACsUpOLjtf5EUF7zbMyHWb90KrG6Bjyx4IrTjOZIwWlI/jyefWtKKxhkgkdYwoJ4XpVeSW2810iDh1bgkcE/wBa0+r8kffk3cyqTdOV1sRyX7QwMII2aTopPT60t1Ncy+HXR5j5rsoyo75phjmc5lXeoB+ZDzVUmS2tI8YlxNuRWJzgDmuXF3lBRe0mkfQ5DWvXlNbQjJ/O1l+ZJaWM8Ebzm6eUg9ZBnmteApdxNhGSZfvFvu/hVaC6iuEOQ0YHIGMVpiaL5isXAGCR9K7eWMbKL0X4niQSvdvUofZVaYtHFuPXduwQfQU6MXMJ+VWx9elSTXqQIRgFz0jQc/8A1qSC4DQs6rIrdVDAinSUefsFTDzaSRq7y0Sv5a5xzz196bvTymZ2BYtwO9Zv24XU3kou19vQHv3qLUbiGztRJeSFQOFHenPFLfobyou92W5ZgADuAHQgHrSR3cUV2xFvKXI+UFcgVjWl3p10WGWj53EPwfqK1rWbbfLBC6ytIdqREZJyeAPc1nCXPHsKKlKSsWpZDPZrJJuRNvQnAqvZ2F5eEmyUzsOrD7mPqeK6zVdDstDuI4/EgebUCoZdNjbaYgRwJCOh9qwbzUrq605oYPJtLcDakNuMBRQ6slLlpq/mz3JZNQwi9pjqlm9ox+L59F+fkS2+kag2q28dw0SWjOiTyeep2qWAJzn0zX3l4k8ZaHb/AA2t00O5uF0jSLJTJLbWztDBGi9WZRgAY9a/NaW2eOGT5rpQq87WI/rzX1/8BfjrLqOkWvwh1Hw5f+JZr2LyYbKxs2ma4j6EsqDhexZsL715Wb4fFyjBtc0eqjf7z7vw9zTKqeJnShFxlJaczT+WiR0f7P8A8UtL8UXvjV/htd32tSxagJtQ1WWHyLCOaQZKBj8zvtAO0dAQTjIq78d/ib4i8D2/hbXEn8N6/rV7dPbiW80ZLj7KFXzCY95wOnOQa9F8WeIfg98DPh/aeFZb7wf4E+y5dfD2mSpPcwA85eOLhfT5jntXxt47/aT+EviHU7aHw/8AC6Hx7e2MjGzvPGE++0jduC6WkXyE+m85+ma8nB4V0a9pztF32+J/JPT5s/R8+xFOGBklUUZd+2tzdj+Mfx8+JdpF4e8Ma74i1q2b5Tpmg6ZBHDj0d4oxtHf5nArtrLwn4c0SWE/Fzxrs1BUDXOg+G8ajqLHrtkmz5MB+pY/Svn29+NvxI8U2sWiX2rS6Lo0hCjSNBt10y1A7ArFhmHqGcg+lbNreiOCO2a3kg2IBgJhW+lPNcRhcIklStJ33ev3LT8SPDWFbFzry9vKcdE29r9oq7sfR178VrZruHwp8PdBf4e+BLiRY7i3t586hqQxjN3cj5mz/AHFO0DjmupQQW9kkVrFDHEFwERAFA/Cvl20bfrFjcbXVBcISM/7Qr3nxfryeHfh9e3dsN91KgitIx1eR+AB+deflWMlWqTc3fRH3ucYSFDlUVYy/hYpHhXWmHNudYuBAM9FDHp+NeoMDhthDsBgE+lcd4N0htC8Badp0o33Hl+ZO3pI3zN+prrPNWP5iyjtk134W7je293955LdkkOwcH5j6k1XkyGLjOT/F61YkniKDGFOOQPWoTG2FHHt6Vs/d31GrS20IxNJ5XtT0DAHBC56YpQrqeFzzR5eWyR82O4o5nbVhyjSRtAY9DwfUUrYD/wAO3HapXB+8Oo4wKjVAO3OMHPas/wAClHo0PH3wP9mq5JVjleKnyFjz1JPXNRjz5rphFEZAq7m2jOAKUV0uEn2RGxHlHOAOoxUKKFlwQzA9Gbmn5XJycHOQMUrYHlshJOTvz/MU35E2dtBmD5hbK4PQdxXn/wARoNTl+Hxk0aO1bU4ZQUW4JCMD95cgE8jj8a9CYZYMCTnr6Gud8URTS+AdWS3l8ucwM0cgPKsO9aUY3knbfciT0sfJmj3F1J4d1CPSbK0u9Omjka20eViGifH7y2bts3bvTrVOxi8EXHwVvl0/Q5LG/hDG3SF9kttdDtuJzjPy59KZ4fsYj8RdT1/R9amt4Lq1eK4WSFY1huxgAlR/CxyT6VZisNK1a212x1GzstL8RJAP7SlJ2RSSDlJFAI3AnBz71yyk41OXZJ38vmjNv3SXSdWXUfgibnVW8iWK4NtNHy72kmfkZifugddw4PrWlqpm0nQ9PuJoI9XtTMPtt8VwFc/dc9yPeue0+z8WJ4L1CW5tnknMC2uqWUECyLc2oUgzqf7wPT6VraXLY6J8GPItrrUfEHkurRwvH5szhz8wdQOnb2rHkUko9NV/wxUZOPkWYJ7y68dyyXR8y6MaJeupUi4yP3ZB64A7jrTorJdG1HV79Ykt7adGh1G1mQPFIrjiTb3PqKzNESGfxBp/iWMW2nTxMzG0uixWS3Hy5J6gj9K1LfX2vtX1vQtR09ZXWAtbSMcx3ULn5SCM5wOM9a58O5U5P2ndfL/hjWpyyjoU9NtrnQ/hfqY1GO18Qi2udyIUwJLVgCJFBzgqeMegzVkwafq9pa3Wl/aZbVYQgaAb1yCSec89axvB9ncmz1u4vZZUuLDzBpzmUtFJFjmHb/GpHc85HFdR4ZTSYfCNuNNiEdsxL+VbkhImJyVA7Y9K7b8uq3u9TKHYz/Cmn6HaapqHihZZg97G66gJk3CKRsKJcHleOT6Y4q14Y120m8DX9jqd61zd6fcvb3s7OJN65O1lfupB4qFbjSdFt/GlzNJeSK9pG0drbW2ZMSZ/hPUMeMjpg1S0cyXHw+0++v7Sz0r+17o2Ya3hDMrKMKpx6AZrzac5zptNXaSNpWjJWItH0uHR/A3ijT0Zrm+tb1LyJoH+ZID0Ck+3XFStYaZe/CcDTZLq01W8LXFsbsEsxzzsx19Km102fhlYbq8dp3cC3up2fBu0HAVUB4A9a2L2Wf8A4V1PoVvb3sa2lylxpksQQeVvXIA3c4Ge/eudzUnK/Sy29C9FueeNrWqwfFnwTpmtWTAXcUVuY2Rt28uM7scEjGQT05r78VClsqL0AwMdq+L4L1p/jf4C0jULWS7klnSaO5XGI2TJYHH/AOrmvs4SK3RnyecGvqMOl7JebZyptEjhs7e55OKRFBZQFJx94mlQcgtzn1PWpFXIdsAcfpVJ2Lsx24AgDBB7Z5oMYZCNnbIBNRYO8kMG5BC4pWZlYk8gjt1FEG7XG9NCNRm4KBcDFROoFyVy249RmrLzKFUBsZ7gVAgWW7PzMCO+KSabsCSOT8Z5X4f3yxAE7l3Z4wM14kDCkPHlsw9a928bRFfh1fzINxXa2315rwSIxyq065+btjkexr5bPG1N2R9ZkPK4OL3OY8QeadOmNiFjfZlmLcAd8eteavd/Z7Hn92RkBscAY616/qdqbnTJ47YBZtpwcZryfU4BcxG3lXaUG3aoxivY4NnejU/mufg/jvhKn1zD1ZX5eVpdt9Tn7rxfZw2sRhuA7HjHQZr6g/ZW8H+H/jD8VbxPENvdzeHtG8qa+CNtjuGYnbAx684ycfw8d6+GvEWmpaSuoZu+0npX3T+w/wCK9O0v4CeI7O2Yx60viF5NSJ6spjUQfh5YA+oNfT1c6lhpSbeqX46H59wTw9g8dioykrpdH1P00+KPwp8EeLfghFZ+HLHw74Z13RWFz4evI7JBDDMo4ilQAb4HA2up7HIwQDX5Z/Erw5pc+k/8Jx4ZsYdAH2j7H4j8Nxn/AJA98pw5j9beQjK44BIxwePq/wCK3xC8Q3fgG7tvB91Dba60RW3ZwWQsePmUda+Pte0nXPCfw28Ralrus293ea9bwQC2kkJlaQPlpGPAJxxgDjFfLYPP69TGtxd02lZ3u2fqnGeQYSplc5TWsFdNdLbHldpdxT35inJ8wkhflq+tuqwn9yykcY2/yrHWWEpHKUw5bJZOcGtOOW5kgzvIUHjPQivvm1FbXP5wo80kk5aMkmnVYzEqbyRgvjOaiS+MZ3MCABhd3A/OtyAaBqsJWTdot6V2h4WLRlh13A9M1zeqaNe6dKEuY5J7RuVbcSsg9Qf6VxrEyrNumz6HNeGsRhFGq7Si+q/rQrCWW81SWcTLJbqOFVsKT3rRjWaMKjbGiJyRnLCs1WC2+LdPs+84HOf07UtzPd21urW8E99MeiQxtI+B1O1QTirpuMF7254dKnKvO0Fr0NcPIQTxHGeMN1IqCa7gtSitD5oIxhRnFS6J4Y+JniuGOXRPDL2lk5wL7UJPJix3IU/MQPpXo2m/AXW4ITdeIfFkNxMOWW1s9sa+2WJ49656mP0sn8z6HD8DZtXp86otLzaV/vZ5nb6laSMR9mlGeMhM5P4U2/jiaYx+aY2iOFIU8nvXp9n4B87xIbXS7gamsb5M6R7Y4vXJ7n0Arvz8JdGushJr+O524dw2Qx7nB6VyvEKbjroj6HLOBcxpYGreNqk7K1+l7v79D5jS4lRWWd4hkcSEdPwqz5kawNF54cSJgPG3PPvXuV58DryWSdk1O2WJGPkAglyPQ+lcpe/BPXkEqWWp2UGVyHeJsZ/A11qpBLc8OHBmcp2dFpL0OEgtbO3XKbmcD5nc5Ptk96r3E8kjP5JICjkgd/Sqeq6H4p8Lop8S6dPa6WJNg1GGTfCW/h3d1z7/AJ0v9u2wtrf7HsvImBO5Oc++adXE0+S2y2POxGX4jAy5a0Wn5kcIvorjzo2jjIOVQr0+tQv9q1TX2e5WOUJgY7A/SrR1uC6tjHaqRcZw6kcj2pbWFQ3n+YEl6kk459M96yjTi3FLY8pzburks9ptXYhhT5eWYZx/9evW/Bstv8NPBsPxA1OztNQ8TTxSR+D7e5hDLDJgq186HqI8kIDwWOe1eb2cSX3iK2t0RpVkcAuDwT3rb8beIItS8YlB58tvZQJZ28UQyI0QYwPbOa6OVOXun0GWVFhcNUxc17ydo+tt/l+ZyE4vtQ1GbUdQv5Lm7klMksssmWdiclmPck9aY+o21vEsKXIlvCeickVA4hvNokRwjcZdcZqH+z7RbkrDCquxz8h/Wi3Snay69T5+VavWrJT96T/Fs6jwT4Q1X4i/EaTSINZstJsbeFrrVtVvX22mlWqf6y5mPcAcKmcu2FGBkjpPGvxnj8LeD7z4f/AaO78KeHFcrqXiPONW1twNpkmnAyoPJEaYVAQO2BzV/qyWfwyPhXwyPLt7mQXGsXmMNfTD7o/65xjAVT356814xex3UF19mYsAeMDp71nOtL2Em/h/M+2w9ank7jSo/wAZ/FL+X+6vPueV6npt7Nfz3F3dT3bTOZHEjlmdzySSerd8nmun8P2T2FiZI3EbHlUZeSa22tWDn92AFPHGa2oNNiurJQxdC3YV4NJRc1OSt2NcyzWrWoe9K9zU0++lcW0qsm9HBbf1619B2M0k+nxNIgHAGducV4No+kw2QnLM8xBVish3KPpnpXu9gbi8tYEs7gi3I3EKQOMdSa87iFOpOlJK712P1vwYxdP6riaalazT17W7GdeahqZ8RW6WfkR6fbzK1xI3VlBBOK9o8Ped468c2/iS/t3g8O6ccaTA4/18nQzMPT0ryWVrS7vfsiXCfZA2ZXIwZz/dH+z6nvX0V4duIbrwlaT2wEKFNvlgYCY4wK83J404VJRlL3nv29P8z9KzyrKooy5bRW3mder5brkgYNSsgZEDKCvWs+JpYjtykh7+tXBMWyuCg6gY4r6RJvY+fU0OEarMXYZJ5wecVNvU4GCvb61GWSRRtyWPfNICD82VOOxpSfNoaJJeY8A7s7sY7E0qSASMWJAB4qo7gnC7l9MU+Hhz5gJbH51lKyd2OEuhJ5kzAhcj1NKyypESzgAjOF60rs2c5+U9OKjYsJRuK7z0AolU10Rp7O61Isq78KzYAwSKljLQl2hlaOTGCUOMg9qDsK8jBPX3pvzs2FCjA4qObmXMTGFiF4yZc4IA4znimeVKkjkyEr/CpqZhgkBi4POB3pg3Bstmto6ohpESk8glcjrg8Co5UWSCZONrxFSD0ORUzBVGF9Og70FTt3kYx60a6PqJS0aPkS3istG+Kt1qq3MdssBH9qRSQBiY+QJAO5/liiyiS4+IOt+HrqOy1aQhmXUn2gNbH5sEjrwcD6V1GteGLWT4nX19LcTW00Ny2Ys4juYyMhST2BPUVwtlaa/Z37aXokOlRa9FMJLNpEVI5UBy0bOeSCp4461zVqyc5uL6r5CUJcq0HppuqaMReR3Md3pkKSwusU7ZltnXIAx3B6Z9+ab4Z042OjazpWnXt7ZzXmNR0uRgGyI1A8ksOBk9u+a6DQpbmPxHeWIS2utMuS0qeWFHkvn5oXA9DkDHFWdWhEPhR9F0C8XSRPJugu2i8xIXHJiPdFzwGPHNYt2aikt9SVTTTZybXM+t+GrfxBazC21Oy32zW8iYBkJ+eIg4AJ5yai8Fajp51oaZMzWaFSI2nHEWzLBUboOc4FT2l5ca18P9UF1bSaY1lIIdVnULvklJyWGRg5PcdqsLoePBllcXwEAaUEzQkMIeyyLkelclVykqdns9e+n5mnsnbXQ1bzS47/QriS1vTeJ9pWS2UkCSKfO4BiMcevsaq2uvX1nbtDbW/hy0k3k3KSnJ83+I8evFJZXkd/4wuZN6AsogkhyVaYrwJAOhbABzVC50zRE1KdNZ0I3t6JD/AKQi7PNXsxHr7+1d6mqkL7tPp5mMdVodhdW0Fpo9k9qWFuXzPLcDdJHH6Ankcc0ur/ZrnwnDp1rcWdot/D5lupQptKn5cf4j1rB1u+fTvEmj6bLI13pkxEF0NmegxgnHQ+9UrrWBrnh25j1+b7LqWkXTtaR2sG6QWwO3aB3bAB4ry6tG0+eG11+DOt1E48rIPE1lo0lzpWgahAZTMhaxkkyxidR8xPqufzqhrVzqdx4n0TXoby3nsLe2hTVZLNt/kY4fZGPvADv25r0G7FgvjxEisLa8i+xJPpE5AZ2GPmBduFI5zWD4a8K2jfGm7lm22Nne2TnZHcYhnfptLgY3ewqZ351OS0bb27EqTs0tjoPDUdjfftK6bDdWwSeyVp7S4xzJGy4B9MEHP1FfUACtIFDAgDn2r5Z+GtzFdfHG501L6a9uNItpIWJYOI03fKu4DkjtX1BHGxfETZ9WJ4r6DDc3sIeevyMLe8yyQm7hgccHFOUSlgqtnvzTY4UTcC5LYyzE9aYyzMx2SFQOlb30GlIkVpUPPqcHpmkdyVAaQ5PPApFM6rliCcYJ96XzVK4KMv1HSk73CPmR7UmcI5Pt7Yq0sYA67OOKakasp+bac5BxShTGrqdwOPrmqlypWFHdszfENs954P1G03De8J2N6HGa+Zrdo4dkMnMhJIZR19a+qeWiIbaSegPpXzJ4t0WXQviHLEjMLS4czW+B2PUZ9jXz2d072klpse/k1Xkna+pUmlZVzHEVfnB9PSvINdhu7DxA0kpMyzksXIxtPevWUkd0xIwCDjJHJrjfFxkaK1H2YPaqSGb+LJ4/KvN4YrTpY+y05tDwvF/AUcVw7Oo1rTaat9x43q8SXsEqupMQ5GDjmuQ8N+IfEXwz8aS+IvDVw6TP+7ntZCTFcxk52uB6Ho3Uc+pFejy2yXDeVDjaoKk44rltT0li82UEke0D6e9ffYvB+2jto/6ep/LGUZlLBVFKDtb8z0G0/aq1E3jS3vhS6km2/N5U67VP1OK4TxV8Utc+IfiK0uL1RZWkQ2wWkTEhTn7xPc1w9xpjmDYYxIGzyop2maQUupJCxSTGAhHArw8LluHw9dTS1W39PqfX5nxJiMfhHQnLRnqmm3al3j77QWyevrXbKwNlGYigBHzn0+leZabIYrgW7xjjkyLyMeldBDevdForOGXygMPJuwK+njj3Ug0fndXCclTQ3RuSaS7jbCA44HWvZfhR4g0K71uTw/4n06w17w9dRFL7TridrcqP+e0FwvMMy9VJ+XPBIzkeN6Douqa/4gs/D+jvCt3OSDJcN8kQHLMQOT9BX1b8O/hfY+Dbu6vru+OrapPH5ckqxeXHGvcKvv6muZt00pwdpeR+lcC4LMK795c1DVO/6f1Yydc/Z5W38Wy/8Ir4kPirwncTbLadLTN/bNjJguYk4SQA8OvySDkYrpvD/gvw78O5bi7efZqEsflzXF422QIP4AD0Gewr0rTmv/D99Ne+Grw6RdzRGGRok/dzp/ckXjK+4IYdiKpNZeHb3xIuzR2sdTkUSG11C4Ny7tj5jDK3MiDrg/Oo6g9a5K+Ob0mvmv8ALofpmWcJ5ZgKrqUKdpeev3XOZm8W3F3CLbw3pNxqjZwZ3Ty4V/4Eev4Ukeg3+pQqfEd/JMCcm0tcpEP9k92Feix28Yt1RfLA6qoGKmWOPnIwpPJrNyi1d6n0nsJbGLaWNnaWCW9nBHFAowERAoFMKJD8sahWJ6itSYYIEYXaegqlJaA43MFckYCmr54pakypO9isQwtsM+7k5wKj8tJwwP61OVmUgowZcc7hzUXzrKWZsKeBihSvqZyihkmmW09u9vcQR3Vs6bXjkjBUj0INeI+Nfgvp8x/tjwRZWOnaieZrEfu4pz03Dsrfoa90luCVAXf2ytNEglkYkspIwV7gVm5PmvY4swyvC46g6FeN0/60PgfU9IvNI8Sz2moWItdUtjtk2uGByM9R1qtDNKjn7RaL5g5Rc/L/AL1fYvjD4daL4p/09kax1dUwt3F1cDs4/iFeCa18L/GGkaZNqEAsNYt4s/ubUMJtvrg8N9K9Sni6bV9rn4Znnh9mGFqTlh488FqrPWxz3hKZpPiNbLN5SAowVFGNx2/rXPTIy6rd+aziYytuBGMHccirVhc21vqkV4jGK7gOfnBDq390g9KtTeI7Se+d7qPTluWY78wfMfc10+3ik5uN7nkUqFLEYJYerUVOUZN6p9beXkUIIHnbZh5DjhVXOT71Hc2z2Vu1uixSXkoKs6DiNPQn1rSmv3miSKF2RZBk+UgQfmKQQRC1b5guBznt71DjOqrONl+JNKWBy33qNR1KvR2tGPnru+xzflOsXlgNDtXjniqEtg8ly0/yNIFxkmuoZLaRQiOJpMbulYd3ePDKY4ohKCOcjAA6EZpYpO6i9I/1Y8KkpWc5Ntvr3MIQqQVcYmU888Gp/KaKdZIySSeAa2oNGuNX1K0t7KCaWc9LeGMs598DnHvXeL4d0jQGRvEsxub8DKaRauDN/wBtHHCD9a5Fg4qV2rJHt4TB4rExagrJbt6JfM5nRvDepakWmLpZacCDd3kx2xRLjnJ7+wHNdravps2ly6Npk7JpcP8Ar53bbNc+5/up6L+dc1rGs3eqQQxTqtrp8B229jartij9z/ePueal8LWouNWvpZVQxLGqrGvf3NcGduUMK5KWvQ/SfDuvh6GcUsNQjz81+aT9L2S/Vnd2ltbJEkcYDptxuZfSvTvAV8nkarZRyh44JFaPjpuHI/OvHpbwWUc8MUas7dMMTtFdj4Dv5U8UrbyRqi3SEb1PoMivh8PiI0cRCMvnY/o3M6E6uEbtqj3yB90hywI4qzLKI2ULgg5xisy2wy7VUlwR90cYq7cLHFbKw+ZjyT6CvuVZLc+HV0iTZMRgHZ7DvVZhMoZgc9eexqVJz9nZuSD0yKazFUBwrDvWTqu1rGlluQWt6JWZWG1lOCCO9bEYDwZG3PU81h7d+oSS4UvgAgHrWjCQ3yFNoz0z0rOpK7TKpLuW1YGU7iTj7vtTSimTc2cHjPemsJEdhGGXb2PNN3MqqGQkdz71OpvKVmrCtlkOMFScACo2DdiQNucio2mWMEhiATk7j0PoKfkFMhjycke9KL1taw0+wZyByQuO1NkYZGA5B6HtS5XPJIz39aYW2oMFT9T0qoT1dyJxBNplHmKVOM4FDsNpzkDuAakHEJJIL9PalboSQMt0B/nWknpoZpHzz42kisPjRvurmZ3lgWSytpx+5weDgnjOecVxmoLt8YpeoqtdxKH0u8kiYrDLjkccEH+7XSftAW9pnw48/wBqjvC0hsJI5MRrKoB+cdxj+VZcur3+imzv5ES50aaKOKUXEyh45yOZAB0THIIrhrUoKq7bySf3foHM+U5aaXxAfHVprdr9hjstQU/2gkQ4guFBBJA5VWOOe2a7G11C7lsZ9Mu9KksNZXEk9r3j5+VlPQqSPU1zc0mk6V8QW1WJDNauqC+tYTtAUn5ZwF5Yc8n2q9cLInjK4bU4pTrBbbazpckefbEZTaueODjnuDWU6jbk2k3G2vc25HBJrqaxvbu+F/bR2q3V9aIZL/T0+UyowwWAYfMAPz7VRZ9Mt/Dxmt7oSKo2mMzlvOA6KBj73YVMmoTRX7zS2mrR32mvvgnVtzTowOBuH3lA421W0tlfw3e3trcWUmoXFzvMkqiMAAnKYx97NcUa8YcvPvql/wAP1Ka5pNo57Zoba5b+JLe8e+ubF83Fn5w3Sx/d8vYP4lyelad34o8UaFfyWUegTatasxltrmK4TmNiSAc8gg5H4Vn+ILS7ufCmn6tpKWtjNYz/AGiW2dFUXknBKKw6Z9T3rzvXIvF66yJ9Ei1iO2uYxPLBjIglYnegPcA85PPNell9OLioy6q/Z/M5a7tJtHqNlrV2PGctk1zG+iXQjayxDvUyKMsI37jqOelWrWLSrn43aZr2nCPUwt0LW/QtuMYII37PboT/ADqt4StRN8QfEWmP5WoLa3LXUEsseGjVuSoB6DBFYWv+Gb+yg1bXtMvJb65ugk0VtEuwsEOQWYY2gc8d6xpyi4qX4+pVrLRHU/6RP8S9Z0y6g+0NaTST2pgm3CJWIBBB/hHX61h32ha1ZaLrkBa1udAmTzbC3Fx5g3EfeLdVOc89q2fBoutR0G28aX9jHLb3Fi1nqoglIkkwwAOB0IBJ61NeXdvo3gS+bN7cWunboYlmwjbQc5yevXvXKsO6NPlk9Yp6/P8A4YuLurj/AIDaNZW/ifUdStVVL24sUbUPLm3IH3Y24/Dr719XRujwqq8DtzXzh8BbO3jtfE81rc2dzDLeh0liB34ZQ21wfTPFfRkKgHcCOnHvX0KqS5YX3sc0Uy2md+CB7A85qU5yQCeeRmmb8bWHYdu9IWy4wc4HOapM3bsSySHaOM9hTljLhQWAxwTTBIgJVuBjIyetIki5IBCknoT1pNvYcbNkpCozIoJx70BslsDJHB56GmSM4YgAAZA5qQ/NyMooHejzYnZ6JCeWrZZgNw9+a88+Ieix6j4N+1ojfabJt6n2/iFehhAJSzHk9MVm62Wk8MXisi/NA+Ceg4rmx8IzoyTOjCS9nVTWlmfMkYZ7cRLGET26/jXMeLJ7a18JGOYq0kzqif7JzW7DHKJvPlnCptztBwBXOeK/s8un2wIV4/NyxH0r5DLFfG07P3m19x6/G/8AyIMU5LTkZ5u1lOMIZwkRblYup/GopY/3jRODsI6gZrZBCEBQdqH5eOop8kDyOziNVKgYGcV+yLDWhdH8LKa5rJdjkJdK3DcBhgeCBiqy6Ii38TMWbPBw2PzrqXs7lhulZR3HPSl+y7IA7Nyw4A9a8qeFinZm/taijzLcpf2PAYSomWPA+6vP4VYYf2ZZ+TaqGRhlipxg1rJbhYA4GHYcAVX0/SNT8ReMrDQLTCXl1NsSQ8oi9WJ+gyac2or4bM7sLhquIqwpQ1baXqfQPwH8OoNKk8WahAkVzdKyWIcHd5efmc+m49PavoadgsGIyoHqKytD0VNJ0OwskUlILcQxADsoxk10G0eQvmKoYngGvKnJX3P6eyPKaeBwMMPTVlH8+pVaVI1AVmY45AHQ96fPZ2eoWC295FuiYhhyQyMOQysOVYHoRyKueSjkjCLkdR0pGQRtwNwGKxcnbQ9hQ7mbf65No1jbrrcRmjVgg1mFcCRTwBcqOFkHTzV4f+IA8ncgkS4tRJEyyI2CrA8YqJxFMjJPCksTgoyOuQQeuR3FcJd/avBEpvLIzXXhfP721xuayHqp6lP5dOnTNJwfu6ml0o6rQ9BZAccbvpVGbczfI4Qg8ZXnFTWV7a3+lW97Z3CT20yB0kU8EUlyrlS20ADo1aJX2ZNWWlyCRto3Sj5T6VULxuSygFRzg96miQvH85Lr+RFONkhJZMhvStE7LzMHd6pDAAyJsAAJyQR19qX7Isj7mIBz/CalUPkbT2+YCk87y3LFdqqOrGlFN7FOMUrsgktpRv8AnJGBj2qm+fMIk+UY9OtdTbWOoX8TGzsL67LH/l3tXkDH0yARV9PAfjC8YMnhbWyue9qVAP44pqhUa+FhKMXqjwjxj8P9A8XW++a2itdST5ob2EbZEYdCcdR7Gvm7xP8ADfxL4Wll1KVbbVLXGWmgjOY1Hdh/hX6BXnw+8S2SW8l/pH2BZn2RyXV3DEu49OS/H41gXfg6wFyYtb8d+CNLI628d+b6U+3lwK2fzrqoylHRu3XV2Pj8/wCE8HmcXzx97uv61Pzzt5FijWUbuedyngj0pfMa5DSMcRZyGY4UD3PSvrXWPhf8JdNu73VZ7z4n+KYDNu/s/QNIh0+H3AebMgXPOVxXDj4i/D/w3dsng34H+E7e/hY7L3xdeT6vdRkd/LchQfxxXf7SnPTmvp0X6ux+P43g/EYDXE1FCN9G7tvzSSf4tHmnhnwl4l8SkR+HdB1TW8HmSytWeFD6NL/q1/4Ewrv28CeB/CcF1N8RfFsc+rRDMXhbwntvryRsZCzXB/cWw9Tlj6GsXxP8ZPiP4xtBp3iLxRO+jIAF0rSo1sLGMY4AhhwCP98tXnagghk+WEf8slGBmuinUfKowj83r/wDhVTLsN70U6kvNWj9ybf4nW6x451EabPo3hLStM8DaDIMyQ6aS93cj1num+eQ+y7R9a8+FwwEj7uRwzcnHuT1rRgbHmyTso3EhSa56/vmj1porZiN2M7Bz+VJR91ubu2edmGZ4ivZPZbJaJeiL1xNBNZtbxyvJLjcWXhfpmpNAMthrsc0dwywSKYp1ZuCM5B/Ci1ldiDdWjFv4QMAVoywxS2wlYCBkOCpIGKeIwyrUJUpWfN36DyjNcTgMbSxlKVpQ/H+kekW6WZh8qKPccZLMaba3Ullq9rcwRkLBIC2D2zz+lYNhdvfWywWu7zRwxU8AetaUNnBGqo7y+d06/zr8mzGNWjyx05k3c/t3LcXTx2EjXXwzSa+aPqbT4k+yJPEwMUihlKnrkVdeI+aC3z5PAx29a4/wZeveeB4FcnNuxg56kL0NdWZQZmLliVX5ea+lwNf2lCM+/5ny9ejyVJRa2KsgYK68sScAqOlQSTBIlAIIzzmrc7uluQoBYDOV681g4ZmJDE4YEjHXNdilGN7nNKLvoX0Ykbh8g9a0Fd2AKY3DqTxVdFDIY84wRxjipwrJcA4Djjg1zyaR0KL6FsSMOvUdxUSv5qBju4P3R60ikJKyk5DDrjpUSREysy5AHUYp3aaGlvclKB49pj+Yd6eUXywASnFV95CkOCCD26VY4aLPaqpJ3ErWGhcT/eGMcfSgrGeHQbgcgYqYhWUnO0N6c5qIKuSAS2OxNROMkyooQ7dwDZOTzg8UoAJYb93oB2pyqN2dhwBnGaeFITPXjsM8VUJPdvQOW2x4l8edMjvvgp5nlrFJFcqI58ZaEtwCPqePxrwbVvFa2Xw78IahJY3EmqW8S2uo2kkJYqvISUHugPBPbNfWvjixhv/AIbatDMUVVjEivIMqjKchj9DzXzNqNjNa2SJbaRNqeiSWzx6i8UikIOueTkhjk8VliqkmoztdJNeZlGndtXsyxNBPqviHS7rTbsW11JZqJYdo3NEefMDnjbRFAItUiOpaVNc67pfKTwpkzR5J7cMpHG3qBmqXiHSZ9JutE1C2ZP7SFskdrC6lYJLX+JFz1cEj25rr47iOXxDobX8c1vd20ZnkhUEb1xjaRnkDivOqJcrnr7yT/T8Tai2/dktrkgkja5b7FcRNpV3D9ot1VmcIMfMmeoANec6Hb2+lzanZ2Mkt3Fflo7SFZN91aTYZwdrHDAnsOgr1ie90iTXLSbSVgt9KvGxbtEMqkh5KFeuSfWuLi8O6XL4kvdZgu3tdTedXImAYQzrkBsdefQVF41JqLe0uvUK0JWUl2MSwMet/C28S4u7ZYWLR3MzrzFOeMFAcqc9PfisDTtN8e2VtNBZQ6XDAJjj7TI8jOcAbsgnAOM47V0Hhi/1bWPFWo6dq+i2E+yZrbUYlbyWmhJBWcL3KkA5681o2lxNpH2nTl1IT20E7LbSs67nj6gnHfkj8K7lTlTh7OXvavf/AIBzSUJO9zRZoF2+MpbGK2S1jNtPN0YhuCCOpA6bjVPT5b2y+H2uXLvLPaJG7Wxf5U8ocnByeK0rOSyj0/Vbae/SCx1aMzWsBtWkKzggAGQnhc9sY9K5nQNa12e9VPEen79HmvmtriJIAVhYDjKfwoRjr1rPDw/dezveyNKnLe9rGp4Ru4odI1PSdJ1Ke4i1K3W8torgDyN7f8s1296vrodzqPw5LeI7NoluLx7V4Xlx5YC8SHnjIH4VU8VeHrO20K1vNMEdjZafci4NxA4RwvVtuDyPXIqDxVBqCaDpk8eqTQaHq0ElxM2qEO7kAfcTgKPx6ViuSdSV1rotf66myVoK56t8JLWx0zwFPHp8LrZCTy4ZGk3tKqDG4nvmvY7a6V1BVVwOgPYV558OLMp8OrYM0biRztIAUY4xjFekSWhtp3jAjJU4ZlbIP4969+bd9djkgla4lxcGFAUT52OAR0FNt/tEjlpGCBuxFWmf910VkHfFR8t/e9qadt2U0h8kLhiN+4Y4IFRwDbeDK7h29RVkAqu4H5ge460LuDc43d8Clzu4/ZpjxKC5yvOPTpUc1zMYhHCm4+pFTkAxjHHXOaadqjAPHr60K63HKNthyZaIM4GQvJFZerXEC6Dd+YwkHlsHUHquKunJh4dQO46ZrF1lIT4bvd4ZVEDc/hWdfWm/RmtGV5r1PnSUrGxmEJaNQdoPAFcTr14DJaxAiQAknHv2ruhbRSSKbhmI/uucCuA12G2HiqeAcKVDrtXAB+teRw1hqcsepyWy0PN8XMxxNHh+ShopNJvy/wCDYwJkQTBvMjGG4XfzWpHcQeUg8tJZM4IrHbR0ZGkeQA4zgf1PrVe2iu4rpnifzLcZAEg4471+kRqVFHWNrn8jqMXeRq3ERnvAZF2qOw7mmPDK8zRqFyOu41kAanPcMyzJEoPOBnNdLZwMtm3nMxbHzcdKxXVJFRheSdzJuLyK2by5GcSgcELxXr/wR8P6jqHi2fxRIkS6dbhoLYlcNJIfvEew6Z9a8fvVjkaRdu9FH3u9fWXwdvY/+FI6fbxIwFtI8Y3dT82c15eNuo3P0Dw8wOHxGaXm/hV16nrzSgFywwg6YprAzXAcLjjgetMEivHuY4yPmxxUuR5CMCeeM55FeU46H9CqSbt0FBKyqrBFB7U8vtkywA9+9R7GYiSQYX261I6oHUKNzA8GiWkbFpdhzb/MBVcg4p5j8xCrKHjZcMrDj8aZuI7kgc80okKkkkjngDvT5rvY05WldnmihvAHi5hHl/CGozDcp6WEzHqPRCfyr0stuQEsj5P3hyCPaq1/p1vqOlzWt3Es0EqFXQj7wNec6Fc33hvXl8LazPIbMknSb2Q8SLn/AFTH+8O3tWaXI9NvyM5Xiz0zKKRjGGPY96jllY8YKheSa0dM0bU9Yvza6fCsroC7uzBI4UA5d3b5UUd2Y4roG1Lw14d0+JfD0UHjLxCvzSaxdxn+yLZv+neE4a6Yf33xHnkZ6VtbuzKU3skVtN8MmLTrbXfFmsWXg3w9cKTbXN6pae9A7W1uvzzH3AA96o3Wv2lvq8qeENJtdOs1OI9S1u3W6v5ePviL/VQZ7AbjjrzxXL3s9zf61Pqmq3t9qurTH97eXj75D/sjsieiqAo9KnR1aJChAbHT0pwrTjH3FYhQUtGX21PXHhIn8VeJnXJJii1BoIyT1+WPaKx7qIXgCXdzqd0pbOJtRncE/Qvir52M4OCF6cdBWJrGt6Ro1oHvJljJOERAWdj7KOaznKU3du5vGEYLawyXSNGiJkOm2bORyWjDH9c8VftYIowTBHFCPRFC/hxXF/8ACVXd9MTp/h/Vp48cb49g9utNbXvEsIzN4UuxCvIMUoJx9PWrjT0tFnO5pu9tDvWkCptUAk9eO9eN/FDwzp+peDbrU/scJ1WyxIsypiR0/iQkdRj+VdfaeNdHuLlILprnTbk9I7qIrz9elbl/Y2+qaBPDvEkM8RRijc4IxmrpKpCadtDz80oQxeFqUmr3TPiFxbxaeDbxbCx4Yjn8azjJdGUyJOvXmPGM1oa5BfeHvFt/pepmKS4t2wCBhWTs34isOGaG7PmQxMu772WxjPavf54zemh/LdenOhVlTnGzT1EuZrjUr8RwuFQcO3TFLHZrHJhFaRh1kK/rmnDTDEhaKZ+TgqDmnw211DdbxI6hl5Qj8qKVBSlzNanDUm3LRg+1LYeWZJWbOT6CqPnMAI5YZHUqcbjk1dxdC+wHchfvZHc9OasNbicKLgBFzzjsa1a5tGEp1L3WpveGS67oYpGjjmXII/UCu1KSIdjIso3YBB5FefpOtnERCuVj+YHGMfSu2tJYzp8cuS8rKHwepz7V+b8VZdbFRnHaW/bQ/qrwg4iVfLHhpfFT/J/5HqXgG/Nub7TWJMjN56ZPrwcV6lEf3G7ORnJLNyBXzZo2p3mn+K7fVJPKSAZVlY/MynrxX0BBdJLZxywyeZDIu4OvIIIrPJq8ZU3Sj0Z9jm1GUavtGrcxaur9Y32uhXPGV7fWo7TyxG0g3El/4hTJI0mUbxuUdwev1qULDAJA2/LDIBPSvZnZLlv6nl2d+a5pK4SXjcVxmpipKhsFjj7ueQKpW0hMYAYE9etXPMJi+XHXBI9KzST3L0voVJTI8w2/K6jr2PtVhXkMe85ViMEUioEfa3zBuferKopTcmWwcAdqIpp7i5He4wKhXEhwT2NCMVl27iUA4AHNSGPfjCtjHK56VII8fNwWzxzjmlKSRXK1qRbW2gDepHJI70/b8ikjk9Tjmgly6jcDxnBpxVvLVc5OD17VfPJqyLsNwS+cLsx826pAoUEDO4c5HSmF8zEMcgDHsaaeWAAOc8c001exVlsZuq2keoaBqFrPEJY5rd42QjIYFTnNfK8BtNM8ONDIZtcs+EktkjwQnQhlHO39a+tTkZXHfGa+U/EVjrWlazcwWOpWC+XczNDCYiJLgnLmEkdsZOfbFKpJ8jj/AFsc8k+ZSsUNS1FNR8C2mjaLBZWt5GGltb3UJWkEcasBsTJz83THalTUhpuvaBb63p8siXdmrRXU0ZDrMODGD25xx3BpbuyfXvAthdxTjTJEHmWzJGqmTBzsO77in161r+Jb61HgbQGSO5uWkk+dZc5gmBzv59RnBFeYqk3FQlr7r8tTR0+q01MLXtN1bSPGEraZc3VppV2g+0i3iDGGZmA/d5+6ecj3BrpZojBr9nYSM0utQR7LjUERVe8TghmbpngDA6c1znie3vbrw9FqFjDfXFvECkiwyMSc9Hx95nU9hWVea5qC6bZ2+oXVxc6hosC+YTAIzexMQW+Xs4AJGOtau1+Z21t95lKfLoU5tT1HS/ibc2qWj6jNBOJ95VUeS3YENhm5JHI464rjNR0q9vfEN7e6AsNzos8u+zZroqQuACCDzwQa9wYuPFrCPdf2s9tu0mYKrEocFo2bsQc+lfP/AIi8O6za+LruLQ9Y+1WQblWCZhbvH1Gcf1r15SVSLa8jlcZWPVPHV3DPoNhqmk3k1tbQRNshtVBcKcYbjpjqT2rT1nTkvNL0xdI1ySHStcsVN7NbxF55pFGAyy5xt9sZHXNaeqaNK13p2paVbWqSWpMcsQXZhHGX+Tp0/nWTo3iSLXNIXR7a1GmXuk3JNtFcjYlwoP3SB90AdxXgKahUkoL3m/wOmHxLn2OlttONnp9lZA+ZaQ25huHI3rNgdD3J9e1cRf6bH4m0uy0/UNXkZrC4BFhLLuAiVgWjV8ZK7R/F6969Iubm3i8d2tvBc2xkvLNZXt1lMscLfxDPTHp9a5yZ9JtPippeoXES3lu8rR3EiRYjhyCBu7hc8Z6ZqKMqsq0el5ar06r+up2PkcNeiPofwktpJ8PNNn05QtjKha3AXbhSeBXThR5IGQCvQiqGjpBb+HLKKIBI1iAVQOAOwFXi2VKlBtHcGvpKr1ucyVtRxVwMYADHt0prsxYjaB2LDj8KlRhlScH/AGj2oZgZjuBK4454+tJyV7C5XuMV2C45xjril+0xxr0JI+7UUhlddi8LjqT2qMQMUJUbv73vVweupEnJJWLIeSXMgxIoH3fepFRdjcHb/F7VHGSkZC8s3anqZDIxJySOAehpupZaFQV9WQu0Zm8oDcT+Vc14xuhb+EHgQkSysEJ9uprfjjaKRmDFjuxya8n8Vaut9rzQRO5jtmKkA/ebvXmZpiY06VurO/K8PKtXXZHKyAGIhhG3ORuFeV+LYnbxHsiICmEbx06GvU7i4jitHkdQAgJIxXjuq3s+ozi5hMcVwX4GOFXtS4bwfNilVvpH9T4/xqzOhTymOGb9+bTS8luxLAu1oIp4SjE43np+FSXERW2aNA6op55xVays7tVaW8vJp5T91jgD8BVmaC4Cea8omjA4I619/OF9ZH8uqceW0nsZ8cRRy4mURnBVT1JqyZHhSaXawBByWPb1xVaKRZ5imwRgEg7l+b61NdG3trBgWcgrguDmsfaOKuhWVjDkvY5C/ljJzkFhjNfW/wAHbS9tfhLaPcx7I5nedAV+6rHIr452nUNQtLGzDvd3EyxRoFxkscCv0J0PTTpHgfStILea1tapG7ZxuIGCa8fGTUkfqnhdlzeIq4h7JW+bNJWiefBYhsZ4NTQNgMrkiM8bjVeSIxvFISqhWwKfIksyBDhV6nArznJ7n7XC/YvxXIeH3AxgjpipEkZ2DAFj/tCsr7PJkbW6dal825gwJQWHrjmm4pr3WbQnK/vGmXEhkQEggd6VFXYGLYCnpiq0FxFI5UkBT19RWvY2dxqmsRWOn2st3czEiOKMZJwMkn0AHJJ4A60nHp1NL31bKe91jzjOOQx/rVTW9M0R9OWy8S291eXsyCS10qybbdkZ4lZzxbp/tN8x/hBq5cawlvd/ZfDVxbXs6HE2u+WJLeJs4K2iniVh/wA9mGwH7obrVe1ggtvOZVmklkcyTzTOXlnc9Xdzyze5rRr2a7sizqtW0RhXHinUl1aHwz4gtLbRvDjFW0/T7B2e1mZR1ndvmnkH+3x3C966riUb1IZdtZuoWttqOmy213AJ4JMEA8EHsR3BHYitHSJNMi0dbLX7bVBsULb6rpqq77RxieBiN+P76EMe4rOPNe76jdoELqHXAIP171SeCOCRWTOT29K6xPD6X8rt4f1rRfEyIoYw2lyIrlAf78Eu11PtzWLcW7W8rR3cbQyg8iQYrWVOcVsQpRm9zktVv54EtbO03C9updkeei+p/CnW2gWtlKbibbc3ueZpfmYn+lUtaltpviN4WitrhJZ4ZnaVIyCVUqRk+grq2jEk+/dlRwB/WueKvJ3NXG0NNxqxyxwbyAAeDj+tIfPMnyqCoGM1Mqtu27mK9waDlWxnAB54rTRBGnpqULjT7e/g8u7t7eVcch4wagh0o6ZBJJpU/wBniIObW4TzoX/A8r9QRWm00fm537R79DTZJzKAqElQOo6fSnSqSg7xdiZ04SVnueXeKfCXw98XLEviDWovh14k8zyrfUb2I3GlXXH3JJV/eQf7zAqK8M8cfCLxb8ONUtotd0jydOvFLafqdo4uLG9XHDRTp8r5z0OG9q+jPEnhvTfE1jeaRqMciWxUvHLE2HjfHDKexBrx74efF/XfhxHd+FdRtrPxz8PJ5jb6r4W1UbrS4UEgvHwTBL3DpxnqD1H0mGxUZwtOnzW7aP8AyfzPxfjXKMAsQp13yc+il0v/AHl280eENJPbLtSPluuT8wFPEl2YtyuxcgYNfQ3jX4a+Dtb0Gbx58JNUvtS8PZLan4b1EZ1TQ+5JIOLi37CRcsO+eo8MKhFZCiqh6MO49jXW1TXvQldP+vkfmWMyethKnJOK12fR+aZQhu42BjlXFwTg4HB96nM4luxbqgIx8xHesO+kkgdrhRtgHBUnBP0pP7XiXy0swyyMOCy8k15ssS+rtqRTp8raWp0DxLBKiO7FSeQTXY6dMs3hiCZSAygru9QDXlEkl22+WbLSbuc9xXX+FdTuZ2u9PMERhTacnPevA4nrRnRVk7Kx+t+EGIVHOHSv8cWv1O+hhiaETSLkjoc8V6v4Bu2uNMurMMzRQTfu84PykdvxryeOOT7IkGR5Zb7obpXe+Ailn4zmswVjjngyoPdlPb8K+FwldYetGPW+p/R+a0nWot9j1R0WJmX5wCO/9KiZDIyLuIXGeOCK1PLDMWYlj0BPSqh2+d8pOV+9njFfWPTVHx7TsQxxsl8VDF8+la8TR+Qo5x6j27VSEeCMMWB6VPEm2f5c7ScGiyUrpijHYmZAXXLEIDz6GpAF2ExhlQmpHABCknGOlKCFPAxznFRJtM1s7aDlBQIVwP60/H78kn7o7Himhsg859s800v5aA4O4HpWj1YOzVyRirN82Bg5pAcEBeQc5zUBbLNgY3HDEDmg7lC/MSTVNpdQbutES4wWPBU9h2pjvtAJwew46e9DSgqArZJ6iojknnpnoBQ5Cu0SNlpSin5cce9fPPjK+h074j+J7CS1aa5NrHqNkdmQ7D5WQe/A/OvoNnf5iAvA7d6+dfjXZ6n51lqujyNBeWyCTaFyZwucoe+O/HekkpxcXv8A5ETdrNnPyvDrnhGVLEx6d5sqkSTwlY9/8UYHasHVre+ifSlvzFOks7o0c0uyKGbGEkDDnOP4elR6J4uTW9Pig1WGW8sZlUM0EIKW1xgnPPc45z0rpbq7+0+C2GrQRS2vMMsCoVyOgOf/AGbv2rysPWTja7bSfr9xurNb6XOZj8Xa5baT4f06PSZ9S1SGOT7RNHGIoZogdpeN/wCIdM9627i0hvfEGlXmqNGt9bx7zC8gAuIxk7dvqOMd6y9e/tIeBxa2VtHEmkFV0x7VsrcQkDIYcEFeoAODipruyu73wrpIbVraDVyiXUDzQjywM4YNg8nHvXSo2iuZ7rpscso6W3sRNqFl/wAJno8WjQW1rpGvhrmO2BKi1fO2RS3TJPPHHXNJqeh3Uetzta6rYKsrb3TyEOxuhGc89BzXJ6pZXlv4kXwtJYWS6bfH7Tp8rYMMc4IJVefl3Nzx2JrtprvwjfeVNrTXeka4IlTUrW2QRxpMow2Ae2AOeh61204vnfbT/h/67HJzrqjnNG8SeJ779pHUEl86LSr4edNE0W9VKjb8rAYAyuM+lbsOn2Go/GhPEeniC6ltd9tfaXdkrFKW+XOQMZPIx6elU/CutRw/FrxlpsYUwPDJe20aQOUEe/djI4QMM4JPY1eayt7nwNrOpaBqFxZHVVDrHIQ6oynJIHUknqa5JULRjJv4UavcueHDHpV74j06RLXTUsPMuYrKUbdsR4AUnk88gDtSTxQR6Lc6nbYvHuwjKpTYX5wB6Ffaud8H6p4hv/B66/MtvqcWmlrXU45wpnaFvvuM9CMcE8YFbOki+M7pClybQ3SnTDeAbnjZgSfQHniqp0pRrxpvotzaFW0Xy9T6q08OdEsdx+dbdeOmDgVqQlwpDYJPviqkXFmqgZwu0DuKleQrsU8IB8x969O6d9QcrExdMBSe/Ip+FkUFuTj5RnrVEvhGbnrx706FyHVW445zQnroSpasssrh0CuQo5ZVHB9qkQmTC5ZVFIWRY/kPPTrQxG1Qud5FPqFrO4rAK4YevrzT2cjpubjhQKqneWKBvbBqGRmRSQxXuSOaIzTG272Rl69qkWl6BPcucyn5IsH+I968fmdIbVphh2dScd2PU5rr/GV9F5FpbsNwDGTGO3SvOhfxzMwkRgoGFXHFfP47EL2r8tj6zKKSp0r9WZeuXkX9hNjck037sD2PX9K87ewWHIjZ5GI5JPCgdBW/rszXWqBgxjhibCY4ye9VTJbRW/75mEpXoK+zyHBKlhlKekpO/wDkfyz4m5/HM84lGDvCn7q831f3nP6hZXcunxC3uGjVmwxU5P4VHaWl/ahDNczXCMOd56VcTUAkrKJFiiGc8cn86HWaWPzI590Z6EdQfpXqKMJtyvex+et2tpZBcEIu6HbuxyDxn/69Yl7cxGARz5YnrV+N2ExMkbMw+6SvJ+tY19KGndX+fa2BtPc9q56s/d5mzN09Dt/hjoi6t8ctLwFaCyH2qVgem3hRj1yf0r7hdFLrhgBjOe9fOfwF0GWCz1XxBcRBY7gC3gdh99VJLEfjx+FfSWxMFhgKRnFeNWleVuh/RnAWVfVMpg2rSlq/0/Aol1luEiLb/rWoqptJ+YnpnP61ktGn9oIWAGeh6YrRB2OQrBQPv+9YK3LZn2cVrcdtHmKYwWOeDU5d2Vt6hgT0IquswVAEPQ8VtW1tBbaNFrestNHpxkK2ttBj7RqMo/5ZQ54wP4pD8qD3rShSk3fohynbcp2WkC5E9/cXVto2jwEfbNRuAfKgz0UAcySH+GNcsx9BzWleeIy+h3uhaBaXOieG7hfLvZZ2H9o6un/Tdl4iiP8AzwQ4I++TkrWXcy3uq3Vpd6r9liW3z9i022J+y2AI5CA8u5/ilb5m56DioLiEGFyoIYj/ACKupUi2rIUaLerHQNCyhFRUVeFCjGAOwFWjx90DpzxzXMC+Md75Ukbgkgbq1PPeIElg6Y9e1Zqm2i4111NDYXY5bJzwelPG0SICd3OSK4i68caDZ35gnupspw7LEWC/XFdGms6Y9qs5v7QRuMoxkAyKz5r6M2jKO5bubS2u5c3NvHMAfl3xhiPoe1ZNxouk3BMdxC+wjoJ3C/lmtG11LT70OLa8gunXqI5AcA0/ZuJc5JHGKcammrJkoy1SuZtjo2nab5i6fZwwFz8z9WP4nmtiNQsOOCeu2qZJWPdjaAefepvNadxyFPqDU6K1gja5P5gAHynPIwO9VZNyAyPncecU9iEjO4kkHr61TlaWSHPAAGStUpq1u46ktShcO08rCMgLnsO9WLV9lpgnjuO9M24lypC7R26VBFIfMKgAkcrj0NaR03OPRO6JbicrBLkDbggDFfCWvu+lfFXxBY3PmMkd4xUjsG+Yfzr7u8oKhDAMT1B96+GviA943xk8RxywpKy3IVVPBVdox9a9TL7SUkfmXigowwVKUl9r9C74f8W3/h/xFb6loWoyQ3cDhoyDg/Qjv7g8HvXrOr2Hh34geEpPEXgvTDpfjGEtLr3hiHmC6XBLXlivVT3kt+33kz0b5tFuVnSZ2eJgcqpHP5iul0bU7yy1yHU9Mmktrm3dZI5IXIeNlOQa0VOor1IaPt0f/B7M/M8szulOH1XErmpPbvF91+qKz2sd/deYzxGIcqqnGfeqMiw2c0kvlrI2duCOB9K9f1nw3/wsTwtq/i/w5DaxeK9Nh+1eINGthtkuoc/PfQoPvAE/vUXkZ3Y558kjguwsbSW8Nwr9HRsjB7+9OFaNVr2a9fJ9jkzTAzwNRfajLWLWzXf/ADMeea7v7v5V8kLyPQ+x9q1dEvLnTL9biW38uAuFnKHI2nq2fbrWlHBbRRBih3kncp61IELx4UKsWMEdCavEYCNSlKE2tTPJ86q5fj6WKpfZdz0+1hJvlcOJF6r7j1rUt91tObuORknV8p7Ed647TNW3WwhQrJJDFwoHLCulgmkm0/zpkdJD1UdB9K/IMww7wtZ0p7rft5M/uTIs3oZrgYYqjrGa/wCHR9CaTerf+H7e7jH30y46nPf9ateSQQQAQT0rz/wHfBBNpkrsrEGSEH9R9a9RQBJB8xO4dcdPavoMBiPrFGLb1R85j8I6NdxaKZDCUJs27hj2xUmzdu3HkDtU1zE021kxgn8aYp8oKCBu6HJ6ivQWj8jivrYRmbCgE5HrTyQYwSpz0Uk0/co3cqGHKnNV5HZJgBlgecgdKfL7w27PQmBJGQOT69frTWw7kcnn8aYzrvGd3I55oMuGGOhOMd6bklrchuyB9qHAZuvSkJBfcqsR1PNGQSWjOcHoab1+VSPrQ0rlSdlcmyNoHyhj600+hwRUBU7jkfXFIzgKCGAxwAKtJJ2JvcV2cKdqiTPQE4zXnHxFthLoVteKBujYoQeOo457YPNeik8ucj1rifiBZJffCzUoXnFsuFbz848o54b8KuhrNJBU+E+dbMpo1jaXk+ikw3l95V6Y4MpK2DiRgp49z+ddX5c13oEx1LT4LjaRv05ZMs0IBIdVB7ce9YOialqGpaHq2lajB5V5EDFJNHh4mb7oK9Oo5P1qF7HUdS1+08zWNNin0BjPeW1qzAzRlcKBnnp2+tebUilOKk7bq/5DhK0HZdjm/F9vqy/Dax1Xw7LJJNpzF5IBuHmR/wB0DuV/XmtfUdN1Wb4aaGz2ENpaXcn2q2QSYCFuZNqnopHb15qtfy6kfBup/wDCMTTw3dsRd2vmYIkUndsHUHIzwagh8faZ4q8NafoP9oql3eIZrJJUGbe4jAJVu4DHgjvW+GjeEW1pZq/5XM8Q3GTtuR6lvTxRCviOy0250mWNUsIhgy2s+0jC57EfxetGtabD4v1WPVJNO0OxnjhW2kS+cxTsY8gM4HGSu3muuvTo134L0e6uLa5+w3JeLUDPEBtdR8yFuq/MDjHp1rIvfCuh394LtPIVpY1LiW6lVs49AfTFejhXyWcdJNdfI5NW9i1bTyab4eg1u21S1WPSXCapp5+YzxvkAFgOHHUFgRWYl5qNr8HNS1TSrqyu3jlZ7LCZJi3bmXAHORnpxnmkn1W7kv5vDenWElpNq1htudVuFHkpjgptHBz+dT6Qmo+HPgkJrqGx2aTeNFrUMciu0lu+fnQ9UwSB9M15mHi/YqMt7L89ToqXcm4hoGs6ZD4Z8QXYtYdNGq2aRRGG3ADMT86g5yxBPU9Aa6vwpcS3fh+ylL3VvfWuuR2UlvcSBiy4DBsfQ1z3ivwvZ6v8PJbHTbf7Bb2wFzEltLsMrFR8o9iDjjrS+G9GttE+Ongy7tbW+8zVdPWCY3js0i+VuLOR0ySAPXFdNGlTVZ1G2ui/P/MnWKtb5n1ksoUlN5yTwT2pryvwCwC9Oec1RLNuK9WJ4z/KrakDYjr0GASK2jZp3NZXI/M3Ow6Mue/FXowuDK7hNoxyaoSE+eF5GOCBVoKWjPmDdxxnoKpVbRsZOKLafMASBtJz9aN7lflB3A8cdqj5LqityRzUil/MGBwBnPY0urLSbFaVvMAYDOcHHcU3aSAu7OeqmoplfzFY8sDjjoaftVQH+YEnDHPP4VCndiXxHjviO8R/F18CMiMiJfbA/wDr1xWp3jRaJNJAEQpGSflrc1sOnjjWQ4G3zycn8K5rW4t3hi5SNgHdOR6ivnqlZOtBPa6v56n1eLnVp5bVlDdQdvuOGicX0iv56gR8uhHJb1HrSyXUVtnzdr56E9awEgktrmFmyidM54OasMq+SFl+dg3V+TX6kpOyS0P4Zq19ZcxejeK4WQ4TYTnLDmoJvMhlDJIEA524wMVPawq8AkygPbdxx9KJY02SlXMoH3nJ4pTjNNJEUuacOZ7GBd3d1Ku1ZccYJTrWcmmRm4gPmSxzSOF8wHkZIGf1rXZLJb7KzJ5m3lAeKYizXWsW0asIF+0JufGTt3DP6VxT2vJXZthYqpOK2V0fe+i6dZ6T4U03T7UxR2dvaoi7OAcAc/j1rZSaIgbGDIDgk1jWkaS6HGIiJFRVAz6Yq9BCqW4PG3OcDvXjTfvWR/WGGb5Y2WlizJGi3UUpG9cYzSSI8jExgnjmo5AsihAzgbvl5rsNB0yyt/DV34l8RNGulW+Y7GxMm2XWLkdLePHO0HmR+irnv0unTcvTqbykk7Gdb29lpWnWus67E9yJ8jTNKjbZLqLD7x3f8s7dT9+X/gK5Jqjc3d5qmsNqeqSxTXjII4xCmyC3jH3YYU/gjHp1PUknmr1hp+s+KfGpcQTa14kvyI9lpD91F+5FGo4SJAcAcAdTySa17228LeHLmeyvJbnxZ4gt9yNp+kziKyhlBwVnuzknHORGCcjGaqo5WsnaI4R5dd2cyRI0iqiu2edi8mq99qNnpzMmoXCWsnQRMd0hPsgyabdyaxeRzNNd2+l2rcCy0iMwxgHsZCS7fUmsazs7e2v/ANzbJGo+9IVyzH3Y8k1zOrBPRXNJc/ew43FzeNmy00xR54uL87OPUIOfzxQNPe5kH9pXktzGeBFF+7iH4Dk/ia3CMqp27uc5prJwpC8cfjV+05o6i9lZ3I49PtILEwpaWkaY+4Ixhga5zWNG8IWGl3Gq6tZ2MFtbpvkeQ4VeO3+Fb+o6laaRpFxfX8whs4Y98jkdPYe/oK8x0vTtQ8ca4niHxPG1tosMu/SNIfjIHSaX1J6gdqykls0VOb2juavgTT4nmv8AxEliNOguyFs7dU27YR0JHv1r09yDtYdSMnHeqisFiACKi9Bjj6cU5VdhtztAHWopqMI2LimpWGEl5SGb5SMcd6gy0XypkMD6datnCgBcY/vVETiM4J3dRzzWvN0QuWzuxVbe+5huLL0PQe9LlWRsDqeSaph8lg5KY5z2qNpyY8AE/wBapwa1JVVNDZxkgKNzk/lRDEUn3OcEr6cioQG++y5OKsvJGUXDMGwAoB7VTmkkzCyerHSmVkLYVmX1r5H+Muh6jZfEqHxAyl7C/CxBkHEcijhWPuOh/CvrITNLuAA4zz61zPifRrDxF4UvdJ1BPNguI8Fj1jYcqyn+8DyK1wlb2bPnuJ8khmuClRbs916o+JmgfaCsf2jj5xu6D2p7Rx26+bGZIpAOMH+dV9Xg1Pw34xvdA1EI0kD/ALqVT8syn7r/AEPf0OaoNfOzfMF2g+nFfQxqRT0Z/MFbBVsJVnTkrNO1juvD2s6rousafrOlajcWWrWs4uLa7ibbJGw9PUEcFTwykggg10HiO4ttaW51/SreCynkcvqVnAgSO3lY5Z4x/wA82JJwPukkV4/HeTxMXByvIx2rp9B1Sa11AXK7JcoVnt3GVlQ8EEeh/nXm4i6n7Wlv18z6LKMdTqUvqOLfuS+F/wAr7+ncqi8IuZGfDDB2k9KkW4kdF3lt5PzAdvpUupadHYxpc2G+XTrliUdjnyz3Q+4rPMciECDc2VzuFOhVlUV3Lf8Aqx5GYYWeFrOlUja34+fozofDt2U8d28RAkgkVkc46HqP5V6Yy3c4jKkwRD5mUj5j7V49bedb3UVz5pE0UglJ7NjtXs66hFOsY8xAxAIJPByK+D4swjVWMnpzL8j+n/BDNI18sqUG/gl+DNbSriWw8Q6feFjhJxkZz8p4Oa+guWhRtuQVyDXzXLMix+WzYkPCgHk+le5+GNXj1LwnAZHH2mFBHKvvjr+NeTkLVOtKm3vr9x+mcQUE1Gp02Og87bCSP4QMg96A3mx9Bk+lRN5ZDcFl/iBqFnjX54evcV9Sm27nyjnZ2LDyIGbP+sPAwOlUxI8c7Rszspb7zd6ez/KJSBvIxzxTGUSRozNuOe1UotozclLYlVlDMRwV6nNNOMnLYOc59KrvHtlRgx+bhu2DU5XB29fX3ojazuNu4nmBeFcEZ6ihpP3JVcZB5pmwk7TjAPB701l298Ant3p8rUrpaCTS3Jy7ELtyMjn3qNlbdkbQMd6ASExu4Hr2NK2V5bEhAzirSlHoUKQWfGATjqOlY+tWUOo+FdR0+4ZxFcQNFIUPzAEdq1DKEPAGw9Ce3tUbr5iOrIAGXj6UUnyzTFJux8vwA23iW6tX+0farbCvAg3IVA4kIGcHGKY8upkG5vLFIAJhG0u752jOcAED04981zS6pDP4x1+K3hl0vxHayyxSRxMcXUQYgDI/iZRx7Yq/o2qXset32iO9zeW7xCfTmlQwl4zyQzY4IORgelclalVhUk5L7WlunZkRqXVr6G7HpFtbeBbiHS50m1XzRLbXEjBFhUHLRk9COCMnvXmHiDR9P8deBIr/AERYtP1y2umGnTMBHmXklcjHBOTnvgV6FplmLjwrr2jR2sNxHPbSTWNwkpKgqMtER1DA+vWuL8PGy8Q/CbU4LHT5fDtuZFgV3xIschHDZ/hbdxWuX0nCCT0d2n2dxYiopPujr7+DT9P+FlvJfPdIrRxwXVmJdyrcjlZgR3c8YrMvpdGvL0TOo3iNVZsnLkDqeevb8K4nX7rXPCnhNNav7EXmm3cC2Wr2zzK6qwYBZifVsAAjpXq2heNPDOl+E7K0uYrDVMR74pvKG5UbkI3uuSK1jGtTlDleljnbjuWNUtoNR0Vbq3mFmIIftD+axQKB0Axzu+lZfjFZ7TwJot1eibU7DWLcW01pBEI2jmzlSzjqvOcN3re1Ox1P7bYQWFjJdRsFgmaf9yYkHX5SPqfc1wIsbZYtT0ERanbQxyfaIijGYSPEeGAJ++3cDg1x05qE+Zrdr003OicJX0Ni/tdRg1zw5fafYXN2tmPLl3yblUY9MgnbyeRW/wCCdUg1r4w6bZXMbnUtJErWlwAwSSJhz1785NdI5J0yw1GORSl9YpIIt43RMQOSp55PHPrWf8P7Zrz4z6hqUlu1pPFamEwOykxrwABjpnk+ldOCxEZzlps363HOlZLsz3lvnVGCFCfXnNSb02L1DEYING5RHwp44x70wq7JkoV56n0re8dboJRSK8zEzkqQu3HI6mrcJkmGQw2qOPf3qKWNiFORgnpjpViISR8D1+9TjJRdrkyt8y2AUXeoG7HrUsTO0ylxtPXA6EVGACd3RccgHNWA28BUOcd/b0prSQ4piSsOWweO46VmSzEB5VyEUFmLHpgUXRYcK4X5vu5rjvFeqNaeGDCrFHuH27geVXvXPVkopu+vY0pwc5qJ5Tq15Ldapd3ch3GaUsqk9B2rnry6MWiXLMVDBdo3c4zWvPFMbv8AeBPIP3CK5nxNcQ29lDCgEzSuQ+DivDwNBTxtOzvr1O/ijHPC5JiKtrWi0vnocxJDc3gUuD5S/dx1IpkTWLx+VPKRcq33SetDW7xFZUmdFYcDdx7cVLBp0REkzMGk53YPX3r9WTlHVL7z+J5QUpa6jybFwQkx+UHdk4FYuo6lsZYokZlxyw5Aq5caczl/JkHIyCKxkiaMi2uf3rk4DA84rilKpOLt95dWpyWS1sU0SW5uBKAV28s+OvsK6XSrKa51mygwjPJMqrkc/jUMO7zRbqBt2/MQOn411nhSW1X4qaUtx5f2YybRk8hiODUewcG5J30Fln+042lSnom1+Z9k6REbXwxbxls4QZIFXY1JIYnerHk+gqGJgYEjj3NsAGccfhVqJSI8g/OzdAMk/QeteI23LY/sClywgl0SOl0XSra/vbye9mey0TTbU3eqXaJuMMKkA4Hd2JCIvdj7Gs7UdRvfEnjOC8NrHZBYBa6Vp4kAj0+2XkR5PG7+OSQ/ebPYCrOu3DWulR+EoJl8i3lW61p4m+W5vAPkhJ7pAp6dDIxP8NeW6jNca/4nn8P2jSQaZDGv9sSBvmZDyIAfV+rf7P1reo1FqN9tzNSb95LfY9Nk8RedaLpng3Vprfw95Y+36xZl4JtZmP3gj8MlsnKqFI3nLHjGaSRQw20cNuiRRIuAqjge1ZkDCNEgjjCQqAERRgKB6e1XULZPOFA4965ZNyldnTD3Y6FluLbd94YximwAGH5gBn07VXEnnhk4Gw5ZqLi/s7KEtNdQxRngFzyx/wBkDlj7AVPs5c2hftVbU0FCrgKR0Oawda1+00e0Qsj3Nyw2xW8Qy8jegFMnk1HUov3AfTbZuk8q/viP9lOi5/2iT7VJYaTZWczyqjSXbffuLht8jf8AAj0HsOK25Y9XqJuT2VkcbB4f1nxNq1tqfi0fZbKB99rpMb5UN2aU9yPSu7UJGzBNvC4wBwKuZDtguoGOgNN2KVwAGHb1rPn113FGGmgxCzSgnHAGSatZ+8VZSuOaptwB8uAD09KkQbmDA4VuozWMncuDtuWCQD/ezgcjgVTd8SYU5z6+tSM5OdpKlT/FWDrty+n+HfMRcyySLGhHbccE1UFzySQ60uWPMhLvW9Is7lI72+trdn4VZXwc0kYWXD20izQn7jI2VP41V/4R7SmsdtzZ2t48nEjypuZs9eTWDD4fuPDGsi90WW7Ols2LrTxmXYv96Nc5P+7+XpVym+hzWXU7dS8W1JVIPbvULBXcHcF549ajsL+31TRYdQtD5kMjMiuQR8ynBX2I7g8ipJNpYZIOP4sUcyluNxTWggVjG+0g7Tnjiq/LvINuU7MCKZMjlT5TMAeo9RUCPICxKOF6D0zSlF8ugrHmfxQ8G6TrvhG7vzY+drNrAWtJo+HGOSvHUexr5Ujjt5bbLOgK8Fd3Jr71uYjJGv3SwGVOc18qfEz4c3trfXXiTw3an7Cd0t/YoMeUerOg7g8kj1r18FiEkoy1Z+U+IHC9TFJYmhHVbpdV3PP7W1DKvmiJY88Yycf59avt9iaURrIqyY2lgMY9MVhWtzD/AGe0hk2jZnZu6n2qIqz2qtyWY8YGT9K9XE11TXIlqfhipuV32OygvVs4Xsz+/tpl/ehhnkfxD0NUZnSCYGLDA9+uRVHTwPkjdywBHXtV50jVFGGI3lS2MgY6fQVyU4S9umlue5iK7xmUSnN3lRaV+ri/8mQSs0sJ2nc5GeD09q7PR5577RYjFh5Iv3bjHKkd65OS1SOEuGKr1JBp+iXr2fiBHWQxIflYj39q8TifBOvhOZLWOq9Op9T4S8VQyvOIwqP93VtFvz6P79z1O1tljG+cnzT3Y5xXWaBrY0fWFkw8lvIAswz79fwrj4Z/M5lYIw+6exq6gO1m83aSMAAV+XUqkqXvJa/kf2jXoRqUrPZn0ZFMk9qskLK6OuVcHOab5alwC/zjjnjNeYeGPEAsWj0++mb7MT+4c/wH0+hr0pJhLEDGFK4yrA53V9nhcWq0Yt79UfCY7BSw9Tle3RlmOP5iXA25457048ZIG4jn6VAszFTuIJIBHvSCTIbDKSR0z0rucru5y7llWZiFYD1O6mF88YxzzmqyF2i3OMcZBpgdzMVOOD6dqm3LfsSXVbcxU4yP4qjJAkw3JJx+NRPgoSpJZc5KnrTEcm2LuCefqa1dRJivcsN8yHBI7GmsWAbCjpjrUbDYysn3u+RUofdEc5U471HN3C1mIWAkXOOneo3JPJYgemelSAo4OSu5R1HaoWV2nGQOeoFHM1r1NIpKJ8q63pejaf8AtI3t8k91Y3llN9ont1UN9qR1A3qDwSBkdzUJ1Jo/imfDulyT3ukXFt5liWgcsq4JIJIG0g5HtWn8UPCl9fftF6Prmn6nZ2ggtl86KZdzsMnJXkAZxiuF07WvFujfH290IWMuoXVw32rQRLPti24y6ljz1zkdsirx1GTbnTetk/Q4YvdS7mxpWgrZSyX2na7fTx2pYhFlK7ZMHKOOj5qPw6z6n8O7y3srZIXMU6arZ2sRQuXbibJHDA8469a0LS8up/HE+qW1gFtdQP8ApdsFBWynXIcKueee/erWl63pNn8RZL65lngkybbUrO1DOsoIwsjAfdAPU1NCclKTavJP+v67jaimYOkwwt4P1Hw34qtZ57bTSY52n4EqdVIwMHA59a3vBtn4Q8MeDF02zefUrYzNNHP98kPggZ9un0xWD4el8VXmu6tY6jpZudJWGSWzbcrtNGCcYY8Hj15q5pWlTy6QkmnyC4tGYlGkt+R7cY6dOlc+NV4uC7mlON0ekyahDfeVqdtrUd3a6hZ/ukEoLq2Ru2qRnAPrzXGzQW0vi1dUs7t5DZ3kUWpi9l8reoOTzwFwCfr0q3ealaXvxVutK0eL7Tp0Ie5UxFQQoHzSk4yME/jWJqPhzU5byTUIrq3vI3WOS3SZMo5zu357n0rkp2hFXV1dv0X6mk6k2reR3F5ewDxM2j2CyXLffV0bkRddz7v4cdPpxW/8PLJB411e8WU3HmQKXmwNshz0B6kLgCvNdI1e7tbSPxZqiva31q/2e4/egRshO3JB43YOFFeg/CQzLe+J41aV7SK6CWwcYJU87sY4z6VrguZb66N323f+QXu7fcezq2Dng885HSnBwgKlipLYGe1B+WVQSOegHY1Kj7kKhdzL2Peu6E9bCku5GQTGASM/eyDUiLgthgDngE5p8iqXGQwHQgetP3KqIwUjsFNarku2CiI5IOwgfMOlIuIfnd8sT1z0p0kikEkB2UZ56VXIZ41dRkEnOKmM2ndocXcjclpnbG5ScbsV4/4p1JX8W3EOQYoF2KRyD616rqF2ljoV1cyYCxqW5PJOOK8HnnE0rSPwzksSV9a8TNsQ1aMWe/kWE55Sn22I4Z0C5cFkxw7GuJ8Vv5+oWsaeWrLyTj16V2ckkXkYkA6cgjrXjuranJda7JNbRER52xoTkKB/Efet+HKKqYtSmrxir/M+I8Ys5+qZH7CD96q0vktWaixhGIkmVsdc85NRX0/2azMKfNM54UelYE41eeAbLiNMr6YbNS2cLCFZ57gXV2BhgTwPwr9BrV1y+zjHff0P5RhpJyb1NCOZFiEYbc3G9vT6VUkIYy7AJHz6citC3ukW7jKxDYPv5X161Peab58puLNggkbawP3citKVP91e12XWrOXu9UZkZMGmvJgxYHPTLH0qDTkmXxJYSQlnlNyjKT2O4VeltnW2A3tJIB1zTbR5IJYrog7omEkeB3HNZuNtJO1gwkXGtGXS6Pt2yubhbSHzELPgA4PtW9JPPAYGtGUXjttgLDO1upb/AICOfrisjw2Dqmi2V5s8mN7P7TcSynalvGFBaRz2Uf4Dqam1DU7WxtL3W7lHtoQgW0jdf3ixdsj/AJ6OecdeQO1eElJXa32R/W1GanSir6WVzO1m8FjaRWNgsk2qXDGK1jxnzJTyWY9lHLMf6mtjRdLXSNJWEOLuZyZbq5f700jfec/X07DFZvhvRdV1PUn1qexlk1KdNkEC/MLSLOdpYnAZjyxzjt0FdVLHpljO8F9qsd3dg4ls9GxdOp9HkGIkP/AjUKEuWzN1USd+pXlaKNdwkVfYnjmsy8vFsFVZ3No752xsCZH/AN1B8x/Ktq21PUI5m/sq1svD4CHE+1bq9IPpK42J/wAAXPvVG00+2t5ZbhlzNIcyTSOXkkPqzHkms3OnF6as0bqS8kYYt9T1KXCSTaXYY+ZpAPPk/wCAjhfxJNbFrpun2EvnwwtLPjaZpzvkP4nt7CtAoGjyentzUnk4CsD83XJ70Vat1YuELbIhkfA3gqW9B2pih5pQzZUevY1OwSQnOeD0Ap7nbDgDbjsO1Zy0dzWzTGiNdwJbB2547UzcUk3ZLYPHHBpFVXRshx+NKIshtrOu3rjvTbStclJslSRWxuIHHOaYzFJPkUMuOlQNGyHHJ45YdRSIW3HexZAACaSvK6QNvqWhIvyHJyeDmprDTLfWvGGiaRezpBbXmoxWzysMiMyHYrH2DMtUpGCBWQgDvnn8RWdc3TpB8khS4+9E/dWHKt+BANVQkozU30IqK8GjR1GwuNL8R3ml3QU3VlcPbzbTxvjYqce2Qarv9wjgdxiul8eX9prfjG28VWG1Y9bsoru6jU/6m7ChLiM++9d3/Aq5BH3CMBSfUk1dbl5nbb9CIXcVJEEUP9neIW1HT4opPNYNfafPIy219xjLbeUkx0lX5hxkMOK6KG107XZ0g8OXEseqyZ36DqjLFerj/ni+RHcr7oQ3TKg1hMH3FyeQduPamT20F3aeRewQzwg7gpGcHsw7g+45qEqad2/UmSlbTcmntJ4L2WG5hmt7mJyskUqFHjPoynkH6ilCR+SuSSBya2x4r1yOyhs9WhsfG2jwoEhg1pmW8gX0hvE/eLj0feKSQ+D9Utz/AGfrk3hS8bj7H4lj2xn2W7iBTHpvAP0rodHmVov5GUpuK1Wxy0g+UlVCsB+FYlzcgxzwXAHlTRsvAyACMV3d34U8Q2Fmt3Ppc0mnkfLe2jC5tmHqJIyygfXFc5NaedbL5Xl55zgZBrnd6c1zK1glGM4vl6n53ahos1j8QNR0y5lbyrG4KRIg2qV6qffg10dvDFPHtjJtpFHzk9DXtXxY8ArLp58R2O2C/hTMwBwJU9CfUdjXzm1zc2a+bOr8HG0DP+RX0mDrKs3Ox/NPF2Syy3FuFvdeq9H/AJHQzNHZKcMxDf5zWta3kTeW8SgxyAZJHQjg15tqHie0Fu8cg8iUfdU1Z0jXY38G3F5JJGIvtW0sG9R+ldWMqU04SSvZr8TzsgwlSaxVJq0ZQf4WaPTL9Ua3O0FQemOlYZEc0QC/e3Y44OPer2n6va6hamITxXCAfKN3zCs6dk07VkVxtWUEx5GM+v1q8bCMlzJqx85QhKm7dTpNPv7eC1Nve3c0Sx8xSPkrj0Ndjb3AlijK3Odo+Uq2civOGvlOlOEOHPZhxV/Qb4JI0cskcIYYjUnGfYGvzfiDIVBOvQ2e6P6f8MfE+NedLK8b8SVoyvv2T/I9St8sgkYliPu5PIrodK1+80yQJ5nmwj70Rbt7VxqOos/MEq84xk4/Cr8VzCqfvUVSRwR0NfK0JyhPTTzP3mrThVi1PVHtmnajb39r5lvN5gbHBPI+tX8YmRWRe+O5rw7TdQurCcXELpG+ckdiP8K9Y0bXIdXty4CpKn31zzn29q+iweZe0Si9z5TMctqYf3lrE6EKoUhW+Unp3qxtUfdfBb2qklzGJf8Abzg/NV2NlZMHJx0runU5t9EeVJeRDE4dHHAK55z3qRiBGBuG4+nUmspG8vUHGGG0kHjjmtRV3gSFcD3PNWpWdiFZ6jOVk5zk8E08sgXy2bn1PU1ErZkIOcDue1SH/WbxtO1cg9/pVwkou47X1I/uPggsX6kinfMQSc7j05ppLMpZsjjOBTAHZjlto9Kl3lLyKWqPCvi74ej1Hx34Sv475tOuYGc5TkzgEN5eDx15rzjVNcu9L+IMiSTwwyeUbuwlMSyFZBwy4PYjoB1r2H4u6Ne6v4D06WxmjhvbO/DrubG4FSCuexOeDXl/iGLwi3j7TLG9lSLMMZgleTMkcw+9ExPbOPTrxXVOfu6K/u/dZnLNPm3GrJNB8XI9SiUw6Jq0KSNMw2hJGxkSL1BzyPqag0LTvDUnijXrxJRNqLzyQOyk7YFJ6qOCCeCc/hXM3nhvXdO+M0Gq2XiG7OgXsz29yhCuto7cBQp+8G6ZPQ13K3UcniiDTL+3eLxBYxeXKwUL9pUjG7PQ4455rjfNCTtLdp+X9fqF2+hzfw/1PUNN+IeseEBdySz6ejz28s8gxPHkYCqRknHp6GtyRI5L24k066to7V5WZUYvlSTyOD65rktF8WJ4G8e3x8QaPe6nrEDGOz1CKDc0loTnAPVgOc9+DxTbqybXNf1HVNE/subT57ktHm8dduQCVx+NdKhFTqX91N+pkoy0Oy8J38tlpc+vSwz2Wnx27JqMpVApVm2LlSN2SeOwHWoPC7XmkaVro1OOaV7aZzA1xceeoiAJ2Ky8LxjjrXT6fPpnn+L/ACGeV7uxKRNMo+zeaQT8gOTnPXjAI61xej31pb/s9wPq8V/NbLd/YrxLbKLHub5d8g6HPX8K4aMvZw0V9F+P9fia1G4rU3tL1jRJ47nRrCaySHXdPa4TzrZ3JdR8oB+6NrfxGvRfgjc3F18PtWF2kqz2+oG33SMWY7VHJz+ntivn3xLoH2H4d21pYa9dxS2lw8sRjfEqBhyCSCQACCM9fTmvo34JLHJ8DLO/WJ4DdXLySl2JMjj5S5z0zjOK6adCKhKS0tZW/IISnKaTPTrgMWDiQI/Axir0MSqN6BWO2mugkXcWJUe9MEsccrwo5DgAkc8VotzoejLOVLndknjI7UHDKFPyADnjNM3eYNoAjGc5FNYgSK338YHHf604tXJTuyJ4CiHGSCf0qfIMXXocFQOBUhkyxLDCbumKpvN5bEOu3jJbrURs+pNtTgvHF4F06KyRtrMd757KP/r15tt3/NgEt0HpW74rvRP45lLkskUYQAd+9ctLIx27d2wj73Svl8XU56190j7bLYKnhlcy/EFz9m0qRXyZZBtUL1HuK4CVNssaBNq7dzbR19q2PEV7I2tw2wUvIi4yW4rHRZYmJaY5P3t3OP8A61fecO4aNLDXcdZO7/RH8oeKeeyzDOp018NP3V+r+/8AIZM8cs+VkCMMZXHH0qs9vBHdPLuKBz948U2aF5JS45VTlQRz+VFy6O4jmT5NvKjua+ijSg2nJWPy9rkdkyeeGU2qSIp2k8bTjPvV2D7THZFGLYHQ9qz7bWN8dtZxRPdTGTy0iEZMjnsFUDLH2AJr0tPhp4+fRP7c8T6VD8OvDDKCNR8S3C2jXAPaG2P75z7FV/GnKrSp2UZXZ6OCyyvi53pxb7nBwsoieUyxsCOGLDj2rrPD/gTxd4os0udK0e+TShMsc2qzxGGzhDH7zStgbRyTtz0qtFf+G9M1WO18NaZ/wkupBtsV7qMBWENnrHB3Hu1dN4o8YeILnw+fDt14ivLy7ZP9MkEu2CP/AGI0GFRQPQc9zXJLFxSc3sfVZVw1hmnKvUvbpHq+ivtf0ufVHhzTfAVn8HYbIfE/QY9Cs4vOubeJJLvUtTmjyVaaNcLbQA8xo7HIw7c4FcxoEt5f+ID4gvNG0i8tUUHR4dWjeVYGzzctCCA7kcIGOFGTjJrxf4WeE1k0Br66JOhtc744WYn7bIP+WsnqoPRe+M19IRyp9nGAFCjgDpXiVa7lO8d2fvmXYdRw0IyVrJadvmTaj9u1kRf2zqE2pQxkiO3CrDbID2ESAL+YJpqrDHbiKNBFGBwqKAB+FOBkfLEDb6D1qQrnoFyf5VzVK0ndSPWjGKWhSj3K7cHaOpzVo5K525Xpn1pdojOG+7nIIollUWwwSy4zgHofasVyodrD1kJlZDtx/CBTid5AznsaoIZJCrJtCEc+tXo2QQ4YgMw4B6Crg1qxJPZkmdgLALjGAPemKXEm44z3yadg+WQME+g5ppGbncwJTA4xSbVi09SdVBBkJz7dqYMEkjBJ/A0NhUG3IGMknqKazESbgVPHUUr6I0SstRzgAknbjpmqMqqVbaxUY5z61K8jZO4ALtyDVKWV+CMHH40XsZ1HGxRjnlyUk5UMVDVWmRjGzbwz4xwOlX4lja3YkDO7nFVLmMozGInhgcdRXQkoyOZNtFrR4/OvrnSZpSHniabTw5wr3CLuaIHsXQHHqy470kUqZ85M7WGVz/Wsu8VrnTWhMjxS7g8M68NFIpyrD6HBrL0nXHv3uYLhEh1OGQi6hHA39yP9k/eH1rF87k23oVB9LHWKVKlmONpyRimliACrZHbNURMzMV3YGMHPrUykmEksSx7dKudJpNXLe5JIWL/IQc9R6UxFDK0bkEfxD19jQM7QSCPUmmnl1cDHPPPWhxaVmRyrQn0y4udE1Ez6DqWpaBcnJaTTblod3+8o+VvowNdG/izULlAfEGjeHfFWTzcyQfYL1vrNBhSfqlcntP2hWBYk847VI0bFmZwQwHTPBrWjVlBWvp/XQVSjF7k/iyy+H3iDwPcWB1bxT4JuZ7cq76lpq6laRN7PAyyFe+WGa+UdV+FdvEsj6J8R/h14uttvyvZXrwufby5BkEdwTX09KkctuchnUrz7V8i/FTwfL4Z8Trrmm7V0y6f99Dj/AFch7/Q17GW4qKlyuKTfyPz7jbJaVaisTOm58nnZ28jzbXfhtd3Dyi8vNAtlH8f2oMfyFeNeNdQ0rw74Kh8J6A82pssnnXt5n775yceg7fSvRNWHn2paV5AHxtZXNeXavppS5Iij38c9z9aWM5ufmbvb7j8/yrMsNTg4UKbV9+Z308jjdL8R3SXiATXkQXnCMQT7V9MeE9L1Tx78A9f8QWV/FNq/hWZJn0mRGNxNZPgPco2cEIc7kxnAznpXz0uiyDU4HeLehOMZwR6Gvpb4H+LNP+HHxq8Na9qNs15okd15GvWROFuLGUeXOD9EYuPdAO9eR9cldO1orfzNMRRwNWrFygknpftfr8jMtJtTuQPtr7kVflRDwo/rW1BALi1MLgnnJQnORXdfFDwIPhb+0J4j8J7nudKtp1m0i66rdWEy+Zayg9/3Z2E/3o2rFgtIY4llQLsPQivf+ozhLllqunmu58BiadTD4iUZaOL6dPmUtIuv7FupLe/mmuNIkPyyFixtm9x6e9d5HcRzaak1nIl7bsc+YjZAx3BFcFPPFHeeUEMwPUdfxqxZPBYCRrFTB5rZmiAIUn1r5jN+FoVHOph3Z9un/AP2zg7xjr4SEcLmKc4rTnW6Xn3/ADPS4bxZI4iuHJ6qOordtLt7W/WS0fyJRwTng1xOmSRvB56ODCeCf7p7iug+0f6KNqoSeVw39a/POStQu5KzWlup/SNHE0MVQjUg+aMlddmj1PTtRTVrYyg7blDh0B5+v0Nd1bsxto2yCxHNeEaddvpt7FcQJIZCfmQ9CO9ez2Fyt9pkdxA2YpBnA5K4r6DL8U6krSPmszwPsJc0fhZp4WSIy7cbTg4Oc1YRuduMbhwe1V4ZG2kHbjI61ICNwO3nvzXsQTR5HLYYY5DIY2z0+92puHPAILDoccVOwVBuJyMcjNVtwMO/K5A69KuUraMcVZaskU7Zv3ijaRgYqF1bziSeM9+uKYJldw24g9smpCd0yE9cZ5NOLUlaJWlzzz4qWF1qnwM8QQWKlryKNJrcBiuXRgw5H0r51vvGOhutnoWuab/Z1pqYjZLx4sOJEIDA8ZBDfxehr671qNrnwtqUKDdm2fbnucZAr4x8WabZeJ9W0PTfEep6rpNvJEbjRGQ7fsc2NriQkfMDn7rcflXQqfPTV91fb5M5a6tNFrVNWXQPilavtuL3TtX2qtqqAqkikbX4657/AIVd1nUNVvviQ95BdWV7cWAiI0+QYkkiPVVx/EAT7Hit3WLmTTNO8LeJGsrVI2Yaff2rTDB9J1xkDO0cD8ao+IdA03UfiN4c10vPp5t7hUuLuKXbuhHzfMMfdz/F17d65p/vIvnW6++xnyu1kb2qyW8PxFsLa/gjuLeS3MulTzw8xk8PGOgJB614nr/w58bjxXeS+Er25l0WeQyxLJMgMZJOV69M9M8816/q/wDZWl+Mbqx1Ca2u9Od/tWmTpPvmVXbJXB6JkZzRqE3iKHVZBoumC7snw/nLIMOx6n+VVQqpzknvpuOpHZsvalpq2EUD6ekEsenszGOYBfqS3fn+HvWdczW0Oj6xbNrmltoPiNSLOx+yE+XdJy+wkgZ3Y57GtrU5by1l01r+4tLuwbbFcxpjEhI5YDrgDrmuD8eWeo6v4J0SDwzb6fDJoF/59nawsXa4gYjJXIyGDfNg8HFcdNqV4vROy/r8DoqJONupsSm88N/DvRZdVWBInYtqrTAStECD1fueenevob4Wx2kHwU0VbK5a8sirvFI0e0spY44+lfPfiXUrLVNW03w9c2V9DpOo2/n216JAhd1UE8DjO7IP1r6T8C6fb6X8J9Ds7SSaWCG1AVpH3MR7nvXfJxUHJdzKhe+9zsyCBIVRMHH4VC7+WrEjDEDp3pFlK5XcxDCkZWlYEhWXbxzUTSaWp0crZV81/spYBjxyasxEKEO7qO56UoeMcEbDjovemIu6XeB8w9elXGaSszNx0uXdu8ooJyevPSqdzEuG3PgqOd3pV1AVdnLcc8f4VyPi/UhpvhS4cOPNnHlIO657/lWFaSjCUk9jWlB1JJI8U1a4Y+Jr6d2A3Tkg55IzgUJPC6M5mRVPUhhWVIVknZ8MyYwXNZt5Y28lvcDc6Epk4bG3iviYVanNfzPtrunTavstPuOA1PWLWbxZKlvL5kis2COQOe9aljeq8DrMse4fxYzketcb4S0PXvFHjNtM0HR9W1y6WTy44NOsnuJZCWwMhQcD3JAr2HWfhpqHgLS47/4iarpXhcOX2aFBdpdau+0choYyVhGcfMzHr0FfsuErx9in0sfwzi8BjMVjak0urbfRa92cbi8vb2Gw0qwutRvpSRHDaxGR2H0Hb3PArq7Lw14d8NTrN8RPEEtvcO+7+xtDZLnUGHHysxPlxZ6ZJ49a45/iFc/2b/Znh2GTw5pUvEz2z7ZZx6yzH5j9BgVytpcRTXEhVVuY8knyuCOevvXQpOcviBywGEuox9pJdfsr9X+C8j3i1+KU2iXc8Xww8OaV8O7cqUfU9q3uszr233TghD/soMDsa8+vr+81rW5dX17UdQ1rUn4kvNRuXuJiM5IDOSQP9kYHtWL5JVFk3IuRhVU8n61fSAiyRJHyQck570TqS51yrb8Tmr5nicRT5akrLolovwOl0tY9O0W91WBWnuUXy7YAZILfxD37Vxdy88azyO4lnOTcNuyN39wew71ZbV7m0sJrOO6ktYpf4lUFj6jPbPtWfoklrqPi7StPaeOSA3SIYth+YZyQf1ry69FTqNO3L2PqcDnuGp4WjQoJ+0el+iber8327H214Ht4G+GGj2iAxiG0QOQOMkZNdwqRqirwew9DXNaJcWo0t4bZAgU7dqjjityOR5NgClRjGfevDk4p9j+hcHH9zG7u7IvZQuwLZ9hx+FSKQJM54YciqUhfd1DY4JAxUdm8oZoyASO5q0073Z2N8pcmX724EgHrmqabm/1iAHttOeKtvKQrMyp7Af1qCBBvJMgfP4E1D5XIXOmyxFCYwcKSgPOTxTscjcQoHTPcVEruodSQqj7vfNIZg8h+XIj9fWiDtcryLasAgCjAAI96hdwOhIxwDUO5iSwJ3cFsHilDI5xjAzzntVuTsmQ9HoSCYOCMsemR6VDLKVZmGeRyBVeUrEjM7g/3uahMqPDgNjIyOecVna4+ZkjzM2DuG4nrmq2WV3DbgSOvpTmBaNgifN1C1WmWZ42XIx3IHStOa25la61C1kd7clgyDPI60TMqpkMC27nJqO3R0jKls+maVo0Kbt/flSO9bc6TTY1G+gCUMWGdyk4wOa4zxNpl0J49e0lSb63XbPEODPFnOPdh1H4iu3jSN4GIX5s9AcVIYlJBB3Dr0qXK2ocqehxmmakNT0KC9tJ/tC4+dAOVNdBb7m+d2bc4+6e1cfrWjajomty+IPDyiVWO6/07GPNHd0H971Heus0XWtO13R0ubSRdw4kTo8Z7ginUqpx5NjOFPW7LgM6Sc4eLb0zz/wDqq5C6MBnr1x0xQUOCAGGD2qBo8OShZeME5rJSXQ0UHfct5VmLAkqR2qM/JlmJAx69arIsoj2rwuerdqc8p+XK8E4JFQ4uL06l3e1iWRkFuAMEHqcdK5DxLoFj4h8NXem3jAo6naT2PaujuZl8qQpkBRxzWSoiVXe7kGSM4z+VWqj7nPWoxnFxktGfBHiXw3e+HPEEuj6gzSAt+4lbpInY+xrE/spdw2xqABnOc5r6g+M+n6ZJ4P0652RPOboKrj7wBB/SvnyLTYYLfzop5ZAo5Gef/rV9Dh261NN6Nn858W4Wnl2YypUX7uj+84m70cyKJkAWRWG1c8E+9fQmtWtp8NptN0Cx0fTr/WPsEVxf3d9B5jO8i7gFHZcV5SyyzFcRSeTnggdfSvfviVNbeIfDXgH4iWSO0V3o0WlauMf6m8twwGfTehz/AMBrShhYVXNSd2ldffr+By4LMascJVlT+NW87Lv+Rna743Xx94S0o+IgkGoaLYLYWLQcMlspyiYP3kUk4B5APFefiUvppWG6WZMEAx8ZHr7Vi3kV1KsgihIi653Y/HNcuk+pWt4ywNcCBuo2fKaSxDp6Sk+1v62POzLGQzGnGTilUW8tr+q7ncx3CQxR+Yocj7pBxg0xri7S48z5H4OwH+dZ1uk8VpmWNriZskKRwPrUa30/2kWzRGOMjHC/oDR7VqC/I8RRi92dZol7d2eqRxO0d3DdSbeRgZx1rurWPy9RYTFSD07AH0rySNvsk8H7/KBg6EHgGuhTxBNNrdmkvyxyN5ZIPGe3518NxNgKk6qrRj7qWvr39D+jPCPjDDQwry6vO0r+7fa38qPWRuMG2Oc8Hk12PhHWBp16dPlk/cTt8rMc7WrzCKaWIhCWIJ4B7VoCVkgVgrPMx4Bzgfj2r5SnVhTkpJn77VhGvDkZ9MRJslOCpU9/SpGVWbggk9CO1cN4V8QtfaUtteqI7yFQGBP317Ee9dqsgaLjBXPH096+tw2JhWpqcXY+IxVCdKbg9xdh3Ency46Ac5pgw3GQQTnkUeYyscKN3vyKUOSWZto4JIxXSpQfvdTnS7EDRIqbydx/u4p3m4jCkBuwJHIpsjPvypHuvYVXR8Pg4XBySTxSj7rsi0rqzJiQ0JVgQpOCSfUV8meMNB07XofJvbm60aeO8mj02WQFiGGRtP8AsNg/ga+rWJBKr8wbrjmvm/4kaDqElpqFrp169jqd1dl7GR8AO+MlNx+7xnmuujJrrbzMqybSbRx2sPbeFfB3h9E+z6toNuywXaalKsjW0pG7zI1xkqeQCehwK2PEt9PHLpqQrthuI3juIHB3GN14GzsOaw9cl1LQYdAjv9OOoWU0Aj1RdgYRgcj5uoO7nPrW1qVyur2um32j3DDxLYW5LLLCd9zATwX/ANoe2ciuWvdxfR8v9M56bSb6lS0tLa0XT/D2szRiPSnSbSZrr7x+XlJD1Ze2KebrxHrt7d6lo8Npq1lLOwE1vdNCgYcFQmOMUzxMthdjRjqEsCaxCyS28cwZRMccxDHcn19q9Gs7my8U2Cavps8Giq37u4tWYqyyrw24AcHpU0faSm7vRpO7/K34ltpRjYzdVfS5PFWpeG9T0swRWuwW2GOZGxx845bI7Diuci8O3GmfFHR7XTDO321/s0QeYRxQjGe+T07dziulv5317x7ZXVrfR2/2D907ghppQu4Bcd8nPbv1rhI/tNp8RtXsoTqlo15bCbTr6fM6RbcmQqOpbJ749q4sFhnNJz73v38xSq8uyMzxBpMWn/EzRtAtNUurjWdEvpFsrS4hMiLA2CWdh2BJ5brnHavs/RIZIPB+lxL5aMsC7tgwOnYdq+U72aG7+J/hPX9ZvIYdOu4RY3LWo2gsA3DE/Nktt5r63tokh062RMgLGqoM5wAK9blaw0U9dX/Xz3Fh17zZcEK43AAluKdtO1RjAC889aiYsFymSWHPuah3FW3lfmAxwc1irW0Olu+5JIo80qc59B0p8EgVWyFQZ6CqzGRuSBx39KihJiBDncQSc1pCHM9xSVnc1vMV4RnOD+teS+PrkTa9Y6cAz7ULtgZ5PAr0aa7jgtGnJA2Dn0xXz1rut3XiDWLmVC9nYliFMXEkoHq3p6AVzZhCKgnJ2X9bHVgZSVdcmrKVxLaW9w0E06+ZnBSNdx/HsKyLvVmsdNluhp0U6L0+1Hg+nA6/StFIra2tiI024AySc5Pue9cv4jZ7u7ggO4RoNwUdCfWvMy5KviI0qULd29djl4xzieU5XVxM53a0SWmr28zej+J3jy08HHQ9I8Q3fh3S5iWntdERbNXOMfM6DzOB6MK8vmiZryRpGE1xMSzyOSzyZ7sx5J9yc1pLbLFGEd3VuW46VIhhjiIdcyldysy8NX6p7H93tY/jHGZ5XxM3KtUb/JHJXPh5ZLl5EaYMR8zh8A/h0p9pohsZLdomEJbhgDwwrfmEt3AnltCm7pgcisq4s723IV3lc4/dHGQtY+zhSako3Mo+0qRVpaNjriaS2uIkSMsgPDH1/wAKbcasPtDozAqCAFB6n0/+vVVZireXNJtcjA39D64qBWsdzhbRpXU53butcc720dkzrqVW3ykjZdGRgylsnOc4H1rQ8LO9p440m5iSNvKulOT9cH+dVPNdo2Z1SAYAKg5IFXbF7WGeKW3eRpI5AWXHUg5qZYXVPcujXdKpCV9Ita+jPvLRbfybV2VsBjkALW9GyptBPIHPHeuS0DV0m8PWsgTKyxKysT3xW0JpyweNl2nkA9q+bqwbdmz+ucHWjKjGUOqNlZM4BKsMnOfWkLINz5HzHGc9qzXgd9vzME6lfepYoQSQquwPdqbaXU6nJvclM0bDqFU9h1okuI4ySg3t0zjpTIDsIVoQcsc47CpGG642bFweQfSmktHFD5lfQoSXVw8pCqzfh0/+vV6GGZoP3jLljyRVhYwp+Rgznrmgu64DYDEZz14oi7MtruMETCQgN3/SpBCuN247j+tKpUncxK8dqGGG3A89vxqGtFYbgkRm3RothUZHUetZ8waGbK4xjlfT2rVDkP1xnrVOcKZWHU4rSkuxMkkrlWOVjCzgoCf1p0vmMo55B5x3NOMaG1K7QvOTj+dVpS6SlQxYns3aqsmKUnYi35lK5B4xwelWgrFdmQMcis6WRorlHZVC7vmIGTV5biMspyMFs1rKDVpCQgUxkEnHPzc1aDkrlOo5ORVSQgrjGVPQ0iyHI+bjoKW91bYcYrYtK4eQFxuU/hXC634Vl/tZ9c8OTrpms53PGOIbn2YDvx1rtdzmMhQMDgCo2Y+YFyFx0Pf3rnlBt2YOK2OY0XxbbXyiy1OJ9M1ePCy20427j6qe4rqvvMctlByMCsPVNL07WbdYbu2ilkH3Zh8rJ9CORXPNpPiXSY0Ok6kup2Yb/j1vDhsegah+61zBdrU7/JBI5PPJ9aqyMxV+ormIPEcUEvk6tbXelTHgNIpKfn0rYgubS8izb3kcik5+VxW8Kakr9hKYl4N1kedq4y3oarSwKYoiy7nx8oHPFX5bMNbybgWRh/e4qraFY5GTGSpwe59qqSTg32G0mzyz4jeFtT1jwKf7LSJr23fzktn48wY5RT2bHSvlVL/bdiC4iaFmO11ZSGBHGCOxB61+hU9skow4LAn5favFfHPwd0fxVLNqNo82j6uR81xatgSEdCy9CR61thMWoStLb8j894v4H/tN+3oS5Z7Ps/8AgnzKSk1sSXmODjbH6V6N8O/Fml6fe3vhLxcLi48B62nlXzKn76wk/guYs/xocH3AIrh20rV/Cfic+HNetWE75e2vVH7q4X1B7N6ipJbQSlo2DZycMDnmvZpTbtUi9V/X/Do/C5/XMoxjp1VZrRro1/kzv/HfhTWvhz4rXQ/EIhurK4t1utH1i0XNrqtq2NtxEehUgjcuco3B7E+Z3N3qcwLWCW1vb5wpePLN/hX0H8N/idpkHw7X4W/FXSrjxh8NpJ/Ms0iYLqOgTNkG5sZT908ktETtcZHcg0viF8INV8F2lr4k0HU7bxv8M9ScLpXijT48RE/88LqPrbXA6FGwrH7p52jtqwc/eivVafgXisHGrS9vhdY9V1j/AMDzPBrY3RUvc7lmHDMrEitCOeF7XDqgdTy3fPrVoxzC5ZGjxG42tn+GnR6cFlVyCxJyoxwKwhSb92x89VlqpGSumtc3QkMjMn8C9utXZLW3ltngLNED1wDkEdx+NdALYLEN21CeF/rWBcEPrEn75LdAMAFsFqcqEdXbRk0ZVacoTi7NO9+qOh0DXZXl/svUGiluUT5LgDHmj/4oV3Md5GqRoXDAngeleMzRQhUcSFLqNt0bq3OfrXZeHrptQ0iOdiSygqxP94HBFflvEOUzwc+ekrwb+5n9h+F3G0s8w/1fEfxoLf8AmXf17npdoZo5Vuklc3YOQQcY9vevXfDuvR6pZGBwkd7GuJEz19xXhMN+8EWxiB2DA81Pa3s1jq0VzaiUzK25pVPB9j7V4+FxSw7Ul13P0vMMD7eLb3Wx9MuuQBkB8fdBpsQXHILY/HisvSdXg1XS4L2EAl0w6+jdxV+OVi7AkAsOB3r7GEozinHVM+MnGUXZizbTgnKjHy1U3xfZ2V1bBPf0q1t3JwCT9f1qrIAI23gM3GMmm5cupXKkhx5l3IVK9MeleM/EqIajaXNhLdtpZytzZSkjy3nUEKrE/wAJ5yBzXr+DtBAwQc46V5H8WdMTWvB66eWlF2yNNaIuBudOxJ7YPTqa3oT+RjXT5bnm9tca1qXw4Y+JdOSC85S6jK/Mi9BKB0OMAjn3rUkie18GWF49wdTurNx5RSEiRonOA2B1xyfSub0m/k1P4QJDqVxGuZjaqwVklj28BizDAU4PHWjXbbVLSPS9Ytbo3wtn8u7W3j6QOPlYDPQEA9zjNcFZe0jy9bPT/I5YPld7G94o0YeIPDVkPPfTrmZlltGZvlUqcFc84Jrl9Z0PV7a/t49PbVLtPsyebMrIu9+QfTPAAz7VveH9f1C50pVmsNQa3jlkfTr68gyrt/cGO3pn2rZle4MgaWyW3dhkpdAu/wBTt4H0qsDWvON/e03/ADNpRUo321MPRJBaeOXnsbZdYs9S0thb3VvGWkinHPAz/Fxj05NXre5u9R0xLHUIwNeQtFLaxoBNZqQcZbldp7kd6wvCtrHc6hr1npevw21xpjC4t9sWeduT5ZHXjtWjYXT6lLqGtrqBn86IwyRqhOGIPX1bOD+NRSbUqTV9Yu/l2f6GDe6OH+H/AIa874p3XhTWNQGs6Usvn2xSM5jlVgw+c9lIx7kV91K2FVM7iFwc9uK+KvA2o6jcXfh21GoTWup2uqCGaJiiq0ZbJUjG7sefU19lyXMMU5xl5AOVHTFeyqVT2cVN3f8AWptRqRTfYthtsbBjtJ6DNOG2OFhIoyTxg9qzY7hZWy2GHTdmnPI+RuOUwQpzUqm0kaynb0Ls9xG0WIwGxwAOKq7HedsscHjaO1MR1ESJuBYfxDpSS3BVlK8L6+nuaqEGmRKV1dMk1AW6eHrrzhsjWEvk9zivI9P8N3PiWIyeGWtLmcHc2mvKsc49dgYgOPoc12fi3U/I+HupSKHJ8rIPYZNeI2t79tkWaElcEYyfutXBXqUVLkqq8fJ6p9z0MJRlbmg7P8DY1vRtU0e+FvrWl6jpU/Tbe27Q5PtuAB/CvOdTLJqNw5kzuYRpk8cehr3S0+Lvj3w14cextNd/tWyCnOnaxGt9bMPTZKCQP90iuaufiZ8JtbHmeNPgrp9hc9Xv/B+ty6c7N3JhJ8v9TXr8N5XhnXlWozvy6WkrNX19H+B+a+LeJqVMLTwtSapuTunrrZW6J9zxWW62xCNioXu+eQKxPEGqy26IsRxJgHGedvTNev61N+yhqCQ3UXjT49+GIpUJeKXTbC/jjbHQfIXI981ycfiv4BaJZJDB8Yfih4ntgSBBeeCLeGSJAeFEgjCt/nNfT1sXKneLjb5xt+DPxrLuAfaw5qleCS7O/wDkcNp+qIsUMBlWRmGY8HLZ9MeldgbS+voovKjn3MvzL5ZB/WpZfi18LYzjw/4e8VatIOkl6YrZfyUA/lSn4g6pqmmMul6dZaLF/EsPzOfq5riliZz92P5m9XhzKsC+bEYq/lGP9L8Tk/Enhy8t0hS6QxOx3qA+WX/CltdOYQjeTI5HJbjBFOliu7ozSXVw0twxHzO2WzWrbwXMtjD52QSOdo4P0rWnQkovoz4zG4qlKs40L8vS+5nkJDaSb0BY4+bHb+lWo4gka3IUouMAdz71ZuoB5iozJGmOD157VAkZEe6V/NJGNwbAH4VSi1LyOZw9yx758MfE8F7ZPoc7OsifNbs/G5e617xZR7AS79ex6gCviPwhHqbfES0ltNz7JASqnACZ5zX2Lp/ny24Mz7yBivCzGnGNV36n9JeG+Y1cRlqhVXwaJ91/wDq0ZDh24OMYzmoZLiD5SDgqelZyo4jx8yoDk0kaRyrlmKqTleO/vXA0mz9DbeqWpohk8t5QRg+tRm4IBZMbgPWqiwyJNmIhkwSwPSrioQgfylyc5XrUK0fdiJatDUup2IO0Fum4U9Hk88g+meakC8gbFUYyDUhQkbflHHpWcpJps0cblPzG8xl3H345qTzmLlSflx1NThXZDtCg9vWoGQgMCQvHpVxbSSQpK2o6OYFMMRgng+tV5ZNzOoGBnoeSarOo+8rZyOfao7d9wIySwyCc9605bE8r6mhuYKvTBGMH0prDLgnhgeue1MLYhVWILE8e9DD90CX+Y9Ae9Gjew02ncgmWMxguuXDZ4NRQxK0ZRl7HFXAnyIThsfdFVXYLO2PvY5IFU3aO+hS7im3kBJjk2ZXgdajDSxMAUBAHPvVvcu1XV9w9u1M3FkRiRuHb1pKtbQHFNFIXLB8lXCHuKQ3cRcZOCM4461f8uPZvGcFeQOmahaBJZuVUOO/cCtHUdveWqDkCNoievBFSgK2OigjAOc7vwpPKjwSqn8qhktQIgyboiOeDmsY8stSncdKizp5UyJJHjBDLkGsC48MaTeXBkWGSym7PbuUx+HSt5HcXBUjODjceBmrBXcCAxOOhPrUxckrLqJbHILoet2TMun69NMMf6u7jDD8DVeS9v7WdRq8UcJZgBcR/6sn3Pb8a7M/u2ALDfjg9vxqGZFkhkSdVeMr8wxkEf4UouV7IjlVgiDGERyqyOMfKwwQD3+h9aZMMWp6ff4wau+HtPnvtV0/wxBJEY7iXZpElw+Gt5G5FvvP/ACyY8KD91jgcHFV2Vk1CW2uI5obmFyksMgw0bg4KkeoIIq6lPqXF+9qeXfFXwkPEPwuupoVP9o2Q8+BwPmBXng+h6V8t2chdEkkbEoGdoNfe07RNZywsm4OpUjHBFfHPxC8Eat4W1m71Syge40F5C7GNebcHrx3XNduFxfJBwn/wD8w8ROGa2NjHFUI3cN11t3+RyEBkXWJJnjDLnnHUivWfAPxZ8TfDnVrqTRUtNR0fUB5Wr6JqUXn2GqRYwY5ojweOA4+Ze2eh8PW5ubhQ7ymKLGQqt94epNbFnq1uU8q5kVVC/K47H3r3nioprlZ+C4CvVwuIc6d0z6i1L4ceFfin4cvfE/wPjuYdZiQz6t8OL2cNfWSj78lg5I+1W467PvqOOwSvmeeaezneF454pEkKOhUgqwOCCDyGB4IOCD1qS21fUtL12z1fQ9RuNOv7SYS2l1azmOWJh0ZWHIOf/r5FfRFp468A/HsR6T8SbzSPh/8AGEgQ2XjQQiLTtcYcJFqMa42SdALhcc9eDtPXCuq2j0ffp8z2VhaGYO9NctRdPsv07Py29Nj5nuNQkktXjVz9pJwnB4z3rPtLAKouLsiaUkgF/T2rs/iB4J8V/Dn4hzeH/GOjSaHq8a+ZCGPmRXUXaaGUfLLEePnXpnkA8VxSz3N8PLzGigYLA9K86d1VtK/ofPYynUoVHCatbuWFNt9raIhFZuDzwPStXS9QOk3skBAFrK4O4fwueKx/7HidNrlpS2QGXrVmO0SC2aB1zHtwFLZx71yY3Lo4qhKlJb6ryPW4X4mrZLmEMZRe2jXdPdHpAKSLtZ8g8kA9/St63lWJUDFSGHFcFo1/tMdpI8YxwjluX4/nXVqrFBjO3HcV+S4jAzwdV062/wDXXsf3Jw/xDhs3wscTh3eL/B9UztNI1yTRdXgeACS1mcC6jJ4AJ+8K9pgkjaOOVGUqw+Vgc8Gvm622syiQMGHWvS/DOuRKyaVNN8y/NCQefpXoZdj5Kpyy2DN8GpQ9rD5npTb0cMrhlPrUUkmIz0LkcfX0qoZyTndlccHNQB2MmVDDBz9a+klJXbWp81uWjuDruAZ+2On41458cIdT/wCFWQ3ulWaX97ZXIkSPcQxA5IXHVvQV7F5kYjwzLuPJrzj4ire33w1uzpssUV7E6vCxO0cNzk1thrKonLbX8Sa0HKm9DyvwncTeMPhPrl86RaTHcRrHcxTZcEjneFP3QTwcVs3s0lnYTyWyRDykUYcYjOwc5J7Htiuc8I+ItCg8QeXqFvJpE2rW0sV5IxxbySDhMD7u5hkioLLV7dHu7W/2tLDAcW8yny5I8lQ6/wB4DqT61wO/PFvbW3ezObnSjodFo/iSNZY/D7rcXNlLYyT2u6FvJgnJyUVx/Ec8Z6VQg8RymIj+1NNUg4MKSgGHgYRt3JbGDn3FUnsraLwfJDoF9IVyJ4VgXasoB5TbngHpn05qRtN1rVIYLrS00Y25iAY3mnnzN3fOeeOBz6Vk8V7FQco6Nbry/wAxxjzJpHJ6J4sEWtaPLp/2OyPnfZdQt0YOysEK5BPXjArsIJ5NO8PavoUZkF5p8321zFbFPOjb7yo+MHaOcD1rC8SeHdEu3t5tLW3XxF5TS2ELDyycdCVHv6c8VLc6jb2H7P8Ao+u6df6jcXkVw1rqaX9wWkeRvlcnaQAueg6dK661N8n8rVl5a7ficd3q0zY8PT22sePPD16dLGmXUlysqq0ODIQDzkdQBzlvXpX0e52hihLMwySO1eC+CtM09fHely2l4ZBHI8o2OXR224OWPXAOOOK9+Uqbkhd/od3Q/SvUru0Yp6HRh9ea4QuY7fJ+bnjI6VE0jtK7seRkbT2H+NOvw22GOLKgN82Kap4KhWdScjioi5SkuxpKSb5bD7aSdZCCRs6qGFXZIneImNhkqec8Z96b5cWEPzZC54NTBtxOSOTjHStEm7oTjZHMeJrNpfh7qMJCiUw5BA44Oa8XtoY7eyBlCo+3ovSvdPERZvBV+Vx/qm6HBr5we4nlj2IenGCeteFm8LSut9D3crm1Bjb42r5LFvMY8bT+leRa/FdWd1OgaSZG+ZCTyAf8K9eSBhBhlG4D8K8f8RPcf2xcPM5aINsKjqB2rThf2rqyUZaW1+8/N/GSnReX0asl73NZfdqeMapKUuX8x2ZAThDziubuJYhdrFEvLdwMAV6Tr1vaOrPFC2/aNu1u9clDoc013HI6xhxj5Aev1r6GdNudl0Px3A4qPs1KWiOi8PW8UtuQSHl6MSa9Qis510YJEzLjGV7GuG03Trm1ZZEiELZwQOcgV39vey/ZUk2fdGHB6j2rXBrk+J7ngZjU55NrX9C9b3wt9PInVmlAxkDOT0q9b6pc+WUb92qDA29xWH9oAnYugwTxk8D3rXLrL8jRL2OV6j3zXtquraOx8/8AVeR81i5KrTGGRJBv77vSoXYwQeUHQyMT05qgA0cjgEornAx/OoS0xZxGxlVerFc1zSqe97vU6FCX9bHq/wAKIri5+I12iACOO2LPnnIyMV9bWlvcxRA4TawAPPIr5z+A9ulto+tahcRs93NdeWrPz8oGQo9BX0bDciSLYpKA9yMZr5zHTnUrN2tY/pbgLAxoZPTkne9397JQ20sCdw6DNSKirGoHbris6TcdSBkcCIenb3q23zsdqZGfXpXMk+XV6n2qWly8hUQf3V7ehzU20pNtIx7HnNUUG23VZdxCjOPSpfth2gsgBPBpKGtxLcto+Y8kfTmkJ/eY+UEjniqbT4VcHke3FIZR5TMrHcegxzW1nF+ZV7k0sg37AMN71C8oaLlgrZwTiqj3CxSMu7OB+P1qjJeeZlRwWHGOtKEJSdxVG072Jt+9tgHBPJzyKjLLA4D8HP5mokKrCNpIXHJNU524B3jKnAraEG49BKXMtjoF2um4ttcn5RQ27Bc4x061k782ikk5HTmkS9WRxFhpGB/g+Y/kKylKyt1KVupr+YRGgGAM81WuHBQqCQxGeK6HSvCvi3W5Y49M8L65eqSNrLalEOc4+Z8AdO5rk/FLzeFNQ+x6kLefUiA32GxukuZUBOPm8skKfYmtYUanLzJaLr0M3OD0IrZrhBlnV0yQeMcf410Wk6HretyBdOsJp4c8zsRHAo9WlchQPxrlLDWNSR1nt9Ns9PIbKSagouG+oi+6PxJ+lXrye412Zn8Qalf6+Q3yx3b/ALlPZYVwij8K15cOqfNUk230Wv47L8Seeb+Ffed7Fp3gywmu7fX/AB9YT3sQ5s/Dtm+okvn7nnDEakeuSK4zW54pdQaPwxFeJbE4WfVCqyEe6pkfrSNFHHCscQWCMrhVUYA/Kqg8yM7dzAA+nWqq1qbaVKFl63f+RSp/zNnL39v4vt9LnvINaszPGpcRCA4YDkius0fUDqnh2yvVGBNEC2OcN3Fc9rviK0sLcWMEbX+rXAKQ2kXLEnufQe9bXhyxm0vwhaWk4HmohMqjoCecVwz0au9SkktYmrPkpjAA64759TTIXL2uGXnPJPepJQxG/KjHOD1rPhmMkzYG1d3U9605rJ2Wg+Wz0LuQXyc4HGMc1BIwUDZkp1INPMqkZRsknBx60yWRiFWKNQCOST3pNpq6Q2tUmQMdsZBZ42BBRkOChHIIPYg4I9xXfeOpI9Z03w949t41iu9Yt2g1pE4C39vhJXx2Ei7JPxNcOyoCpClnxk81aN6V8KXOmt80b3QuEX+6xQo35jH5V6GX8kueMnun9+5zVotTjJdyC1V2TzS2717gin6hZRX1hNbXEcUsDoVZHXgqRg1QtWEMI52owwMnvWkbgNCm07j0BryKk5OV1sdElfofGnjr4ba54Qubi90ezl1fw18zrs5ltR1II7r7jkV51DBbvp6s4VGY5AJzgV+gt9Al7pNzZ3Cbo5oyp29gRg18PeMvAXibwVqM0otn1Hw8HJgvIxnykzwsg68dM16eErpNRqS38j8W444G9n/tOChpq5Jfou3cwZ00xZFj3TmcAFlQkBRSfYbCckbjIcfKG61Xt7ZxC8zuVaRst8v3valmaeEI6r5eM7jjrXtuNk3FaH43KvyyST26n0N4H+LdqfAkHwy+LWjzfEP4ZeZ/o0Dz7dT0JjwJrC5JzGR/zyJ2sOBgcGLx38D5vCXgeLx14I11PiF8KbmTEGvW0WyaxYn/AFF/D1t5R0JwEY/3eBXhVq32iPzJGCkkgMVxgV6p4C+KfjD4U6/Lqvh65jmtriPydV0y8iE1lqUPQxTxHh1I4z95ex7Hrw01JcktvxPTpZjDFfucVqukuq/zXl9zRwhOyY5JiHT5ximm0kkCMsrbD9/jrXrmt+G/AXxbsLnxF8G2Oh+JEj87Uvh3qF4C8JH3m02ZsCaEH/lk2GUEAY4WvnSy8TT2HjObRr9Xs7uKXy5YrpTG0bD+FlbBU/WvSqYWNNXvddH/AMA8rHZJjqEr043i9mtmdnLGqKu1Y94HTHP1roNK1zzLuOxuY23n/VP2b6e9c9e30f2ZI7uA21y4LRo3HmjrlT3H0rJN810mxUaIo29JO6sOmD2r4/PMsp42MlzWl0dvwPsuBONcfw9juWom6bfvR/VdmepM8zS5UsvHQdxWjaXMUEyT7hE6HduY/MCK5nRdYTVLWW2J8u+hA81P7wPRh7H9K1poSQivyScnHevyLE4epTq8k9JLc/tTBZjh8fhYV6Erwmtz1rSPE0V7OiyI0UhGACw2v71126RbfAfYfQentXz+ZVhiWSJCjqcjHrXpnhjW21eNbO7kEd9GvyFj/rB/jX0GBzFz9yej/rc8PG4GEHzQ2OsRWQlmcvnuewNYHiOC5/4Q3UkswJT9nZo125ywGcVvkzCZsx5Ufl9arXzBrJ4sFd8ZyMdeK9WlCUJJ7nmuOjR862cfh/W/AqWs7vCXiMm9zhxLydyr/Dg8A9sUvh2xOp2A0a+tftWrW1s0ggmjKTSADBKk8bfbuCa1NJ0PTLHV5b21/cSTjy5FeIsFIyWxn7uTzgU6DWbqPWo1hu0065sJyjvJg+bGOfmz0GMHPauT2fuwm7LlbX/DmUlFcyS0sZfh21Ftb6kEkXy5nAhRFP7lV4C4z0U54+la6Wq6g0l0LnYzvhttyyhiOM4HTpWVpenXdv4v129nltpbS6keXT7kzeb5Lvkqu0Y3DPr61y+neK9Eg07y9RefTr4MTPE8ToxY8lipHyk+ld0pQjD3dHffdNHGlJdSfxRpmo6T4N0zWNNurgXum3HnyXcz5LI3DA/4dqzNQm8O3fjqHS57u43XUDXENhbyExPMVyhIHzBs546V29zeXEWrafqUzy3vhfVLUKtwSEEUgxwy9gD1IHfBrgPE/hm0XxVaatocaRXVsy3N3PG5R5lDgbFHVs85I7GvS9rCo4px8vT19GcaVtj2H4e6ZGZvDch1CW/utPhmW6JUoqbuiqpHCg5GTmvc43xOgCFlH8XpXjXhQxRfHfVP7MU/2bdabFcIROZEkyMZXPIHUY9vevaMMqskeBk8n04q5uDs7s6aK0LeI57YKNoBPLd6hSNcyblOQMDnpSRGfysfIoPUgUmyH7Tu81myfmX1rTd3TOhLoIs6rO24gsMYQdqklkckbV28Z570nkqE3japYnnvUTBrhm2t8h4Harc1yIHFrqZmueWPCl8xkDgW7Et0A4ya+bLZowgnEwmBXKhDx+NfR3iBFXwbqIXB/wBHYZ9u9fOaW8Fn5u10ELjcijpmvnM2rSVT3XZHs5XyqN5PqUry6mI3NNLGucIsY6n+ted6wj/8JLJ5qOUbaSf9o+tehNKxvUVisu3LHK9K5C9jW51e6mklY/PxkdAO1a8L0nLFNp6Wu/wPzzxonThk0VL+dW+5nK3dhbSXhRIjLKQCDjv6VSXT7w3IAgiijHLPjk11K3dvvaPYGcHlyOR70kj+bbyeWMkAcgdee9favCxbdl9x/MscRWp0/d28zIFwZGwsDvEPvSBf1rQSVIUhhCgO49c8e9XYwnlLJCF2jIbjj3pY7eORSxEYkDA7ccAelCpSnFLdmEMVTndzVivd7PJZQ+WH8JGDUOmalPauUuG3wg8scEgVdeOOWZ97ADOwMOlV2t7a4QQoqFf+WhxinyWnzOTSXQqFrJPY2Wu7W9g3wSI/HHOfwqpHZzQyJ87fMenQVkhbvT5QIo4Xt+zIMEe1a6alF9n3SxyZA4HUj6CsXGSvNs0k3N8sD6c+DVpGvgm4fLPP9uYufw4H5V7NKyhXO4FgMjjoK89+HGj/ANifDO2F0xS7uv38gz9zd0H1AruF5mUlw3oCeK+cqzlOpzdz+seHsJLDZXQptWairkAtzJESd0qPhgCeuDW1EqleT855JzwKqyTRImyJlMijHTGKqwiaUbUARSfmY9qpyb+I9mKNhpFCEDGe2ajWRduWwzjquKRIdoA+bKjGT3q4ixCMs20MuAcVjGbeiC1mVd+AMD5QeO9NdWZS2dm4jHvUzNGrHaQysePaoWuAFAyPlOMY4zWkW3Mbi07kMkOQACDg5yOajaIK54H4DgVYULgDcMg/jVW7vLaxsLq+uG2W8MZdyx7AZrX3tEtSXo7l+zsLjULyGzsbaW6vJeIooV3Fj/IfU8Ctn+y/BOk6sYPFPiaW7vImxNpXheBbyZG/uvcMfJRh0IG4j1rxnQNS1Xxf4en1C6nuNL8OXLnyLKByj3cYPBlYc7D/AHBwe+eldpBHawW8cFvEsUUa4SOJQqj6AV6VOpQpR95OUvuS+7V/gc/LOo072R3154l8OwOi+EvAOm2SKMLd+I7ptRuWPqY1Kxr9BmlPxD8dyqEt9fj0dIlwkWlaXbWyqfbCE/ma4NXZHYyE9ODipjIUgI6DbnJFc0sRVltZeit/wfvNlRgnsT61q2tazdiXWNc1rWJtm1zdX8jcemMgY9sVn2Nrb29tiGCC3RjyI0C5PfOKhjHm+bMRxk4NXrd38lf7pyTx0PpSqybp2b07FcqWhKYQzlQE6Z6VTeMxzM3PDYGKsXFzFZ2TT3cscEKrl5GOMCuPn17UtTkePwzYsYM4bULsFYx7qOrVzRaju9CnO2x0lxqllpumyXWp3UVrboMlnOPy9a4mbUtf8UPs0KF9H0xj/wAhC5T55B6xof5mp7Dw3C+qG+1W5k1jUV5zP/q4z/sJ0Fdg886qvlxKm3AHHH4Vvd3vDTzf+RjJSl8Rk6F4dsNEgkeIPd3sh3TXcx3Sufc9h7DiukaR1wJCCCfunuKy0v8AbM8c8Zjcngk8Vanmggs0uJXVLcc+ax+T8+lJU7PbV/M0UorfQnmmXnY3zFcZ9CahSMmI7cD+8RXJTa6Li5mXS4ZL+4AwpjH7sf8AAjxW3Z3lzBDBHqaxxzSL1RuCe4+tW42dlv2JclFXN0RJ8p4A7087QBuUHA4NICHAYEbccn0oVSznIPPU461z6tGia6iNjDMBg45FZ8xeS9Cr0VSxI/KrjPjcWzlc4z39qJLaa01K4t5V2TJtVgRyOAxB9OtdFG8Kc5p7fqYVE3OK+ZUhhMtkQ58zHYenrSLCBIAd3HfNX1IhnPIIbsO1RScOGC85yMVyvSyOmyuKrpG2HcbR696x/FFnJfeBNWtIQrSS2jqm4ZGSOK1QEkiy5HJ4GOlRM0j2rJyoXJ+uKmNSSmm+hliKanCUH10PgmC+iDG3uE+z3MBMc0Z4IZeCCKsTXyuhfy8w4xuYdPpXrXxQ+HSzXMvjLQbSSS6U51G0iGfPUdXA/vAfmK8XXZcxxsGBtMBuOpFfT0cdGrTXK7f1sfynxbw1WyjGOE1eMtU/L/NFhL+3MflWbK8g6k9ffio/7QEAliusTB1wPasvUBHbbHhjDS5+WNapyJLdac4MDo2Rg9Pwr0KVWUmktH+Z89ThFy5nsec63q17o/iwaho1zcWlxDN5kE0D7XjcdGBHSvRofiT4S+MGmWuh/Fy1fTPFkCCPT/GOnKI5jjOEuB0lTno2euRzzXB6tpls2ERpJXU5w3SuFfRGl1HakTLtOcH09qwxWZTg29/I/SsizGGGpcq1XmfTCXPibwFYWvh7xXpeneMvB8pJ067wWRveOUcxtj+E9OxNdAbTwxrVlbDw82o6VdzEBLC9bzF3egk6/nXCfD/xPqWjaVJouo79T0ORMT2Vx84HuCelfQC+HbHwebvVLbRtQudQihEkFjcY/wBDDLkOV6sMHIrjwtWNWL5XfyfT5mmJoUcxTnFKUI/Ff4orya1fkeR6fFcad4shZ99rMjtFO56Y6Ee/NemRbtpLyNIOze1eWXFy95PNO7b977m7Ek12WjatDHp3kzMBOBgZ7ivjOLcrXt/bxV1s+nzP0Pwc4kpctXLJPq5Qv26r9TalkDyCPcfKbkY6ipob8w3sUsDsssePmHUYqLKPgxqWcdlNWIhDEcTKwyOa+LUakqllt+h+6ynB9ND27wzrA1bQ3kcp58Z+fafvHsRW1L5ez50BHGDngV4hpWt2uj6qrwNuiYASIvpXqKajb6jp0VxA5kQ8kA9D719ZgsTeChP4j5rMMM6MrpaM8curxIPiBLp5EywzXbR/aJH+SKQHPyjvwRXNzXOnal4sl07V44pdWSGSK5keLBaPPJx9OlZus+G724/ajvZdR1F9H8M3KLJ9qyMRy7cBRn+JjjGeODVSK4a4+M6WOt297LrlnbNELhHKpcxhsJgEYPAJ+ma9OnRglUilpdPy17Hz9Sq7q7N/wfouvaf4rk8PWt80WntE1xBclFkQ5Py7w3JA4GBXH67o51Txbf3Wt6heWmriUx3ccTBV3rwSAeQDjj2xXSvFcDxT9htrvULK6g2zI8c25gW5bAH3kIGMHj8a5bVNG0vxP4gu9bWe8s5bmQmeNN7rvHykjcMrwBlexzWHKo89pct320/rqa1W6tuVXsdR4s0S3vvil/YQ1O707TpovNjIYlWXaG8sZOAW5z7VL4pXVtP8aeF9Rt7CW70+JPs6zhdwQMMMxRRkKB0Pc1dNzZal4vtdevPJEttIYLiGSTZG/wAu1TFnlmOcdAD61asZrvSvEV9o12lxNp5i+12kh2lpEJ+VWy2cjkbevFdOB50rVOrb11uvX0OWqlsanwlvwfE/iDSJmkd9KzDCZECzLGx3fNgnPPT2xXvVvKzxudzDPTdXivwuTTLzxN4n1m0BDyziKcMMSFlzy314wPTFe4IpMeVTJIwK3rcsnY6sN8NrlkF1KhThAMtz39DUO5GmB3rtU4bnk1IqqU+eQA9+epqjFAH1N2Gzp1PeqjNRbsbdfMuBjJclMllAyAehpY0KqyKp8vPHbFOEY2lpHCjGPahj/GPlGeD2NUotWBMx9cBPhfUd2DiBs8e3NfL8l951shWEnH3VHBNfR/iu+ltfB12+V81xsAI65rwC5khi3AoqAEYKjGK8DOXFVElroe1l9Pmi3Iw4pXH2iZ0kQhcncOTiuRn1G0AkTLzTStyEU4Ge5Nb91fMunamBIqKY2O4Dk/nXAC6htxHan5HCAs/p6Zr2uGqd+ZpWvZXPw7xkn+8w9LmutXb9S1IsbErIATnBA7U429y1mi+dIyD7q54IzxVOyhkl1SW4R1ZEIAIOd2faukXziA37pQCMkfzFfZUqLlpHc/BatSpCdr7kaI0EcilGJKZwOlIomQLGW6ncUJ6Vr2zlSzMvHPzP3qk0BkuC/mfKTy3WoUZW5Vv/AFp5iUYRbbKV2Pl/0eAGWNfmPRR7Cm2kV39qUBCikbtwOc57Vu7QllIT5bOo5V1pI5fkVuVyQeehqPZyjHX8i5zkna3oMEbCMiRRGgO7LdxVixWzk13T5HDCEXCM524AUMKbPdq0n2fYQwGWz0x7ULKu0xomCOSxPpzXPiJQScUzbANxxMZ32aPtFYXjtt0L7QyA8+napLNbqWRzI4z1Bx0rHsdTin8K6XKWyXgTleewrettzom1iq9+2RXyfNJS3P7Mo2lTi49UXREzQnA3nPUCtO0VUXYVPXJHc/jUERdUUccjAxTnlKMWQ7cenc0vappJlqLNdnXaRwDnjvWfOQsvc7vyAqkLgi5jBYrkZbPf2qncTM7go4dVOSB3pcy5SNm7svSykSDCjaRjaKasijkKCp4x3ye9ZheTf0y3fJ6VYtsKW3ByCeGJ6VdOSV2UoOz1JzhJUCnYMZz715n8Vry4Pwju7KB3SW9uI7VT04dgCSfpXpUs8bOVGTg4GB/OvPfih5Y+E53BmumvIFt89RJvGK1i2jKqvcs3Y6OziWy8N6dpscaxxQwogGOBgVtwrvVSp2kgnaBWfHEYrW3UAkqilt3ODjmtFXRBkMAMflWnKrFRVtiQQlU25we319KhZXLtk7we2elWXuEaJTuD49P89aqvKVBCq+0HqB1FKzRV76FZYZo42Me5eSAp7U2Ge7FuFbY7jO5R1p0l2xUPsIXjDE/zpPPYy+YigDAOQKunNPdC5OpV1qzm1rQzZSRmPLBkIOfmHIyO4rPiuvFFoFtp7Wxvo1GA0R2EgeordLzPIwMgjwOPX86sJEXg+ZiX/wBk/pSkqe9xuLsYUN/eI21tPeORjk7XVsV1mlyaFxJrml69ffMMxWt8luMZGecE5Iz9KyBAsV3vAG4H/IqaS5ijT5iUXHGT1zW6q67L+vmZ8itZs3/7bgttbafQfDehaJEBti+0K2ozKM5Db5eN/vtx7Vj69c3PiLWPtev3c2q3Jb/lqFVF44ARQFA+grIa8Z5mIkSIheOOaqSz+ZMrNKwJxnPANdE8bVl7q0Vtkkv+H+dyVRpxeiNzyoYAFjWCOMfdRRjJp93FYXFm0Fw8M6soynTH/wBes3yw8qLjJIPJNWobSAu2Ygyk/drz+SEJcyN/eexkwxXWlBpLSSe8s+pgkbcy/wC6T1+hrSsdftL7MId4JlGDG4wwq3JaRlGKArgHaVb9K5u907zbJmMe6VT8roMMP8a6PaU6rtPr95hKjKN3H7j0LR7aLUfGui2cv+qudStoJP8AdaZAf0JrU8YiNvi/4tb01q5UKOgCyFFx+CivMdJ1+TSNS09tSWQPbXEU0UwHEnlyK4APr8vSvVfGsUUXxg8SvBJFNDNfvcxPG25WWYCQEEf75omlHDzja6uiKc06ivvb7jkZ0BtgNpL9QR2qm0qyMkQd/NA6d6uSP+7AII4+XnrXP3jeRJHKoU7zgn0rzHJ6X3OyysbcasVbzMKeox/Wqty+CCFZQcfLnrToJx5O489yc9qqXUxZAEUuQOCOlO75lKwpXHswit2ztVGXOz3r5x+IHw1SGK68Q+H5Xs3JMtxZsmYyepKjsf0r6Ojid7YPLzjkY7VU1BPP05oiBKkhwFI5IqqFSUal47HlZtlWHzDDulXgpX28vM+ErO0Vo3ull+0yH/lo3A+ijsKS6jcRKrrxyeD3r1L4g+DI/DWrxalYybdPu5SJbcrhEc8gj0zXmhkWR5fl3A+o5r6ijWjVhzRjZ+p/LGf5HWy7HSo1He35PY5y506FYnYjJxnaB3965o6fM2qD96MlOcDhfxr0R7NpkL5G0k7h3rNlhh89WAVXQde233rmq0rq8tgw+JlGna92zvvgn4EuPG/7SHgnwqYM22oatEb4hdxW1iPnTk+3lxsue24V6F8WPHt14j/a88YeKdGY2ljc6pILNf4DbxhYo1x0xtQHHvR4Qmuvh18NLnX2c6b4k1uyks9PBO2WK1fHmSeq78AfQCvLmdpZ5DhdoIxjmu3LqjjQqXX8RpL0Wr+9/gj3MVWngcLCEXy1JPmdt0uif4v5nb3ek6fr+nNq2mQR2uoxjN7aKPverKK82vUBWQbyNp3IwJDKfUVr2eoXuma3HdQTGOVWx8/3WHoa6fxNptlqGi2Ov2IFuk+VuI26LIOcj2NaVYqpenLX/Iwc/rFL69h3yVabvK2l/wC8v1MrwpqEV7aSQXD/AGe/gO2ZehYZ4b6Gu3kijk3LvBOOoHX3rxW8t5Tfx3enTiG+t8GOVTkOO6t7V3ujeJBqFh9muIzbX6Lh4vU+oPpX5vnOUfUq3NFe4/w8j+kvD3jmjnNFUakkqy3XfzRvPZiJZGbkY7Vo6Rqv9nT7ELCFhh1/h5rKxMbch2Y5Pc5xUn7kOqSRngcEV837RQklHRrX7z9MxFGM04zW5L4hvRJ4xayWBJ0vdLZkLjOWU8EenUc9q8/0jUzq3xsg162tprkW0SW13p98+24VkUh2HbA9O+a6i61MQa1YhlViB5UchOCCSML9M9qwNfsp9B8WW/ivTraGAtcr/bO9t6RK3y+Y2BleOp6flX2WDxcauHk46SaX4bpH57iaDo1fZvobE91e6P8AEqW1nsWjsJ4i1ldOctKzMWKFu20YAUdDT5dNnS+uGihQRySFwv20JtyBkY9c5OfeneIbqxsPH8WmaiYIRLEt1pE0hYomRyNvY+/fNQ6xca22riTTNIeS3eNWJjcY3d66cXTjXgr6J23/AEIoTUJMt6b4KtPFnii/07UhILC4tJfsV7G5ykigAA5+6e4JNR6FaqN8Oo2hvW06Z4o3hUyOyrwC7dOSOKsWYk8MeDby08i7uIopHWOP5m+0cDHzHoD0z71f8OSTTWXiGAsmlaTdWIaFopd4jYf8spGOMYOePxpKnUpyi4xvFLa/9WMHZ77nQfB7SrnTdO8UTXSW8U15qrTAo/mDaVG0FuhIHGB0xivZ47hhbquQq5wzE4ryz4damLrwIVAi/dylBJE2V+XjOfWvQHuDLCIbZMoCOSM121Xyyu46aGtKa5VYnaVmk8iPDnkHjv25q3bRvb2ibsyTbfnJHAqjbxeXDvYlW5Psa1Y2LAnq7dBjtUw1XkdNle7ROm4wPuwQD39KbwrbQ+W7c1GokYbF5b1J60xjt5YBmDYxVWavbcbuzzXx/essFrYoSCzF2PUrivH5I/MYpLI7DJydtd941m8/xfLGuAUCrkHgHqa4SRWAmLByN3VRXx+KxHNiZX2R9HhVail0OB8TTTNctaWyeXAoDYx8z/8A1hXO21qJUkSdQ7M2dxFdLrMzHUVkIf5UwpI4696wLieRlKohWUDJIHWv0jIaFJ4SEnGy39T+SvEnF4irnVanKd1F2Xki75EUEYCKEfHGOCavwuhukVtjnG7Gen1rmzqMNpbiWZJ5pj91VGaSOQaiTIgkwX5PQ4r2XWjBXjufCxw/NeT2XkbOpvI7xb7oCIH5Yk/iNS2s9xE/7rDNjOS33RVNLCQsksh3qBy3etWGJfMVndQg4z6isoqcW6jWrNaUed330I0+2Xt4szwOkSnn5s7j9PStOG4hRW3lG4xjHNPu7mGCxc2e5zIMKE5wa5qCxH2t2e4lafq2W+XmspYhxaVrpfmVUpJzactTqI2jfzZFwCezDk1XdjLHIQPLiAPzEVTiiktrpZNxePphq07GB9b8R2ukWqq8lxcpEoB4xnLfpmuWtJcntOW1hYDCyxGKjSg7tux9NeDbV4/Auji4R3k+yqeeMZHau4iMhlB/h6BT1FImnGz0uCGJkzFGqjC9ABjioVGJPn3Buma+QnUbndI/sjC0XSoQi+iRs+esWCxY8cAnOTTXuoVRgWA2np74qkAzRkAiRR69ahkJ2kFVGQORT+LdXHKqlsQ3mpPDGJFBYgcDHao7W/Es6qxEUp5Oe/tVCVi1xt2lljHzA96o5El00pDALzuXqK0ir6M51WbaZ1qGYuSCoZecjvVgTObjy3+6q5yPWsa1klWyDKxkHf19qvLcxsSWOHGMjvVqm2ro2qTsXPmPBmVsv2HNc5400O517wc1raTKuoW8yXVqCflZ0OQD9a2I+gaJsrvJY5q9EVGTIAd3XnNaRvaxUpOSOd8MaxD4h0FZyssF5E5iuoHOGjkHBBroPKhRl3gMhJyM9a4e90rU9B8ZXWuaFbG+tLvDX1kOGLAffT39q6LRdXtNdtJpo3ZHifbNbuNrxn0IoU+fW2xClZ6mwHCI3lxYA6jsKR1aVAGk246AGrJTbEAhBAXPHU1TlTEeen86HLljsXGLauSrGqRAsNwA5P1pzbRFIpwq4yp9Kcpb7KF5UgdahaVWncPJ9ABWVKi7J9BuG5FDGDcEPggnOc9f/rVZku4rYsu5ccgjvVC5uGjdSjBQVwAeuarh18w5VTL/ABErXQ4x6orm2QtzfXE9wRFGIge54zUdwYzaxmVfnPQjvUu95U4TaR0z29ay7i4lULGY3lXp07UnXjytopUepNIZ47gKPLdQg2kjms+7nEke+WB0BwOOlJFdvNdMiglQTg1dkikmtvmBPqPp3rCNeUpNoc4xsLY6oFgAkjkKp8qHH862or2Eo55UY+hrmLMN9pa3AQqDk56iugFmCuzOcL64P0rSpTV7omFtCQajEvy5wo6DvTxewSRkljnOMVHFZwnauzGBxu6g1a+xRRnOzk8mnzpR1Q3Ypk2d1YtbXBWWIvjkfkaRo7rQdB0zUJLv7VpV7JJEjlTmCSM4MbH3BBB96dHbRfbXAQMByPQj/Gugtkhl0TUdJuCBF5f2y1R/umRSFkX6lDn8KqFeMW1bR7mE6TdmnqY6XEc8vmKxPy9j0qCWF5FMQK5bPJ7ZrIutIvdKkkuNMYTW55e2ZuQP9g/0NbPhlZddv/strcWFveZ2i3vbpbY59MvgfrVLBymm6et+nUn2qjpUVvPoU4rZrK42XAkePHB3davRqWXduQLuyB7V6VN8MfGrwAvp2mqCuRJ/bdpgj1z5lUIPhr4rcyJDBoLOo5V9etV5/F6yjgcTLam7ejJ+s003qcZ5yxN8wDEcqMdagUST3fmEkADK5Hf0rs0+FXjcIbi5j8MJkYVR4jtTgfQN1ovvA+peH5JE1vX/AAbYzrF5ht/7aSWU4GQAqA5Y9hnmm8LWp6KD+4arwb3PM/FHh608Q+Cr7TbmLLSRlo3xnY45BHvmvjuPT5o7u7spLW4a9t3Mc4EZyGHGeO3evtGaa+uG8u1VGiHWWXKg+4HU1xl54F8XeM9bh0nwdqFpbeIJ5MhpYgluiLy8krfwRqOWc9OnJIB6sLiJYdOOl/m/yPiuMOE6WcxVS7hKPVbtdjwDTfDesahdWdjbaTe3F5cSCOGFITl2JwBk4HPqSBX0Hb/B3/hCLGCTUvD+rfEHx2SHh0TQdNlu9PsW7efcKm2Rwf4VO0HjnGa5jxx488O+CJdP8H/D7XNT1fxPowYa94luGxHqNwe1vAciOBeik/M3cnqeW079on4y20scNr8QNbsYY8lRA6oB9ABj8Ole5LBuE4/WEk7bf5/5H5fHCZRldVwqTnKovJWi/vs3+B1Wp/Af9onxl4pk1m4+G+v5lO15dTntrKKNewAeTIUegFa0P7L3j2xSObxH4n+E3gqIcudS8UCZ1X2SJDk+2a8U1T4i+PNcvJpdT8V65ehuXWW8d1J9cZwDXPT399dQs0t7cuAO7sT/ADr0JRwzs+eUrdLJL5Hj1MZlHPKUozqSe7bS/JfqfS0vwp+CnhmGC48Z/Haw8ULvzJpvgvTj5+R2aScsAp/vAA+mK8f8dazpGr3MOleFNPl0zwvZs3kRTPvmk9HcjgsfavJ5HuZJGQltgyVZuRjtTGkv1s8CdkJHBXjmuGVfDxm/Zwd/N3/yRzV83U6UqGGpKmpb7tv5s1UhWFUVSE5yxpTKI7+KdgvmoP3bo3JHcfSsMXV5bzqs+WhY7WJGCa0rUQyXjNISDg7eeMVlXpwlHklG6Z5WCq4nA4mFelK0lqmjt7fUp7mDbCySFBjb/EKuW63aOGuQhzxj0riNOkSw8TmYSMkMibW9veu+WZpVURsrEgDcpyD71+W55l31Su9Pd6H9i8AcVrOstUqjXtY6SX6/MwfEYt5rayZ7L7Yy3Cssavs3c/3u1XtQjki8S2+y01A2d2nl3ihg8RXGF4Pcep9KbeWimBgZmjcMDuTGV9xnjNdDc68xWGeadpo/sgSbAwwbooOPlDNjP4VeVVKnLPlWnluj0M+oxVaMu6PNfEOk3174lN8dXmj1bTkMafbIhJJKDygUDAK4/nWHf2/iO5mgvtES+urW7hE0ht7rcqSEkMuCPlxj7vau+1nRl1HW7eb7VBHdxIrSO7HbMh5Yj1bA4P4Vej0GXVrSHUfCWsafaadMmZkklZWMw4ckA8dBxX2FCcVO0u3Xb0PlZx5WWdb1lL/4b21w1vHZxhF8yKSUM2cYIc9RXGaVKupfCfx1Y3FjNBqm4rKTNukEZUY2j7oVh36102rWs03wilj0DT4JJ7mIGUMwUkdW5bgnrge1cKde8R+EWg1DVIY5NKvLZEuoL2L99CnRBuA+bg9+lRCDlGbT97T9AcWmro+nvhjp8UvwM0dlthaeZGS0I/h5xyfw613wtzaQF1X5QMEdzWH8P47eD4S6AlrIk9o9sHikT7rBjkY/Ourlikcj5v3YPA6VTsm/XY76cEoIpLMjRqqgYIPJ7mrK/cy3GccjuKiZY1bywFGf4q1IoNPs9Dm13X5ru20mO4FvDHaIJLvULgjIt7dGOC+35mdvkjX5mrahQlNuw6lRQjd6lDf5U4XducjgE4OPYd6o38sdnY3F1dfuEjUsGkyOB9a6OXxZrgR/7AttP8C6dtGIdPRLm+dR3mvJlJZj6IqgdBmvMta+JPjWPWWaw8V6vcRLgSterDcrNjjo8Z4+mKnFKlSipOf4OxWFVWpKyieQ3WrrJeXMvmW2+ZmdtzgtyenWseWW8vAwsYppnI+WKGMyOx9lUEk+wr1A/FDxIgdbqx8GaqmSzHUPDVvKc/VdvFcXdfGTxtbX7y6Fdaf4Yk5Eb6Jp0dqU/wB04Yj868WngYV6yi6ybfRJ/wCSPQzPHzwGFnWqK0Yq71/I4i2+HvxP1ZUuIvh78QGhYljIfDt0ufTgoDTbn4feP4JTEfA3jf7Zjb5Z0K4zn3GzpUt98TvHFxeyyTeOPGc0xH7yX+27jeT/AN94qsnjTx2LVp5PF/ixWOWLHWpy2D778/rX6bSo4elSS9r/AOS6f+ln8jYyWW4mo6tSU9X2W7NS0+FnxEmsA6fDzxzOiD53j8P3DFfbATNc/quh6h4dnSHW9I1rw5K5wseqabNZlz6DzVXP4VYsviZ8QrHUA1l4y8WwXAIYSRa1c5+vL9a9X0n9oT4rxW5sNR8VXHijS3XbLYeIYY9Rt2HuJBu/JhTo4fD1bShX++LX4qUvyOaeEyyEb+0mn6K33XR89zajLHdtBGmc8Kc/LVyPTbm7XfHcGGM8yYr0vWL7wtq1xJJJ4ds9AlkO5jpXEIJ6kRnoPauOvJ7KxuDDCzarCzYATKBR6v8A4V59RqnpP8zohlOsVSqRce99vVb/AIGCTbWt4beG4uSFOTg8Z781YETNGBExRvv7gOCTW99o0CNCW0rTZN4BUpdEMW9BXRaHqPgBdYjt/EGn6zbWxIEr6fOrso9t3FTSVWrLlStfzRtVyLVpYiDfq/8AJHBw/bZkkjeRQjL95+q4/rXqXwb0yNPidNcTjzHgtneJu+48fyr0i8H7J914bAhuPj1PPITuihmsYsY7qzL07Vf8C3PwTs9XuG8O6F8cri4EHzpcX2nSbVz2z39arH5Vi3SftIpesl/me9wjkcsNm1KbqRet7J3ueqSndAh804YZGKqurxo6vjJHHHT3q5JrfgedRFBYfFLTyRgm8sLOdV9/3TAmqljqXgy6upoLrxhcaPIqnbPqnh+5SOTB+7lQcGvmVleJcnyrm+aP6EliUkUwFWYlJCxJyfm4zR5bMJBu2sT83/1q7C2+Geta0JLrwfq/hDxrbxAF4tK1pFnUHuYpdjflmsfXPC/irRUVda8N+IdLXqHmspAhPrvAK/rWWIweIo/xIuPqjjp1YTbucxc2zpbjcOcZytV3sZoiNp4YZKj0rWQPcRMvmJtjII2kHinudylsoBjGD3NZwhKfZWOiUI2uPghWLT1I5Zj0xjAqybaOQOqMpJXnAqiJWcpmMYxkMDjmrUfyNub5cjoTzVKN7WKirjPsjIA0ZbcRyD3qSORfN8txtYdcntVhHfzlGFKg81WvFjeaEKuZN3JB/Sto00ndmuqehoFQVwrOoxwK5S+0C5k8SHXNHuEsdQKeXMhGY7gDpuA7+9deWKqAVwduD700zKkRbagwRgDqaiKk5GkVoc74c1t9WN7Y3sH2fVLOXy7mEHj2YexFat0zISMr8o5xXGafcLefHfUr2w2m0hsRDeSr0aTOVGe5AzXazguAXXKEdcc0nJ2fMrBTlfqZy3Mht2wc4Q5OarpIyqCrbnByc9asmOMo4QZYjDj0FQhQkKOUBxjoOaympcqbNotSuyhJIx1QrL8mF4z3pySERvkndu7/AM6sThZQOm7gD1zWdLJ5Csr5DL6Gsp1G1vqEYKLNmF3WPzW5QDrSbC0DyFjukOQCPu1mQXBaYQtlgTuY57elayyIykofkBwQe1EVyppDc9yqsCAuRhcde1aClFKhhhcZbHpVOY7GYtk4P3QeoqXcJIwyhgNuDntSfJFczC6eqZQ8oR6obkKY1Jx07etb0JG3Od3GMf1rPtiJIpo8Bvmxlh61Ujnktrto5smMHORW8pKS0YrbnQ43Qgqx55LY44pXDMvzvj5eDQj20scahsDGRg9KR5ucSANj0qEnJLUhNlOEj7U4BO7dSast5Nozy27t9rtz5sOz+LHVfxGRTtwRtrfxHOQM1Y+1oiDBJbGMYqJRftBSh7pUsb6DUNLiuUcOrJ8y9OfeppdPt5oh50MUityodAcfnXIWkq6D4uuFuJUh0u9JlgQgnEhPzr7D+L866o3jSxFLZSVzgOw4q4xlpysiD+8x7m30u3V45dJ06TKkr/o6H29KyDpdncXomFnZLiPIAhXiup8hTC0km2Vsdcf0rNmhmht5HgA2MM9OgrqeZ4lJfvX97KqQutjG0+OOa58s2tpFtbLFYlBI/KungigjiQeVFFtyFAUDj8Kwo3SGWM7Uyx+YnivQ9P8ADEt7pi6zqUn9i6COl1cL+8mPXbDH1c+/QetZyq1675U236tnIvci7u5Bovh/V/EGvrp2kxJcXKqXkklfy4baPvLM54SMd2P0AJ4rotc1DRPDfha68LeEdQ/tUXKr/bmuiExnUWU58mJTytsp6Dq55NZOp+J5B4Vbw7o0L6doZkDzRqR5t2/aSZ/4yOy/dXsK5dU8zaxXI24ORjFb060MDHmTvU/Bf8H8hWc/jPmH4waVaR/EfRdUdfs0t5bMjMFwGdTkKT34zXAyBGtlhgXa5XOduDivrDx74STxV8OLqxhwb6FvNtZGHKOORg+lfGUd3qmneJbmw1i0eC7t38t0bhlP9Qe1d+DxiqwSlv8A5H4Z4icPV6OMeKj8E/wZcaKSzB3SMyH72T+tPfUP3IT5RGvv1qHUitzLCIt2WwTjrVT+zi9wyzyFhg7SD/Suyo2ruL1Pzakou13sX2ltZCR5jBicDn5R7UpvoYZBFKQspxsY9DVK3tfskzx7GfnK45zWoLNZ7fdIoExGcf3azg5RTUYWuXPlTve4658uexZ/llULwx5xXLJJfK5RVIi38sf6VfljngDIr7Y2Hz5q1EcQKcBQB1PTPvVRScknoYKq4PTVGNJcXsVz9n8sSLIOo6gf411vh26nguWs4JWVHOVVxnYe+Caw7idYcvCizSHhSf4apWd9qsGpLcSwxyxI25UPHH19a83Osuji6Li9+nqfccFZ/PLM2pYhSSi9JLuup6zPE7Q7iwbqGLd6ra4uk2HgW08RaLBpsWD9k1GKeUjzGB3K5B4JHr71UXWFvtNM1vIjxgcqp+cH0I9ayLD7Oxu9GvrHztI1cLO+V3mF4jghR2J4P1r47JIOlN81/dWp/Umd4iOJoQqQd09jq7l7u8i0O/tbQ79yl0ScBmj27tg9R7VHp19rPhewfS4bfS7q3MzzQmeXDorsW2H1wcjNHi6/1BPD9pPY2xhi0FYpYJ4kBWaA4DmRh91xnFbNjfxajo9veeVgSLkCS2LMOTwSf84r62M17t43TXQ+ZSdrl+yuRd+DTBL9mW/0B1RnhA8uZCcheehGeg9a5Xx8bDXvDdzaPdxQ6rcR+bFGj7kGwbgrkfKT2wTXba6NP0q00iSLTGs01WwiFws6l1O1cA7R1x785ryb4j6OLjQNHisrSFp1vYmgt1nKMVYjcoUDkHq3tXDQt7VyW17b7PqOpNuCR9eeCCLf4Q+GYEGVXToskKFGdozwOBXSy3A2s0oC56nHQVkaRA0fhe1hI8pREoHYDCiqd8zb1jEkrLIcMFFbyqSbcvM74q0FqW11C0nDyqdu1jjdxz2qOXWNO1XVv7Ut5J10rT7X7HZG4YdeGuJQOxkk/Hai1yWs3ljp3h27SSX960L+Sin5s4rxLStfvdR+H1lYJJgJu3gHHO48t75oli1Gm2zOEZOab2Z6/rPiRbkPaWsnl24PzynguPT6VwU1xEk0gWXdHznJrLWSVU2XEgjbjJHBrl9ZuCgNlZ+XczSfek3dB6V4GNxUpP3dv60PpaNKMUkzRv8AXLZ52ghIZ+p2/wCNcJc6iJXDpG7sSQsUY+7+NassENnp5WSEpdOuAp5z+NZBjmjSNY2SN1/hUcn3r6LhfDynGWIqR12X6n4n4tZ47U8FSno9ZL8r+RkQWl9dX/2qaFraJOEGeWPqa0r+Z4dNIklYGQDaoHQdziqn/CQXL6kbVUAZCQx681DcpNcv5kxLEDoOx9K+rcoODij8G9jVU05WSRbt7y0t44vPLF26NnqKr3mqX7t5WmYhkbpxnK+tZKWk97OZQNiqu0bu9aqWV5bwlUiUSSJsEi8kDNZxxHPZ7FTqUnK8tWU4xqDArNeSzS4weeKm87UlHlxO0Q6SSYyauRWDwSBiGGepY5BrShj85WkeKSPaeDnOap4WXOmndf1qR9ci9EloUl0+4jYzK7PI4wXZR+lJFbiS8Mbbt3QjHJHfNbEchYEzKcR8Dbkg1DDdLBe4EHlyNkjPOPc1PsXz2ViI1pN2RpixSOOKGKNkRANoBzXqfwwZIPiPNEG2B7Ryw75yK8ha5vwdysGkLcY4Bru/hxqE5+Ldt50WwPbuhA79Oa48bFOjJ7H0XB7is7w7vf3kfVyBdvLFT7VXkhEkzEktGSOPT396cZECIBLGW4xg1Krgjc7AepHSvmLOMvJn9VtJ9DnJbJFuHeWGKUK+5AUBPtg9jXf6T4+8ZaRpYttJ8Y+JtOtg+RbfbWkiHHTZJuXHsK5CUN9oO1xjuCOtMSF2jMjj+In/AOvXp4fOcbR92M2l63/4BhLDxfQ9Em+I2v3y2sniPSPAPi22U/Ob/SRa3Mq+hnhIIPvtNc3q/iDRL2G5Fp4Fk0S4Mm6MWOvGeGNMfdxKoYnPfNcvJah1Hmx74j/CT1FXE+zOm3ygTgAjGTRiMWqvvVIpv0S/K1/ncqFCK0toczN4n1Wzu+dAu5oQMBlKlh+RqvP8RrCBo/t+majZOTjc8J/wroNVTWCijSbeBUI+dn+8DXPJ4ev5X/4mRhuJCcsJpWI/Idq5416d7OK19UYOlUTtFnU6Lq0evwPPZzxNaliNwOSOOldzpPh3V9S3SabpGqaiqD95LFbsUQepc4Ufia5XR4P7Lg8vT49Nsg3LeRADuP411F3r+s3mgxaRfa7qkunQtuW088rCCe+xcA5981tCUJStKVl6fkaxjJHVXvhKPRBbyeK9f0jQ1kQOtnZyf2heFf8ArlFkKT23NXnniGK31CW4s9IW9stNZ9gurllF1Knc7VysefqSKkIVYjFbxIoxztAAJ/Cq8iyyqY8BV4C4POe/NXOvRhDlpwd+73+S2X4jdGT3dxmmabY6Tpf2WyhEUAGQB1Y+pPcn1q+wcsGYnA5UVXgLBSuCUHBJNJPLI74i27enFcW62OmMdbIbIcTeduJY/e5rOlu1kLIPlJbOfQVKyMcjliuM44rPvIhbXSkKzE9WHQD3rNyk48prGOpZAO5SHwpzj1ye9UbvY8ZVid79+mKc86mLzQ4xjA571Ue4R2ZslpAuePSoipordlGN5Ldtg2nB+8T9729q1ba7kkjClQjA546Gsj7XGzMoAUFScjqaktiIblZGfcpPGDRZW13ItY6GSYovdw7DjH3anhlAQlioHI2ms7+0IGPI8xVHGB+tAvY3VNowM8uegNRJJR13RKVldl+1c+e79RnGB/WrMirJcAOvvkVmxSf6ZIqkbCQTtOasOB5mBISzdQDgihe67rYrmuSrEihQkrAEHntis64NzGrjzSSOM9sdj9amCltpLsi4wQOfzqncMryx28eS+MsfWqjPsRLe43N0tqoM+ZBxj1qWG1vLiRDLPhB93b3qxb26K53EM7cVooioVCMCP9nvUTqNpsaV92U7zw/bahayW9yWdGX5JA3MZHce9YNnd+IdDZtNvtOk1a0QfuLmDGSP9oetdhJcFAYywy33farEW0mPcRuZcFh2x61i5NRSfXuRON2cuPEf74efpOpwqDnf5RxirC6tBcyYDSqMHKrESa6Tcj4+Ysw4NZ9zAsjKEUAAncB3rVSinflX3sj2cmrcxraLrWm6No1ytn4ZsL3V3YeXqepnz2t177IvuBv9o5IrJ1HWtQvb3z9Su5buY8KXfhV9AOgHsKi8sRRkA7Xx8pz1FOWGNomjYbmfnPeuqOMmotQ0T3/4PUSowXqPRPtNru3lHPQ4qx8yIFBAJ4PPaqccxt2ZQCwXjjsKpG+E1xJsxvGCcHORXK4NNNGlopm40oSFzhSG6kHrXiPxQ+H8niPRX1rSNkGvQLmLsJ1H8Df416vCQ8gecgJ3A6E1FdGSZQDuKdTgdq3p13GSkcmNwtHE0pUqsbxZ8C6dd3El1OkkYguIJDHNC4w4cdQQelbTo978qSmFv4gDk19A/FH4c2OreG5/EWkWxtdetkDvJEcG4QdVb1OOlfOtpaHyhIk7eYR8nz9frXu4LEe3TlY/mvi/h6plGLte8JK6dvw9SwLNreUN5zEhecnt9Kge9vYE87EYCkbcc5Wpri/tYUEN1OBcEcAHrTZI7e9hVUlR4x12t+ldkoKMbN6o+VpTco81vwKs91HI0cmI95Y8E81rxxNcWZT5QDgEr1qodMiEyys2doxHmoZruS0BJTK9ioqadKpq3ZW7bkqzla24x7aO3v8Ay94cEZ56NWhLt/s5W2opPQk8CsaO6N3ck7SF5wSvWp1jM9w0fmMsSAfIODmqotyTTV7lTprm16EthjTdQE8cMNy7KdxJI3e9dxaadZ694btjPIbC5LssNwp2mN2B4JHrgda4mc+WmQQMLgZxW5ocsk2l3NpG0UNxM+2IzE7GPXAP8J68142LwcPaOqlaT0fp6H654fcTYus/qE5Xp2bXr6mveS6ponwcS+03Sn/tjSAx1i3CqY3gOcEsTmU8Z9cdq6nRtQ1PVPC1hf2EU0NvLCG2iDdz35HXmuImGp+HL9tVkkmK3+63v7VZd9uXY7Y35HykDgn3FTwW1np+kWVpaaxfwRxwgMkdwcBgSD34PHasaVJpRitD9WTctEti/occ+q6PeaZ4i8Q6lcXNncPJBdKwE7wgf6kKOFOcH1NdF4im/wCK/wDBOpaUARfwra3CSYGzaRuOD0kxjIFZ9rpJuPi34c8Q6TpgudPa8xexNJsEZYYBK9WbHOBVWDUvL/aM/se7Au7S1vCLVnt90iSM2cKD0Bz1OTxXNScPaxV7Sbbt5rf7xOT5dT6ovZFNtDEOFVBuycYx615Zr3iOWS5EVnN5cEZ5kB5c+1WPFfiIS6rNp1m5AUYnZDyT/dz6V5tPKzXJIUqehLd68nMsW6VK0bo+lwOHjOF5Imur0XLbGmMjynAB6nNcZczx+Gf7QScpDBBdSLuXk8kHAHfk9K62ziRtXtPNdUTzgT7BeT/KuCmP2zVrm+uAZTc3MkkKnkICxwR+GK9DJ8qrY+F7+vofGcbcZUMj5XKN27pIpr4o13UpJJLewisoGHytcnDFfXaOayltNXOqTTPqMMLP0WKP7v4murktN8J8hQrAY3EZrlrqyvZbh4llYIQPmHUD2r7SHDWCpzTcXdH4ljvFDO8TJqNTkj5JEU8lx9rMtxqkNxcquI0Yc59MCnRXyltkkUgvmGFds7QaijsbCxJYqXm+9knJP41SlumeRn52Keuf0rplGnh4qMY6dv1Pjq2Mnia8p1XzSe7ZrHTFggkkjKm5Ybnkx27ise7N4ICtu6oSQC+Mt7YFVJpZprsrvkaMcquSAKs2z3AkRXVxGOSQNx9qxfK/dgrFxnC7vqzb061uPsQWRwXz8w71ea0NtCQZ5j3yp5qJdSit9L+0wss6gkcrg596zode84bcbyDjkZwa74U6a0ctjkjhpTnzKOnobcMQba4MpBbpIe9Sgggj95sJyWC8DFY1xfuL6JPKklRn+fbxgev0FaLXUrIyABAB8pPANZYmvKLbigeGVOKk1v6GlFAtxK5SVQgxg5/lVe7W1sV8+6lQBjyrclj6AViSFkUqJWMzABYwMCo7TTALwXF7JLdTN8q7jwv0FcTrOTfKtbFTp0fd5n9xsxX0LbQLeaKEnljg8V3/AIFeMfFCzMR5aJ8EfSuSgtEFsRs3PwFGMcV1Pw+XZ8UIG8sNtDqmTzyK4cc5Sw7bR73CNKMc5w9tPePoC4tZXiR4y6TcZPrinLd31tEy+YssC+3OfSrpd5YQXJOO3rVZYlXJAbDE5JPFfKQn72srn9aclyg2r+XP87kAjoefetmDVUltCCpXPX0+lYt1bR7VAK8D5gKgNgGgPlMyICOjdq6YzjdJHOqUk73OswZ4xyFXaOFOaPMhiYocoR1auYhnu7aKSJTuXPU1A2qyhnSTgD8eBReLBW9DrPtwMyxIxZQvGB+tAeeaNlRiVPJ45/OuXS7Pk+crYJX7wHatOzuLlG2tIBEVyeaz9qynBXsbcJe3kxsKntg1fUSi9edgNxGFB57VgR30kikMQdo6+1TNeSIYjuIOflGc1pGavZEqjyqzOnST9yp3YXGCTwSaZ8qOm0Z3CsFtUaORdqeYoPzAd6jbUTLOcv5aFPlx1BrRyUXzW3JkuxrXTeUBGoO0+hrNS9USGLcC23AGelZssks0nkpL1Pyk9SKrRW8cN6sQbzSfvMeTn61MpRTVkbwVtep00CyCJnwvpubris+8UzSKZJR05UdxSSzuYGAO9F4JBrHuZo1QROrq23CEHBqZTik1Hcdt2QlYo5nRG/dp0ye9SNtcB49obbg01kbBdh5iNgZPGKUxMFwsvAbkHv7VFR80ew3BtbDlsYhC/ZxyQ3SpFiQQjdER0OFNSkSGFsFQOPxFZ2yd9QWNJTtXPB71lBO1m9ETLa1jTS2CK/y9eWHpVeWCOIsm8IpGfWpoo083fJI5UnLgtUUtvF5yuTvVenPb2ok256FpbNkAb7HcqysDE/O4HNX0vD57kRO8mfvk0osonsz5akr/AAlucU1doVQRtAO0r2NPmajotRS1QG43qqyudhOTt7UqTwLqEYRQcZHI6iq/kedC7oQDk/Ke9MaKSNFJ4yQQ2OMUWUotPqS7JI6EEfaVYN91dpUfpVkrhCQeOxWsESFD8hbIYZ29DW1Bdq9syYBfPAxWLWg+hEGIbDqXAHORmtCI5VgQQp6D/GoZN25QBzjFTIDg5ODjJ7Vk73V9bCXcs/LHCGBxz9aGRViX+LJ4PQ1WZ8T8Hjtg8U2ScJbSD5mbAztrqiruyJd7kjsG4CfLxgk1SeVkudzcbTlgD61N5hjh2ZYtwS3rWbd+fM5aEna/f0oagtG9Bpa6EE0h3O6hkRj82eh/+vTE8nIeMENj5s1O9rL5KpKxx0x6UW0DRluMg4BXv9ad1FJrUylHUuwhZAC/GRnBqzIVMfBzxzxVPaP9YCS57v2xUMryZQvwc8YH3valLlktGOnexZkCtaypnKyDBA9xXxF4otZdA8c6hoepQNbgSs1rMy4EyMcqy+uM4PoRX2ujFgCy85yGrz74leF7fxX4BvIFiR9Ut4zPZzAYZJFGcZ9D0IrfB4p05cvR/efKcZcOxzXBW2nG7X+XzPlGDToZd7SMJXb7zN1pXs7exmEpZnPdU4H5VBYamn2IfaovLmU4G49/Sp5JTLMrSlyoHA6DJ/pX1MJ03Be7r5n8xqNSEpc46LWLKe7yszJtXBV+oq013bz2TAbGP8XGBXPPosNxcNO8ZEvYg4qGeI28ADsc7uBnFVeUouVtCZeyclySNqae2hQbZERT93A5qmbya4ACSBhnl8DP41lLax3Wx1ZmwPm+bgVMs0NgGE8crqergHisX7TlV3ZGkVSjNq12aLXRSIRXoJOcq2OB71s6aINVW30ePVLfT7tbj7ZYtO2EllCkbPYkd65B5o7xxtDmLnJA7mug0fSY11SS4s4I5rmGBpkWcb1wo547HHeufEw9tQkt7H1vCNaFLNaVr6uz7ao7eCa41rwFJ/aELwXI/dypuDFGDcOcHHJ5PsOla2l6laaVYPZa5CNQ1BJCWud4KyggEFcAfL6U+C80+802aZ7SGzjuYis6L8yiRh8vI/E+tZNrperRWgTUdNSaYcJICfmQcKfyFeZUqR9ktdF2P3yzb3N6BdV0aa/kmN9DptteLcL5Q/eyN33SdBgYAA9K5u61i01H44aTr9pHqzTvcZnkICxo+1gHyeoYcfWuqsb651DSNT8K62kT32lRmzuJhMGidmGQ2AcZx164PFc7Z6daaNqF1avIhu54I/KUsS0iZ5kOeT6DGAK4qvNThGUlflV7/h39Dow8eaaXc6W2t9Q1HUIYrKGe5u7iTbHDDGXeR2PAAHJJz0r678G/sq6xc6HFdeNdW/sWSUBxZWm15I8jOHc8A+wHHrXn/wCzUtiv7RyX17Hva1sZDZBhwJiAA31Azj619h/EXxVP4a8Bat4kcXsos7fzRBGcbz9T0FThcupuEata7vqvI6s4zCrh37KD5dNWtz5B8f8A7Plho3xC8K6P4a1zWbzxD4knmtI47pkaG0gRC0s21QDwMDk9SK+fPHHw38S+Br+VLyJbzToeBeWwyijoNy9V/lX0h4C+NP8Awsz456Rr1tp5ivreKfTY4C294EJDPM2PuhiFUGvU/iPAmksb67i3RzDZMkgBDBhzkV7+CxscDP2UdL9Py1PzHinhiGcUfaSm+aOt/Xuj8049SYqUZgHHXtmlnvESw2AhpyOAO5PvXIa/fRWPxD1iwsnDWcF5IkQB4AzkfkDj8Kz/ALdsIZ5y5K5xnp719nDFc1JNs/BqmX1aU3GWtnY6qWFXRTL0J4AOSKpXFxaiIIHG7IG0jk1Hb4vIsSdCvQPVRY0s7h5XG9txyCd3TpzXnVVzPY2jhVNpNv0/4JYtoZLi4kkVkIHGM7a27V7aO2RJJE3pkyHtVE3EDW45+c8jHTp3rH1Gw1CZA63LsT0RMAf/AKqjljSVpK7IVK0vf0R0LQW8wmWFo442PODkZpY9P0+1tJJHk27SCW3DFZFhDJHGkcq7pwBwTjP4VpXN5bLOltJtkcLkp1zUy5HL2iVjsXtElyPQtwalZEbETzXJwG21XeRre+Jfc4kb7pHC1RYmNt0cIcdcHjb/APXq9b3UHlNJOSZB93cKzVaUI20T9Tp9neOi2NaCWAySObV9yg7SzZBPpUrC7NuJPJjimYZxtyMe9QwTp9mJ25baT7E1Uk1Kbz1gUkZzkD0rSq+RXvucsKOupOsl9Fc5ebKbcgKP1r2b4NaXLqviK71ya2IsrZTDBK/R5D94j6DjP1rxCW4kfYkZ3O5EYCDk7jivs/w7ox0nwtZadaxpZwW8ChUQYzwCT9a+azerdKnF77n6f4a5J9axssVVWlPb1f8AkdKdOV1k2ymMKTjjj/69VZ7GJYEy7CYLkA9DV6eVoLDcpLDaMgnmubmkmnmMjEsoOCD3968NUovyP3f3+hGYHW5fkDIBAxzSTW0wYNjIbORmtiHyUhVpBhj0Y9vao2kuftLw+VkKNyuehrWMeW2pTmrHNsJTbMJOQe+aom2dWYkruwAcitMqRlAOeWGaoSmTe0YJYHGfrT2StoKVPqxotpYEPlFvmGORxxU8MhwQTgj7m7oaUuySR5cYB7nqalkeFQqyNnNUpXSb7jitdDTittsCNgBcZPPWqd3OiSqFUHHRRVFJZndQkhESjBz39qlOFIkOSCOPY03TjfmuD8yRpZJB5ZURpwxOOc0zBjn2s4lYDGQaYtzGluPNBYn7vqKlkUpGshA+YZyPStXzcqViOVPqS2lvMx3pLvQMTyO3tViSVYJAHV178DjHrRbzItt5YYgkjBNOknSXEjKBtBGD6Cudycnqaxi0iD7R5h2xybQeqmqUqCWdw3yso+uDS3Ij2lwUUuuBj1qtDDMiFPNWTv8AMOapxU3oKPmiyiFXw8hdR1GeKmlkPmIqgAuMgkcE1VaQwYjmUnI/hHSpYruA3OXwcJgJnis5Rb0fQtvbuXGleKMq4BbaM461SieVLnc+/DMNpUfdoZ2nlJUgcgkn0qYnN5tbcyYGAB3qFo7BJ3ZrRRbopDnbubg5qvJA8BUyYfrhgOCa17WLADSHaNo68D8qgZ3k/dFiQGPHQCiceZ3El72o22QfZlbcHc5BA421RntiWba2BnccmtK1DKsq7CCh4YjqKZOMIrjAYnqeppRi7WbsTLRmZCkyoWAwAflAFF7JKbdg5HyjBGcZrTgIYI+ApIxxT7i0S4tm6MeKIqVrXFa/UxrSQGM5IGSM4PFXv3iMQvB65BwMVFa2awyyJJk4OV/wrWnt2HzBSMr8wzUSXUuMlomSWkwkJkb5Co+ZT1+tPeRvMPKhMHBqG0cMWZQoyoDbuvFNlkVny5Hl57DFEKbafcVknZCBnZY8nYg6+9TfLHKQfm75FVGJkO2PATPQngY71dSIqwGd564zwKJNwRElZCqrOu9j+65yvpStGoVSnyxn0NShg0kjMGUEc4HXFIdm9Tu+QmqSvew76le6lQRrtPzDvjpVcSvsyowy4Yn+8KllCvkOS390mmhWEbOSBtOCAOntUJ2e45pbj02iFdzcN2PUGmSqJW67gB8p9Kr7y7YJBdfurj+tOjUF1YIQQOR2+tPnafqKzsNaKRbVnRmdR144zWYZ5JNR+aPCfdTjit1WLwGJX2q3zEA4/Osm/mW1JG1iW6HNGjVzOWq1Pmr4ifC+YTz614X3bzIXmsSfkYk5JT0Pt0rxezvZvMeG6iaC5ibEsMoIeI/3SO1feSh7m2cmMMxPGfX1rzX4gfDbS/FWkG5sWTTfEcCHyrlRgSH+64/iU/p2rtw+MkmlUleP5H5vxTwNRxqdbDLln+D/AOCfN0t01vb+ZGFc4+6TkY/xqgLsahcYlgEew9jwxqtcR3Wkaw2m6xBJY3qttKSr1YddrdGHfIrROLaSIxHcc5J4xX0tFqrTtfQ/C8bhXhpuNSDTQ6SMGxcQjYV5OOCD2rObUQfK321y0gGJDxgkdcZrfXy7pT5ed2MMG6fWqLWwVGb5ep5Pat5RSjaGp5seVL3kRJdLKQ0EYjtiCNjDBH1qGTUr3TXhvrONnkhcMAehHQjHfirMW1Xk+VdjdSORmml1ChnGIg/zgdevOKzrqUKb0Payip7LGU6kd00em6Quhnw1qlzNqJs4NVdFvsNkwE8Box/CenNNfxRqGgzNpV1fw3LQHakzZYSJjhh7Yqr4L0rRbXWGW7uZJdPnIe2vHYLjPSP/AHgfWmRa1DNNdRXdpbahPbXMluZY7TIwrHAz3IHevm6a5qb7XP6eUlptc1vBUdrr3hHUdYhguFu9VyLqOOTcFZeBhjwM45xXM24vm1YvfrbBrR2QOZt9w3PK8dEBGAD37V1N1C3h/wDZn1rT/D90E1nSybiZ8+UwilYnknrx021naM9nd+GtOuFaS5Ywr9ouZYwpllAGcbeCPeuLMU40pO+isv8AgnTl8r1Yx6nd+C/E2taF41s9XtQtqtu6v5QHMg7g/UV+nGn2/hz40/AOazttQNvd3UASQggmJ+uCvfHpX5RNcXcomjjHlRjgEcH61q+HPid4o+FniSHWNC1B34/0m2kY7JB9PX37Vtw9WpVqf1erLTo+3kXxhTpUcL9Yafu2vbe3f5H6dfCD9n/wZ8DPB+uQ6dIdU13VLprvV9XvIkWa4PSOIYACxRrwq/VjlmJPyn+1n8WdC8OeDLiOGRJrrdtjRHyGfoF/P9K8U8eftueKfEOhi3bTfs0qRlSkcm1XPqxHJr8+/G/jHxJ418Vvf61eG4Kn9zbqMRwj2H9etd+PwalWSvbl89z4OGb4eWHcaU7tmC3iS4nvp7uaRnuZZWkkfd1ckk06DWdTluN8D4LDqx7elc9Hanz9rxtzwCPWt63g8mVQqGRgeAOcmuqOInzJRZ8niaGHTfLG7fc7rRdUubW2ka6e6d2+VGQ9K7XT9RsU5u5mMijIjxknPqa4zToZzbwJLDtdmwijjHvXZQwBI1SSGLHZhwRXtYapVsr6nxeL5Fe6+42VktppGliJDOMDngV1Nk9jDYq9zMGQj5VUjOa4WGzCucsFJGTzxgd6SRrSG4ItraW5BGHmBOM10PGxpPl5LM8104VUkd4VhMrzbf3X8JJrBt4JTqVzcrGgEjk75BkfhXJvqVzJdxxBZ1RckxDv7Zro9JmuiuY3YMThYnb9a4pzdWaSbW4LBSw0fddzpWuLZLQ+egWQjAz1P4VjzwieNWPy4O5VBwDWlBbiI/abxvPlCEqu3hRWVPaT393LdPJ5MK8KEO3NZVabT95X+Q2m3KT0e/kvkRtLNZ2/2k75ecKg5GaWxjuLp3u5UZZckqpbIAqERzRnDSu8QHAqlNq80F59h02A3WoTDbFAi7iSf5fWpnVhTTleyXf/ADOvC4Svi5KlSjeT7HpXgu1fV/jBotmbZnigmFxOwUBdqc4/E4r7Hk1GSRlZVXbtOTXgPwz0iLw5oIuNTnWXXbsgzntGP7i+gFe0yXUYiRY2DIy/MccA9hXzNbFfWH7RPTof0RwpkM8pwSpVPjer/ryLTSXM8Jk2O6kYzjiqnmEKIyxAHfPIpI7+RrYJHKwA5x0pkgUxRvxuZiWweTWck2rXPrLrXoJPK5tTEj/vMjaT3q616YNOUSgSydCPrWMWVbnapIyARTS26Z2JBx1VR6VbhNpamL7D558h22Ac/KAegqq0p5PXcuPoaiWTe0hl5XqFA5FICkaO2UyeoJqE7ebKcrGe8wSN5i20A/KD396ltlM90Hdyw6sM9RTZ7dXW1aZI2V+VCnJxnvWosMEYQxIVOOlU1Ujtouok76lmAojHYcqRnFTzSoIwxcBQOBnrWbtcjeSGIB2gVA5ElxGSGCgZORxUxT5tXobyaSJ4ljeWRhwABx3p82XUBHwpHAzjiqKJEl7NcRh1eRAGJJwQOg/Wph837xjsY8bc5rWpVV00QlYnW4eMgsoKjH3ac99vWQ+WE/HnNJFv2ONq7l+6SPvCqxjjnYseXLcrjGKznJJLUb5h32seYkUiF1AyVz+RqwZG3xsu3d6Dv71TNn/pausoYKPmXuKkkV1mO7scqcVN9FZk+1s9tCZmLyNISGbow9KrbV+1cgAdyelCzGOSUTRrtY/Jg8sOxNSpKjz/AHTg9TimoPV3FNvoM2yR4Eb8nj1Bq4ryKSrbixblh6UouB5nKLwgCqRnNTpLHJksM4P8PWpjzXfYUdEakVxNHbhnIaPuG6kelWGuYGThQCzdjzVSZ7d4WVsP/nmstYyl8jxsWGeFPpW7d+pol1OtAUBSoLcYH/16qzxKxwyupJySD3p1rKTEFK7W7+lXPlIRQMsOgPpUSpOTvF6mave5kwKVn8kZO0kk1phSIlLMpVhgY/rVeVmR3faq4/DNMuJCbQGHG0Dhc9aEm9WGqRHIoE3DMSOcVUudWJhMacjocdQahuLllh2FSrMmGct39qorF5wV8nfjHvmolKKerHT8zTsJJJYmOSDu27q2liBjymXHQqetVrSzWOFozhiTkkHA6VN56o2CSp6A54FRC72BslVFVNpAUZzgHrUaSeSSzDk/wk9aiYs8wKnnOPp7VGCxaRZ+mCFyOlQ4q5di75mZN6MWBHA9/SkaVTGu8Hd6AcVTiZw4LgdO3GasCRZrhlOeD8pxgfSm5NPQze9hJlHzFGLAnrTfMUqFDHI+9UTEee8YLMPQdqaXQRSZT5wOBWbXUtrQr3EipPGAQdwxx0FW7fasP3cEnA56VjMHacsQwUDPBzWirKlrGTJgE4Gf4ia0TbXukJtPUskeY5K4PPI9KyNRhDXYYFxjGFPQVpAe/sMdc+hrOv8AzAIwpVjnDH0+laU421M69nFovWyEae2CpDD8eKzTbSRzllywJ4DVNHeGNAp3JgdMdatRyhrU7iN5P5VKta9wSukmed+L/DeneItBlsb62SZX/jC4eNh0ZT1BFfKus+EvFHhcTpqFq91paSfu75DkbT03Dt79q+5ZFZZNyIreoP8AnisS80+21HTrq2u7dZbWZSrowyGBHIroo4ipR5eV6HyvEHDWHzKDUtJLZnwXLd3+n6gs4Vri3YfOB1H0rbh1KGa3DklQRwoIJH1rr/FXhZ/DfiGTT5UJsnYtY3BGQ6j+A/7Qrh5rYLK7RhA7DI44r6SlNumpRldH855jgquGrSw9eHLJb+fmWJCNylRj6elUGmkdZDlVJOQM5xzSm7MNq6+WPNB5YHjHaqoSQxmaXDMQPlHf3rVqUlZtL1RnhIOErvyPS4tHv9S8LyNbSQ/IC9isMpClx1B9O/NTaXqFpcaXvvtKn+1hysqpPsCMOCuB1+vesXwZqd2ZZNJWa3lhEiyEYIZdw5X14PpxWxdaFBd6rdXFteXgR5Tu8u6EY3d+PWvAi3UThJ7P1P6Yw81KlCceqTOhuYG8MeDraTxXqi3up+IrWNoTK4ZcdCnTkKCDuYDNVNM0ODw7/oVte3GoW6DMSsm1I844Xtjvx3NaOuR6746+E9jbPFp2kXa3Uk9jbzwhZWiB+RST/CepxWg9hFp3hjSh9sE1xZ2ixXsS8iNjz5mTzg1y5nJyoz/mv26dD2cucViYt7ERupkg3GJVLDkj+dch4iSOXRpQxkluHHRR+grtDNDLZBsghVyW6AfSsKSGOWVg53MOQx718rhcW6VWMpd/6ufR5plqxlCVHZSVvvPnvW9IkKbgksJf5gGG3Ax1rgbnTbhJGZELYzgnvX0xq2mwXKyiVWJVePX8K4q58LeYqyRPwB0YdP8A69fQQz3D1n+80/I/GMd4e5jgqi+qr2kfWzPGYNLuXlhG1wSfmP8AhXSWOkT26rOIwZA4OG5wP8a9BtvDLteLiXDkZVR1X3rQk8My2yP5M0jNj7jj5WrpjnWFVS0nbQ8bE8J59ON1R/Ff5nEpNePfncoUcYAGOfWtIeazEhZxJ03bsqfwqV47iFg13C6xDgyQjI/+tU9uqiV2il3RsvJJ6fWvp8DiqU6acXf8j8/xmCxOGqcleDi0Wrbynt8TPINxwwI6itcS20KLAiHaepHGfSq3mQi3O5kjAAK88mqw+zjbMgdmB69B/wDWrtmvfs1c8+naUveRrpaRmJVSNXYkH0x71LcPbWVy7RR75scnHf2qjDrCyzx2oTPkg7nXuTVwWu4mSWRQzc7Vbmn7kpbfd0OlUbVN2Z8Xi1VtZFmgkJPy7StULrxdYJprsilWBASMj5ifUDvRfmxtrSd2kQEocYOcewr0rwP8OLZUtfEPiFIru6fbJa2pj4hB6Z9W/lXlY/HOjDa7Z9Hw9w6syxTsrRW5ymieF/FPiCCK5nibRtPk58yZcysD6L2P1r13w14Q0nw7dMLaP7TdyJmS7kG6Vvx7D2Fdl5sWNgUgx9B2AqqMC/eQq5ymVVeTXzlVOqv32qWy6H7bk2SYLLtKEEm931LiWglRioYEH0xx6102mzXKW3lsu+NQfmNcuL6YJD5YVFLYkz9eBXVR8QgqxORwuc1yUoxTvA+rrTkoq5cWRgxPOCORjtV7z3ygwGwOvbFZayqv+s2kgcn0+lTRSxshMi7VIIQg9uxruhFxVzkjJaWGSsHnRkce3apof3chVZBtK9+aglVE2KPlKnr1yKq3BZIZBGT82Af61S5kr3Fze9YdLIC48nhiMHIpkeNx3He3uKpkttJAwD6dBU1uchedrZ6g9M1GitbqEk29WXWjaTYwjHyHgg4q0hLBiDgZweapySFS+5txU544GajhklkgKLgAHk46VclJoE9VctP98BHPHUnrUrN8g2neu3kEVDCwjbld2e46ZqVzEYGUcepJ65rljUfMbxi2iuHZg+wAPkAAninKCrDcwbY3Y0qrtjUD5eoHPJNKigD5ht96tTfNd9RLYkQt/AxwBwGFOA3u21jgnkAdD3NQswJY4cAgd8YqWN3WI4bDY6kcUOV5blRm9bgFUjgyMq8ZxyfrV6KZFspVeJTKwBTB6Dvx71kySgMWLN0yfc+tRtIftiuZlwBxxxzVxbbVtxaPUkm+aRV+UuOAB29qfG/zg/eZeoxgZqqX2zMwLkAg9O9XY1DsrLgKTlh1xU89iFEJonntGEbiGQsMPjmtBI/9FUIg3Hhz700botrFFKnpkZwas2022QZAZfenFW0CK8yFo2eQbPXGMdxWpDbu+XYIHQZIxj6URrEYAwUqVbcOOn1rQVgJNytz1bHp3qqcZMq6tcjLkxlm3I7cEetTllSYK7FcgAY61XkkLs5IDADPPpVC5Ja38xm6fnWkbJ6shpNalq8LuvlqCAAdzDpWVaXMiwlZW3LuIA/pmlaWVraNWYsN3HvxWeQzOFAJBOfYVm67lK6WhUo2jcvy+XLIEHQDP4elXraAR4EqjHVVHSqsEO26zKU54HNXp72OCCMFXm3yCMBF+7n19qzqLVtx3JTafkaBfau9OffGajnw/TkDkj/PaolOAPmwV4IPQ/WmStuPQg98jjFSnJrcpp7grMjnenUduabvSWMYzyME1GCRL+7JxjucU0sU2Z+UA9O1TKV9ATSJGH7xsZwORznPFKjFHBw7cZANVmuAAGjXC5x160nnFThTkgEDJ9adRS5lJEVG1YvM26RiCVJ4HFMPlBdhZgT3Bqt5zeWDt3FRgYpheRiT8mdpB57U4Um1cJNponbb5bR+g+Y55pgm+QKM+vI6e1MDqsQIkVgV43YqrLewxA7miznBO7tVqCVrITnEuC6WQrhmRwTuJqtL85YI7nnK56E1kPqOniOR/tdvGu7JJcdKgTxJokQZp9StQduVxIM/WtvZym9vwOapWg7JyNoI5bPGeN6461b8wZVcb8cKCOAa4+bxn4dV/m1i0yV7SDmqY8deF43LSa7YqOThpQCMd6mWHqcqvEn29NvRnbkt5rDsR83P8qQHbAwyyqvbHJrzuX4peB7ac+br9kz9QFfJ+lZE/wAZvA0rkRa9aOoB3FGzj1BpqlOPvW/AqVeCd73Oh8YaFb+J9FmspCYnxvhmTkxOOh/ofavkvVbO80TU5LPVrWW2mQ43lT5be4bpivf3+NXgeyhlg+3TTXQ+YR+QenX0rmJvi54L15IU+x3OpJMWUFrf5Mjkg5rsw2Jq0Ly5bo+Q4i4WwuayU5PlmuqXQ8XMQlAkheJwB3OR+dU5b1bWRoyjE442jIqXxNrngOa7nGl6brej3hbB8hSqk/Q8EVyEV/qgkdYwsiAgM7jcyk9AcV3vH3TW3e7R+b4ngLG0qjjTXOvu+89Q8G39ta6zJaXsCiRirw3G0B8k8rnvx2rsrixvxqVy2nSWjQNIWIlIUqx6gD0rzfwpHZajrQuNSe5TU7KYbAsm0KR6jv8A4V1WuT2ep662oadd28MU6BpIyxwjjKsBjtxn8a4KVqkppO+vkfqeVYetQwVKnU0aVjsfHWlavPc6Zf2J+1W9nIGxgKqg8gBSRyenPavRfD+mD7RrKanb2guJPLWd43LpICgI5PXGcZHHFclrN3dprd1pFvGs6z2xZpNo8uAjnqeMnpjrXOfFLVdZ1rTCugXU9pe6Vax/aEjzE0gfA3bRwwXpjtSryjKHLVWj0/r5now7xWqOo17wvdaNMZLLzLvSJG4KtlovYj+tZqX9nA2ySWMkLzk4rznxVPr+jarpOlSa1qNpZ3NkNt20mWeYYyOOAT2Fea+MP+EjtNKgvRqN5GrN+8XAZn5r5Cvgaft7U6mj2v8Aj3PrsPnFSFO9SN7dn+Z7jf6jo94+BOhdRglDxVRI4iWWOYFQOm771eLWmmarZWqXl3qSCC7tsw/aE27Hb+IEdQPTtWfrFp4k0nwSbs312k6XMa7wSd6nsR6n+VYwwilP2amt/Pr8jp/teK95w0Xme7R3en2ty/yAMAMyEcfSmXmoW9zKbWOdHll4IXsO9eQRHUjey2cupwrHcWgltZSSSz5AK89OTgVZXRfEFn4P1jUNTv72O8tSHVJQBiPOCQQOtYSwTpS96adw/tSlOPKoux6hFFbWkTIpUhh90+lYF/o9rfwsbdUsn5y+cZx7elcRfaPrcuiSXdnqd1ua3EifNu/AfTuT61haXqHiiTRtRuNRe6ljgcRRlEDbnPr64x1r08BQlSUp06uv4/ceTmUcFiYulWpJ6O10v6R00Wmu14C86vt5LM3TH9KrTanJcSNa2Ec19cq20RQqSWP4dvc1jppetavcjyr1/ssibuEKDb/e+mfzqvoset2Ed19m12azSzm/ebVAaZQeecfWvr1nVO11K7fe5+NYfw2qutKdafu9Ldjp4zqdksk2oWd1YTu2SrxEE+gFSWja/quotFpWnXupSEceUmFB9ycAVltd+JPEOtQy2euXsunTXBgVZAG2/LkdRxz3q3Dd+K4TcWMevapb3FtJ+8MYVQV79ByT0rnlnCa9nzWb30f5eXqelR8PF7bnlO8f09T0/wAJfCnWr3X4rrxWYYoI28xbJXDFyORuPp7Cvo5NJuHijhjdYto4PbFfDEmrfEUeJEtI9f1QySPtgTeNrse2cdq021f4j2epy6bfeJtTe/8APHkCEZyuOcZ6j9Kzq1cNvOtd9v8AgH2WWZfDAx5MPTsvM+3odLkRZPM2uWUhnyKzY7VVvmaSRsRtj5j1/wDrV8RX/i3x9perW4ufFOrrbSxneRtLEg4xgDg1BHrnxAvVvoE1nUopvK823lW5Vnbn7uOmT+lbShh4pSc9PQ6VUnKbSifecUMI1Ty2w25Mj06/zrXa3RbdzGoUdPmf8hX5y3HjDxxZS6cH17xIUSHdevMoVg/IIXjoPXvW3qt78RHsYZLDxTrG9l3Y83JbjOelZSpYSm05ztfyLVWpLW2x96iOSaXLeWFXg/NgmoLi7S0RIpXEbH7m4/er89rTxP8AELUtB1SSPVtcjayiDTXCzZUAHg9K04bvxnqHhxLqfX9Y+zmIyiR5SMFRyBkU6jw9Jtc92bUqsp6yjofoFGyyR72cqSeMNVhbffbfKUduoBI/Ovzp0rxh4iGgrc3uua3JJAuZV88/Ig6HaPvE1v2c/iybz73/AIS/UYrB7ZprOSS5ZUJHJRj6+wpVfq1NtTm/u/4JrTqOWx90vauisuVwh5G8UJ5cchcSRKdpIBcV8FaHqHjDU9LmEus6vHMh+ZVuSAAe/qAKrLpvjZfFFmkevardi7n2wILo/OoIDE+g71k/qsKnKqmndrT8yuepJbXPv5CbljGskWByzFxz+FX4NPJk3wyxdcsfMwGNfAVxZ+IdL8aaloup69qtr5ZV4yLpgx3cBVI7H0pmuz+JdFfSUXxLq1qkjESpLdPhQ38WM8dKunUw1V8kJt38jKVWUdWtfU/QyO22QHmNUGc/MMmsiW5iQgm4tVRj/fGcelfEGm3PirUvDpt5L66892kktZVvZPMnizjhQc45zk8VDrmk6gfBFvcQXOrB4Lryr6QXTvuAGQd2eAenFc8q2FozcXJ/crfmd1LnnBOJ9ypNbrNhbm3YgZ/1op73ljskjkvrRSO4lHFfBV74duLnRbx9K1DUHRIY2YxXD/J6jrknPWsPTPDviC8+H95rtprdzObOcK9sHbzAAeWO45wT0H41sp4OVPmbfRbf5HLVqzpz5WtT9DDqWlhRHJqdioK/MzTAEikn1nRUXadX08KVIK+ePwr4VtfCMuoqlwBcQ/aIyzrLK2FyMEnn1qs3hl7nw3KXMsEkL+XExbc7EHbkDp1rGdfBxl7ya6dDa9Wzk7H23/b+gJIGk1qxBCgYeYflVdfFvhRLkL/bOnH1BkGPwNfF1x8PZJfHFnq032m50zeBdebcCPaF4AA9O5HeorLQJP8AhNr7Rr6O3kHntJbSBwRgdBxx90jiumFTCT96F2lr0ONSqqfK7an2u3jTwjDvjk8R6Ug77rgZH19qsD4heCLYqH8SaVhhuT98Bkf5718Nar4In0jVrzVpYo2tZsLHIQMqTx05+bHr61o3Xgmy03xkPDN3LJdS3lkksU85G1Oc7SP4eKy+s4GTfJGTt6fPp5mzqSsr2R9tf8LJ8BRXEgk8VaYqKm5h5wJx61OnxW+GMEDTHxVpkkZwFbeDn2A9a+EfEPhW003UbTUDFIrTELIYY+DGOmfc4wPauoj0fS9TFvoZslsZLmQT26tGAXyPlZj25GMUp4mhCzdKTXXX/gEwqSatdJn2E3xo+GyiQHXreQ524QE81iXPx/8Ahtb2ombWHK7sArGcYzj8q+ZrrwpY3PhIahYNsls5mj1a3GFZGDbQwHXH07c1Wm8H6breiXcFvIIt8ogRsBdvTAGep71lDMaE5cqotfp+BVS8U7S17H1Afj74AaCzaC5uLl7xGeBYoSxYKcHI7fjWHJ+0R4EMaug1S4TkkLbHjHBr5n8NfDS51Gx8SJbXskWq6PiTy4uXdTnchHvjNavhvwtbXuhvdGOC0kLGOVN3+tOfm2+h5xV4jGUqclalr5szpVZy3aPoFf2h/CUyWyppWpFpSVgMiY3t2GO9c4/7Rmh/25NBJpGqpdRMVMJj4U+4FeJ2nge4sprtrvTS8+kSmSDezAOGPAB9QOa6JfDmknxNP4qkluXiXEdwsOCJHIA6dSvI6elKeLipfwrv9b6dexq6jd7S2PR2/aYsDqcNtB4W1Gd5E3KQVGPbrRpv7SUWpXMqw+GLuKSIkSLLIBgDv15rw+Dw7P4W8S6ho+vgS/aN09jPC+4RAt/Fx8uQQCDmtmbwja3d5LrmkmTzrSVIRYxLh5zkZJ9B7ntTr4yXJf2Kt0epyRn72sn6HsF3+0BexiGe18P+fbzR5MgkwqHsD9az/wDhoPxDNORF4WRB5JlVHucNKg/uim6p4M0uPVJofOaay+zLIYQAGLyD/V49jXJa/wCEtTttf0m/tIftEFtbtE6FPnUcfex0HY++K4cJmVacp2ppW77nZKEFaXO7eRv61+0N4is30prXQ7NJLxSZIHlIePjjtyDUE3xs8fDUoNPls9Ls9SkTeI3UlSvXAPriuNv9H8nxVHpOuWjXKXUaPt6yRKRgIrDnKnnHpXReIPCU9x4W06z2hbzRbRpY7hWLPc7iAqgdQe+T710PFYlq0aaTtfYy9rTtdvqUvEfxn+IunQ2n7vT0t7ltplWFmETemB19c0L8TvH984W2vo4pJLdZoJpbYqkingEc8nOa3XsLeHRtLt9Qt0kt76J1mx8oglGA27P8JFTJpnh//hT4XS2uLyWwujDG8ZDzWoJOQB1KRg/j1rF4vFTpr3Fp/Wo5Km536M4uf4hfE37E8n9rbBDCZJB5QHmDJ4z7Y7VzNr49+I02t3dnL4lNxJJaebAqERlWPRMd69uHhRG+H2napebZNNvr17YsPlcLj5nHpnBrG1r4f2ll4Ua60yC31CSGT7RBKOZWjA6JjjJXtV4WvjZW5Uvev8mYznTi9b6HDade+Pr7w3qd0Ne1dr2yUPJDK2Mr1OABnNZmr2viW90SW4tvEOslrkBoJFnZgpHLDivZdEsLS+MfjO3lJtYR9luIfNObuLy8iPbx8wJ6/hT4PCVwl1PFBOsFuU3WsVsBhOMhSx9uDUUv7QdRSU9/w7oblRcHofOFkmt3Pga4vrbVNRW+tlO1ZbhyJFY4JOemDVuy8E6tNbLO091PFPEBKVuCxh9TnPXvjtXtGkzR2/jKxS3tVsTK0kGoLLFvtmIxkfnz6E1u+EfDEv8Ab1zYiMON7i1liYR29wQSWHqc8c+tdUoYxSSU9G/X+kcc50278up8x2/h67totWaO8u55dK+ZJAC24Yz8y/XvXf6P4bsrmITy2iSW95EWtruJd8cErDneeoGc8nivb7XStFlgeaW3tbTVrkPHdGRcZ254I9Ox9a8z+HtjrGkfGS48IS433VuzW5d90QUZZBjuNvB/CtcVg6lWm5e0ej/4f8RQr8mlinN4JhFnAksarc+V8yGH769yBjn29a4iy8EbPGEGn3V1JZ2c0RW1kMZw245ycdgeK+sp7iy1C8hvopYbm7tgsJQSbSP7w2/5xivOZNdki+IhWK1zLp0jCISxBFC4yTn8c/WuGjga0KDTnf8Ar8zsliI8ycUcNP4Sa3iu7i8jmaSCTbcTzQkZ2/KoHqDXHz6Xqlj4n+waVGtskyLJpsU65jkYn5iCPyOelfQ5mi1LV4tQnvd2h3kpTU5JGBER28bPXJ/iNc/banp2lXs2lSKNRjLYtLqKLKlSRjDnvg8gdxVUMtm3JVFdeYq+Ii4Llep49ZwtrWs3d5qzTRahpTiK/itwuJVzt4zwMHv6V1E+m6bp3xD1GKGzjj067ZFt2B/dcKCXX1IJqxrPg5rjxLLd6Xvk066uBHqEcbBHCkjhifxrqrnw/peh6nD4WZGaO1ZJ7GYM0jHqcn1IHB7V1YrC0tYx0v8Adbt95zUZzm79jmNRtItO8T21/psCz6hbRN9sZx5YcgAoTnqB+ua2NWsWa7trrSf7Fgtbq2ScxyjlXbO4cdBkGqPiafULHXNL1XT4BeBysF7KF+aQMRg47jjAx0rCu/G13pd41neWt95iElWjhVtyliQScdfWvRWDSai1dLoczctz/9k=" alt="" /></p>
<p style="text-align: center;" dir="ltr">
<p dir="ltr">AT                                        <em><strong>          The Earth Above</strong></em>  (22”,22”,9”)                                                09/2012                                                                 Made with: wire, clay, sculpey, and cardboard</p>
<p>The idea of this piece is to show your power animal’s movement, along with a similar human and mechanical movement and relate them to our natural elements through the use of molded wire and clay. We first started this project by trying to define what the term Power Animal meant and used the ICHING to determine our natural elements. We followed that up by choosing our own Power Animal and taking a field experience to the zoo to verify our animal and observe its movements. The next step in the process was to make a flipbook depicting and visualizing our animal’s movements that would later help with the building of the sculpture.</p>
<p>Lastly, we found both a human and a mechanical movement that associated with our animal’s own movement and shaped three wires to identify each of them. In order to finish the movement wires, we had to make beads with a hole in the middle out of sculpey. After they were hardened in the oven, we slipped one through each wire and were this way able to illustrate how the movements worked in a visual form. We then took the cardboard we had spruced up with clay and the molded wires, and put it all together to show the movements mingling with the natural element we had chosen.</p>
<p>At first I had chosen an ox, but after going to the zoo and discovering that there weren’t any oxen residing there, I changed my Power Animal to the Sichuan Takin (a goat/ox mix that lives in the Asian mountains). The natural element that I chose was Earth. In my sculpture, I made  a mountain with the clay I had to better depict my element. It worked in the exact way I wanted it to; it did a great job of representing the solidness of my animal and his/her way of life.</p>
<p>The movements I chose were the Takin’s slow nonchalant walk, a human rolling down a hill, and a vending machine dispensing a snack. The walk represented an established motion; one so normal that you wouldn’t even need to think to do it. To me, the roll was similar to the Takin’s walk in the sense that even though rolling down a hill is usually a chosen act, there is a set motion to how you do it. The vending machine’s motion depicted a non-negotiable action that once concluded, fulfilled its given purpose completely.</p>
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		<title>Water Station: AT</title>
		<link>http://gcevoices.com/at/2012/09/25/water-station-at/</link>
		<comments>http://gcevoices.com/at/2012/09/25/water-station-at/#comments</comments>
		<pubDate>Tue, 25 Sep 2012 19:06:15 +0000</pubDate>
		<dc:creator>AT</dc:creator>
				<category><![CDATA[Math & Science]]></category>
		<category><![CDATA[Chicago Private School]]></category>
		<category><![CDATA[GCE]]></category>
		<category><![CDATA[Global Citezenshp]]></category>
		<category><![CDATA[Master Learners]]></category>

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		<description><![CDATA[In my Design and Engineering class, we had to build a water station for our first action project. The basis for this project was to build a water station and film a video that shows its functionality. We also had to make a SlideRocket that would allow the people who watch it to build their [...]]]></description>
				<content:encoded><![CDATA[<p><a href="http://gcevoices.com/at/files/2012/09/WATER-STATION-GF-HP-JP-AT2.jpg"><img class="aligncenter size-full wp-image-19" title="WATER STATION GF HP JP AT" src="http://gcevoices.com/at/files/2012/09/WATER-STATION-GF-HP-JP-AT2.jpg" alt="" width="960" height="720" /></a></p>
<p>In my Design and Engineering class, we had to build a water station for our first action project. The basis for this project was to build a water station and film a video that shows its functionality. We also had to make a SlideRocket that would allow the people who watch it to build their own. The SlideRocket consisted of eight slides showing our use of the steps making up the engineering process. With an extra slide, we applied the Bernoulli equation and our current ITP level. I&#8217;m really proud and thankful for how well our water station worked considering the limited materials and resources. The most that I&#8217;ve cherished is the experience of working with low-cost/scavenged materials to build something that is simple, yet extremely useful to an underdeveloped country or territory.<br />
<iframe src="http://app.sliderocket.com:80/app/fullplayer.aspx?id=A7C09398-476F-6656-D598-E992BDF4E176" frameborder="0" scrolling="no" width="500" height="401"></iframe></p>
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